id
float64
704
802
submitter
stringlengths
3
51
authors
stringlengths
4
3.81k
title
stringlengths
4
231
comments
stringlengths
1
604
journal-ref
stringlengths
8
237
doi
stringlengths
10
82
report-no
stringlengths
3
172
categories
stringlengths
5
115
license
stringclasses
8 values
abstract
stringlengths
20
2.86k
versions
listlengths
1
99
update_date
timestamp[s]
authors_parsed
sequencelengths
1
242
embedding
sequencelengths
256
256
801.0973
Mehmet Oktay Dr
A.\'O Cais (Adelaide University), M. B .Oktay, S. M. Ryan, M. J. Peardon (Trinity College), J. I. Skullerud (NUI Maynooth)
The spectrum of charmed mesons from dynamical anisotropic lattices
4 pages, 4 figures, Talk given at International Conference on Hadron Physics, TROIA'07, Canakkale Turkey, 30 August - 3 September 2007
null
null
null
hep-lat
null
We present our preliminary analysis for the chamonium and D$_s$ spectra obtained from N$_f=2$ dynamical anisotropic lattices. We use 12$^3\times 80$ lattices with lattice spacing $a_t=7.35$ GeV$^{-1}$ and anisotropy of six. Meson correlators are computed using all-to-all propagators together with variational analysis.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:57:33 GMT" } ]
2008-01-08T00:00:00
[ [ "Cais", "A. Ó", "", "Adelaide University" ], [ "Oktay", "M. B .", "", "Trinity College" ], [ "Ryan", "S. M.", "", "Trinity College" ], [ "Peardon", "M. J.", "", "Trinity College" ], [ "Skullerud", "J. I.", "", "NUI Maynooth" ] ]
[ 0.0626021549, 0.0070649469, 0.0847793594, -0.0716452897, 0.0024660029, 0.0782661512, 0.0166598167, -0.074552007, -0.020252848, -0.0092180735, -0.1130391508, -0.0255010929, -0.0297400616, 0.0699227899, 0.0407210067, 0.0285020135, 0.0242765024, 0.0104561215, -0.0106983483, 0.00053702, -0.0682541132, -0.0315163918, 0.0555506684, -0.0303052571, -0.0225540008, -0.0245187301, -0.0129658598, -0.0251377542, 0.1016275734, 0.0026947726, 0.0020908879, -0.0473956987, -0.0082491664, -0.0620638765, -0.131663695, 0.1577165276, -0.087309286, 0.0809575617, -0.0805269331, -0.0408286639, -0.0211948399, 0.0157447383, -0.0565734021, 0.086663343, 0.048660662, -0.1067412496, 0.0044542807, 0.0086596059, 0.0777816996, -0.0133291995, -0.0663162991, 0.0031859546, 0.058134418, 0.0537743382, -0.069815129, -0.0690077096, -0.0231191963, 0.0509214438, -0.0308435392, -0.0169827864, -0.0175748952, -0.1042113304, 0.0198087655, 0.1107783616, -0.1114243045, -0.0278560761, -0.0789659172, 0.0511905849, 0.0171711855, 0.1380154192, 0.02801756, 0.0460769087, 0.0791812316, -0.0184496045, -0.0375720598, -0.0628174692, 0.0265507419, 0.0115124993, 0.0109203886, 0.0595877804, -0.0079060122, 0.082572408, -0.0168751292, -0.0534513667, 0.0148027455, 0.0228096843, 0.0001593818, 0.0694383308, -0.0879013911, 0.0362263545, 0.0469650738, 0.002338161, -0.0776740462, -0.010361922, 0.1412451118, -0.1107783616, 0.0356073305, -0.08397194, -0.0415015146, -0.003630037, 0.011835468, 0.0637325495, -0.0306282267, -0.0370337777, 0.1049649194, -0.0681464598, -0.0281521305, -0.0183284897, -0.0169693287, 0.0038487138, 0.0136790825, 0.0132148145, -0.0430087037, -0.0492796861, -0.012885117, 0.028986467, -0.0032078223, 0.0015946594, -0.0022725579, 0.0102475369, -0.0237247646, 0.051728867, 0.1217593104, -0.0109876739, 0.0585650429, -0.015408312, -0.0248686131, -0.1045342982, -0.0700304434, 0.0266853124, 0.142321676, -0.0606105141, 0.0383794829, -0.0723988861, -0.029686233, 0.0539358221, 0.0100254957, -0.0856944397, 0.0593186393, 0.0065300292, 0.0609873123, 0.0281521305, 0.1156229004, 0.0896238983, 0.070461072, 0.03934839, 0.0106983483, 0.1022196859, 0.0687923953, -0.0147354603, -0.0578652769, -0.1107783616, 0.1557787061, -0.0634634048, 0.0099380249, -0.1351086944, 0.0626559854, 0.0022658294, -0.0463460498, -0.0136521682, 0.0507061332, 0.0227962285, -0.0714299753, -0.0172115564, 0.134247452, 0.0609334819, -0.1593313664, -0.0064829299, -0.0931227282, -0.1062029675, -0.0029369993, 0.0275600199, -0.032243073, -0.0060422118, 0.0619023889, 0.0001442427, -0.0429010466, -0.0761130229, -0.1444747895, 0.0167540163, 0.0656703636, 0.0522402339, 0.1053417176, 0.0274927355, -0.0590494983, 0.0075695859, 0.0388908498, 0.0314625613, 0.0226347428, 0.027748419, 0.0212217551, 0.09274593, 0.0805269331, 0.0457539409, -0.024370702, -0.2030398399, 0.0456193686, 0.0797195137, -0.0229442548, 0.0313279927, 0.0178574938, -0.0340463147, 0.1103477404, -0.0092449877, 0.0565195754, 0.014049151, 0.0954911634, -0.0522402339, 0.0024323603, -0.0065300292, 0.0995821059, 0.0695459917, 0.1222975925, 0.0048916345, -0.0577576235, -0.0217600353, -0.0583497323, 0.0075224862, 0.115515247, 0.014399034, -0.1082484424, 0.0954911634, 0.0391869061, 0.0695998147, 0.0062507959, 0.0509752743, 0.0041178549, 0.0251108389, -0.0045417515, 0.0296054911, 0.0404518656, -0.0616870783, -0.0322161578, -0.077889353, -0.0266718566, 0.0034298634, 0.0638940334, -0.0182477478, -0.033292722, -0.0699227899, -0.0007258392, -0.05603512, 0.0599645749, 0.0840795934, 0.0627636388, 0.0124881342, -0.0447850339, 0.0668007508, 0.1117472723, -0.0351767056, -0.0318124443, 0.1257425994, 0.0123333782, -0.0344769396, -0.0655627027, 0.0944145992 ]
801.0974
Matthew Kunz
Matthew W. Kunz
On the Linear Stability of Weakly-Ionized, Magnetized Planar Shear Flows
18 pages, 8 figures; accepted by MNRAS
null
10.1111/j.1365-2966.2008.12928.x
null
astro-ph
null
We investigate the effects of ambipolar diffusion and the Hall effect on the stability of weakly-ionized, magnetized planar shear flows. Employing a local approach similar to the shearing-sheet approximation, we solve for the evolution of linear perturbations in both streamwise-symmetric and non-streamwise-symmetric geometries using WKB techniques and/or numerical methods. We find that instability arises from the combination of shear and non-ideal magnetohydrodynamic processes, and is a result of the ability of these processes to influence the free energy path between the perturbations and the shear. They turn what would be simple linear-in-time growth due to current and vortex stretching from shear into exponentially-growing instabilities. Our results aid in understanding previous work on the behaviour of weakly-ionized accretion discs. In particular, the recent finding that the Hall effect and ambipolar diffusion destabilize both positive and negative angular velocity gradients acquires a natural explanation in the more general context of this paper. We construct a simple toy model for these instabilities based upon transformation operators (shears, rotations, and projections) that captures both their qualitative and, in certain cases, exact quantitative behaviour.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:09:00 GMT" } ]
2009-11-13T00:00:00
[ [ "Kunz", "Matthew W.", "" ] ]
[ 0.031869933, 0.08108861, -0.0072725746, 0.012568255, 0.0032439039, -0.0009225507, -0.0676217675, -0.0475892387, -0.1118562743, 0.0026987602, -0.0208352674, 0.0106093325, -0.0961848944, 0.0546341687, 0.0447856411, 0.1614104211, 0.0045857956, -0.0112203732, 0.0131433522, 0.0721266866, 0.0021955508, -0.0248010382, 0.0784048289, 0.0868395716, -0.0954180956, -0.0179837476, 0.042197708, -0.0369259901, 0.0404963791, -0.0773984045, 0.1593975872, -0.0327325761, -0.0645066574, -0.0897629857, -0.1240291521, 0.1725289524, -0.0728934854, 0.0437552594, -0.1116645783, -0.0554009639, 0.0050320947, -0.0133230696, -0.1090766415, 0.1415695995, 0.0542986952, -0.0262148157, -0.0480924472, 0.0401129834, 0.0761523619, -0.0403046831, -0.0900984555, -0.0586598441, 0.0355840959, -0.0981498063, -0.0482601821, 0.0531964302, 0.0444980934, 0.0317501202, -0.037069764, -0.0926863924, 0.0402088314, -0.0300967172, -0.0435156375, -0.0450252667, -0.0675259158, 0.0372854248, -0.1306427568, -0.0297852065, 0.0390586406, 0.0596183389, 0.0340505056, -0.0610081553, 0.0510398149, -0.0050530615, -0.0670466721, -0.0018840402, -0.023782637, 0.0360393822, -0.0366863646, 0.1047634184, 0.0856414586, -0.033595223, 0.050033398, -0.0243098084, -0.0776380301, 0.0426529907, 0.015084303, -0.0410475135, -0.0446179062, -0.00014003, -1.346e-7, 0.1380231678, -0.0051549016, -0.0167736486, 0.0534839779, 0.026741989, 0.1296842694, -0.0451450758, 0.0504167937, -0.0037920426, -0.0412392132, 0.0410235524, -0.0019484391, -0.0566949323, 0.1771297306, 0.0008184642, 0.0135507118, 0.0288746376, 0.0077398405, 0.0101001328, 0.066567421, -0.0166178942, -0.0305040777, 0.0172049701, -0.0728934854, -0.0914403498, -0.0630689189, -0.0121968389, -0.1138691083, 0.0327565409, -0.0294736959, -0.0065117702, 0.0837723911, 0.0241300911, 0.08985883, -0.111952126, 0.0017672237, 0.043204125, -0.1006418914, -0.0172289331, 0.0327086151, 0.0105434358, -0.0570783317, -0.081903331, -0.0009959354, -0.0044540027, 0.062014576, 0.0596662648, 0.1164570451, -0.0175644066, 0.0252323598, 0.0529088788, 0.0863603279, -0.0070089889, 0.1212495193, 0.0812323838, 0.0503688715, -0.0177441239, 0.0244416017, 0.0405922309, 0.0112503255, 0.0724621639, 0.0156953428, 0.0171810091, 0.0119512249, -0.013850241, 0.0687240362, 0.0245015081, 0.038819015, -0.0410475135, 0.0145211872, 0.0058348333, -0.0783568993, -0.0484998077, -0.0394180752, -0.0142096765, 0.0000546641, -0.0570783317, -0.0256876443, -0.1443492323, 0.025927268, -0.0722225383, -0.1235499009, -0.0013875702, 0.1143483594, 0.0857373103, -0.0047565275, -0.2357895672, -0.0143055264, 0.0640753359, 0.0158271361, 0.0562156849, -0.0143175069, 0.0113282036, -0.0559281372, 0.1159778014, 0.0307437014, 0.0545383207, 0.0087941848, -0.0498896241, -0.0904339254, 0.0603372119, 0.0050710333, 0.0688678101, -0.0072725746, -0.0763919875, 0.0548737943, 0.0393461883, 0.0151801519, 0.0654651523, 0.0241780169, -0.0040765959, 0.0153958136, -0.0488113165, -0.0643149614, 0.1054343656, -0.0021521191, 0.0567907803, -0.0611040071, 0.0220813099, 0.0547300205, -0.015084303, 0.0945075303, 0.0643149614, -0.0445220545, -0.0131792957, -0.1015045345, 0.056071911, 0.0530526526, 0.0450971536, -0.0632606149, 0.0222610272, -0.0025549862, 0.1456911266, 0.0211587604, 0.0169893093, 0.1338057965, -0.043922998, 0.0454805493, 0.0558802113, 0.055976063, -0.0329482369, -0.0276765209, 0.0386273153, 0.0092494693, -0.0865520239, -0.0022749261, 0.0434437506, -0.0312948376, -0.0274608582, -0.0305040777, 0.0732768849, -0.0816637054, 0.0381480679, -0.0174086504, 0.0411433652, -0.0233872589, 0.028443316, 0.0575096533, -0.0641711876, 0.0166059118, -0.0114000905, -0.0178160109, 0.0912486464, -0.058803618, 0.0283953901 ]
801.0975
J. S. Kaastra
P. Richter, F.B.S. Paerels, J.S. Kaastra
FUV and X-ray absorption in the Warm-Hot Intergalactic Medium
26 pages, 9 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 3; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9325-4
null
astro-ph
null
The Warm-Hot Intergalactic Medium (WHIM) arises from shock-heated gas collapsing in large-scale filaments and probably harbours a substantial fraction of the baryons in the local Universe. Absorption-line measurements in the ultraviolet (UV) and in the X-ray band currently represent the best method to study the WHIM at low redshifts. We here describe the physical properties of the WHIM and the concepts behind WHIM absorption line measurements of H I and high ions such as O VI, O VII, and O VIII in the far-ultraviolet and X-ray band. We review results of recent WHIM absorption line studies carried out with UV and X-ray satellites such as FUSE, HST, Chandra, and XMM-Newton and discuss their implications for our knowledge of the WHIM.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:41:20 GMT" } ]
2009-11-13T00:00:00
[ [ "Richter", "P.", "" ], [ "Paerels", "F. B. S.", "" ], [ "Kaastra", "J. S.", "" ] ]
[ -0.0798546225, 0.0889038444, -0.0304689426, -0.0057309768, 0.0202283934, 0.0199877229, -0.0045577059, -0.0011251366, 0.0137904454, 0.0225027334, 0.0110708633, 0.058579307, -0.1198541299, -0.0317926332, 0.079228878, 0.0652218238, 0.0156436116, 0.1069541648, 0.0401439145, 0.0723938197, -0.0700352415, -0.0017147805, -0.1293846965, 0.0289527141, -0.2090949118, -0.1081093922, -0.0145365251, 0.0102947, 0.0254870523, -0.0394700356, -0.0106436722, -0.0141514512, -0.0064559979, -0.1023332849, -0.0955463648, 0.1856054366, -0.0664733127, 0.1023332849, -0.0369670577, 0.000334307, -0.0211429428, 0.0466420278, -0.0486877337, -0.0465216935, -0.0321055055, 0.0384592153, 0.0029888323, 0.0332366563, -0.0517442524, -0.0644516796, -0.0867859423, 0.060408406, -0.0708535239, -0.098771356, -0.0528994724, 0.0840904266, -0.0015553359, 0.0323221087, -0.0471474379, -0.0490487404, -0.0697464421, -0.0264978707, -0.0468105003, -0.04753251, -0.0754744112, 0.0422858857, -0.0070035243, 0.0599751994, 0.0518405214, 0.0196507834, 0.0225268006, -0.0018967879, -0.0658957064, -0.0486155301, 0.0054602223, -0.047171507, -0.039397832, -0.062526308, -0.1410331726, -0.0469549, -0.0041244985, 0.0384832844, -0.0644035414, -0.0416360721, -0.0698908418, 0.0259202607, 0.0149336318, 0.00973514, -0.04009578, 0.0449332669, 0.0440427847, 0.0583867729, -0.0441871844, -0.103199698, -0.0438021123, -0.0849568471, 0.0056016161, -0.0590606518, 0.1143668368, 0.074463591, 0.037761271, 0.0688800216, 0.035330493, -0.0949206203, 0.0362209789, -0.0354989655, -0.0393015668, 0.0283751041, -0.0639703348, -0.0280862991, 0.0242355634, -0.0318888985, -0.1050288007, 0.058097966, -0.1012743339, 0.0146207595, -0.1459428668, 0.0557393916, -0.09506502, 0.0028925638, -0.0524181314, 0.0623819083, 0.1216832325, 0.02517418, 0.0402401835, -0.0052616685, -0.0337180011, -0.0051292996, -0.0783143267, 0.0425987579, 0.1647152007, -0.0941504762, 0.0402642488, -0.0354748964, -0.0275568236, 0.0203005951, 0.0582423694, -0.0902516022, -0.0566539392, 0.011913212, -0.0065943841, 0.0360765755, 0.0316963643, -0.0131165665, 0.07224942, 0.0390127599, -0.0879411623, -0.030204203, 0.1206242815, -0.0055805575, -0.0265219379, -0.0050931987, 0.0772553757, -0.0919844359, -0.0380500779, -0.0796620846, 0.0175810121, 0.0311428197, 0.0574722216, -0.0296987947, 0.0171598382, -0.0171839055, -0.0333810598, -0.0460162833, 0.0643554106, -0.0097170891, -0.0228637401, -0.0215159822, -0.0899628028, -0.0384592153, -0.1316951364, -0.0300357342, 0.0007799243, -0.0012732997, 0.0267144758, 0.0810579732, 0.0464976281, 0.0081406944, 0.0210346412, 0.0539584272, -0.0192657094, 0.0651255548, 0.0807210356, -0.0839941576, -0.0536214858, -0.0217927545, -0.0868340805, 0.0185316633, -0.04240622, 0.0105474042, -0.0606490783, 0.073308371, -0.0119974464, 0.1218757704, -0.0669065192, -0.0659919754, 0.0059535974, -0.0220935922, 0.0029828155, 0.0848605782, -0.0249094423, 0.1011780649, 0.0540546961, -0.0942948759, -0.051118508, -0.0391090289, 0.1505637467, 0.0757150799, -0.0899146646, 0.0818281248, 0.0785068646, -0.0515517183, 0.0535252169, 0.0369911231, -0.0854381844, -0.0292174537, -0.0509259738, 0.1189877167, 0.133716777, 0.0639703348, -0.0253426507, 0.0224545989, 0.1148481742, -0.0039078943, 0.0075871516, 0.0823094621, 0.0559800602, 0.0176411811, -0.0014673406, 0.0480138548, 0.0090311775, -0.0036521817, -0.118506372, -0.0459440835, -0.0444278568, -0.0138867134, 0.0320814364, 0.1082056537, 0.0053067943, -0.0712385997, -0.0618524328, 0.0443075225, 0.0053699706, 0.0612266883, 0.0066304845, 0.0364857167, -0.0150419343, -0.0232247468, 0.1006967202, -0.0020441988, 0.1556659639, -0.0324665122, -0.0070817424, -0.0231645778, -0.0069192895, -0.0162212215 ]
801.0976
Yann Rebille
Yann Rebille
Laws of Large Numbers for Continuous Belief Measures on Compact Spaces
This paper has been withdrawn by the author, due a publication. 18 pages
null
null
null
math.PR math.ST stat.TH
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We prove for outer continuous belief measures defined on compact spaces strong and weak laws of large numbers as Kolmogorov's one for measures. These results contribute to M. Marinacci's (Journal of Economic Theory 84 (1999) 145-195) though with different methods.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:42:59 GMT" }, { "version": "v2", "created": "Mon, 1 Jun 2009 20:44:35 GMT" } ]
2009-06-02T00:00:00
[ [ "Rebille", "Yann", "" ] ]
[ 0.0785910711, -0.0019906766, 0.0703512952, 0.0668337271, -0.0302125085, 0.0512697101, 0.0311762244, -0.0580157265, -0.085144341, 0.0953597352, -0.0053787418, -0.0484267473, -0.033730071, 0.0785910711, 0.1012865901, 0.1151641086, 0.1081289724, 0.0790247396, 0.0620633326, 0.0158410873, -0.0724714696, -0.0034663673, 0.0448369049, 0.0158049483, -0.0398014858, -0.1310654283, 0.028285075, 0.0428612866, 0.0116368746, -0.0305498093, 0.0879873037, -0.0700139925, -0.0785428807, -0.0786874443, -0.1029249057, 0.0700139925, 0.0189731661, 0.0408374816, 0.0286946539, 0.0478003323, 0.0122572677, 0.029899301, 0.0016654223, 0.0648581088, 0.0704958513, 0.1110201254, 0.0557028055, -0.1043704823, -0.0106249731, 0.0909266397, -0.0804703161, -0.0079265675, -0.0003299599, -0.1301017106, 0.0094263507, 0.0174432658, 0.0155399265, 0.0286705624, 0.066207312, -0.0961788893, 0.0329109132, -0.1439792216, 0.0396810211, 0.0218161289, -0.0892401338, -0.0017286662, -0.0197561849, -0.0329109132, 0.0476557724, 0.0325495191, -0.0696766898, 0.0854816437, 0.007209803, 0.0586421415, -0.0327663571, 0.0075290343, 0.0794584155, 0.0511733405, -0.1150677353, -0.034573324, -0.003219415, -0.0247675106, -0.0326217972, 0.0124198943, 0.0275622886, -0.0235749111, 0.0556064323, 0.0107875997, -0.0642316937, 0.0315135233, 0.0700621828, -0.0178528447, 0.0444032326, 0.0230689608, 0.1048523411, -0.0638462082, 0.1613261253, -0.061388731, 0.0180817284, -0.0286223758, -0.0415602699, -0.0369103365, 0.1087072045, -0.0387413986, 0.1864791214, 0.1211391464, -0.0362357348, -0.0891437605, -0.0775309801, -0.0239242595, -0.0247434173, 0.0165638756, 0.0527152866, 0.091649428, -0.0098901391, -0.0596058555, -0.0397773944, 0.0256830417, -0.0398014858, -0.0773864239, -0.0106912283, -0.0185635872, 0.0796993449, -0.0635089055, 0.0677974448, -0.0397773944, 0.0107092978, -0.0369344279, -0.0039572604, -0.0226834733, 0.0478003323, -0.0088300509, -0.0159013197, -0.0051197433, -0.0684238598, -0.0098600229, -0.0224545915, -0.001808474, 0.0483062826, -0.020563297, -0.0286223758, 0.0598949715, 0.0245024879, 0.0186599586, -0.0293210708, 0.0221895687, -0.0883727893, -0.0323567763, 0.1016720757, -0.0424276143, 0.0952633619, -0.0200332534, -0.0202380437, 0.060762316, 0.0317062698, -0.1135257855, 0.0484026559, 0.0760372207, 0.099455528, -0.0206114836, 0.0567628928, 0.1387751549, -0.0015871204, 0.0153471828, 0.1485086977, 0.0568110794, -0.0240206309, -0.0258035064, -0.0404279009, -0.0464029424, -0.0342360251, 0.0509324111, 0.0028881375, -0.1070688888, 0.1134294122, -0.0108297626, -0.0800366402, -0.1430155039, -0.0147448601, -0.0151423933, -0.0130342636, 0.0941069052, -0.0121548725, -0.0190936308, -0.0021758908, 0.0376331247, -0.0538717434, 0.0094564669, -0.010149138, 0.010926134, -0.0452223904, 0.0719896108, 0.0262371786, 0.1017684489, -0.0343083031, -0.1458102912, 0.0020012173, 0.0348624401, -0.0675565153, -0.0191297699, -0.0213463176, 0.0013830835, 0.0122934068, -0.0450296476, -0.0076615452, 0.0130583569, 0.1180552542, 0.0620633326, -0.0227557532, 0.0102093704, -0.0445959754, -0.0713631958, 0.0779164657, -0.0153471828, -0.0624006353, 0.0777719095, -0.1093818098, 0.0757481083, 0.0082156816, 0.1907194704, -0.0084686577, -0.009709442, 0.0841324404, 0.0066496427, -0.0215631537, 0.0784946978, 0.1229702085, -0.0402351581, 0.0184310749, 0.0031862871, 0.0864935443, -0.0329831913, -0.0234664939, -0.0911193788, 0.0531007722, -0.0219245479, -0.0021834199, 0.0222738944, -0.069146648, -0.1353057772, 0.0240085833, 0.070206739, -0.0132270074, -0.0197802782, 0.0173107553, 0.0256830417, -0.0704476684, 0.1518816948, 0.0109201111, -0.074398905, -0.0009238125, 0.0066135037, 0.0325736143, -0.0531007722, -0.0650990382, 0.0266226642 ]
801.0977
J. S. Kaastra
F. Durret, J.S. Kaastra, J. Nevalainen, T. Ohashi, N. Werner
Soft X-ray and extreme ultraviolet excess emission from clusters of galaxies
21 pages, 5 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 4; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M.Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9313-8
null
astro-ph
null
An excess over the extrapolation to the extreme ultraviolet and soft X-ray ranges of the thermal emission from the hot intracluster medium has been detected in a number of clusters of galaxies. We briefly present each of the satellites (EUVE, ROSAT PSPC and BeppoSAX, and presently XMM-Newton, Chandra and Suzaku) and their corresponding instrumental issues, which are responsible for the fact that this soft excess remains controversial in a number of cases. We then review the evidence for this soft X-ray excess and discuss the possible mechanisms (thermal and non-thermal) which could be responsible for this emission.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:49:06 GMT" } ]
2009-11-13T00:00:00
[ [ "Durret", "F.", "" ], [ "Kaastra", "J. S.", "" ], [ "Nevalainen", "J.", "" ], [ "Ohashi", "T.", "" ], [ "Werner", "N.", "" ] ]
[ 0.0267225485, 0.0287412498, 0.021133272, -0.0215370115, -0.0009517858, 0.0965948254, 0.0014501525, -0.010244905, 0.0844826177, -0.0238332842, 0.020552896, -0.0397684015, -0.1559446156, -0.0274290945, 0.036790818, 0.0979574472, -0.0008855472, 0.0674246028, -0.0810508281, 0.001529008, -0.0818583071, -0.0071979291, 0.0326272473, 0.0193542913, -0.1020957828, -0.0431497246, -0.0591983944, -0.0416356996, 0.0964434221, -0.0728246197, -0.0155692287, -0.0731274262, 0.0631853268, -0.0425945818, -0.0763573498, 0.1564492881, -0.0091346204, 0.0665666535, -0.0294225607, -0.0292459242, -0.0110776192, -0.015430443, -0.0563722141, -0.0122383721, -0.008087419, -0.0440581404, -0.0798900723, -0.1454473734, -0.0491553582, 0.0043086642, 0.0287412498, 0.1259669214, 0.0385824144, -0.0051603033, -0.0859966427, -0.0151276374, -0.0415599979, 0.0556152016, -0.0025154902, -0.1181949154, 0.0320721045, -0.0358571708, 0.0446637496, 0.0574824996, -0.0443357117, 0.0642956123, 0.0140173519, 0.0355543643, 0.0964938849, 0.0484488122, 0.0076773707, -0.0167678315, 0.0241739396, -0.0201870054, 0.1386847347, -0.0535460338, 0.0571796931, 0.0167299807, -0.0104530836, -0.0065040011, -0.0147112804, 0.0376235321, 0.0315421969, 0.0125474855, -0.0183449406, -0.0093301814, -0.0292459242, 0.0864003822, -0.0559684746, 0.0126168784, 0.0067815725, -0.0015037742, 0.0358319357, -0.0560694076, 0.0246281475, -0.0119292587, 0.0579367056, -0.0851386935, 0.1096154451, 0.0444366448, -0.0155818453, -0.03343473, 0.0603591464, -0.0831704661, 0.0815555006, -0.0571796931, -0.0623273812, 0.042619817, 0.0929106921, -0.0651030913, 0.046707686, 0.0409039222, -0.0311132222, 0.1298024505, -0.0662133768, 0.0055514267, -0.2079261541, -0.0251328219, -0.0580376424, 0.031567432, -0.0591479279, 0.1362622827, 0.0247543156, 0.0311636906, 0.0715629384, 0.0267730169, 0.0475404002, -0.0993705392, -0.1067892611, 0.0359328687, 0.1726998389, -0.1080004796, -0.0188874677, -0.0300029367, -0.0739349052, -0.0109136002, 0.0794358701, -0.0975032374, -0.1011873633, -0.0535460338, 0.0353020281, 0.0061065694, 0.0265963804, 0.1285912246, -0.0273533929, 0.0456226319, -0.0428469181, -0.0418880358, 0.00265743, 0.0563217476, 0.0062611261, 0.0109956097, 0.0685853511, -0.0107369637, -0.0271262899, -0.1281874925, 0.0623778477, 0.0961406156, -0.0318954699, -0.0242622569, -0.0068320399, 0.0597030707, -0.0028545689, -0.0154556762, 0.0128439823, 0.0392384939, -0.0700489134, 0.0263945106, -0.1220304519, -0.0894284323, -0.061116159, -0.061116159, 0.0045389221, -0.014850066, 0.0254860949, 0.0608133562, 0.0132224886, -0.0443104766, 0.052637618, 0.0009170893, 0.0272019897, 0.0033213934, 0.0630339235, -0.0839779451, -0.0292963926, -0.1354548037, 0.0254230108, -0.0106864963, -0.0055356557, -0.0193921421, 0.0177519489, -0.0003177876, 0.0117084635, 0.1844082922, -0.0523852818, -0.1057799086, -0.0226725303, 0.0230131857, -0.0888732895, 0.0848358944, 0.0732283667, 0.0630339235, 0.0676264688, -0.0677274019, -0.0256501138, -0.1145612597, 0.0460516065, 0.1099182442, 0.0240225364, 0.0241865572, 0.0747423917, 0.0089012077, -0.00905261, 0.0889237598, -0.0576843694, -0.021549629, 0.0292459242, 0.0004159627, 0.1632119417, 0.0541516431, -0.0285898466, 0.0966957584, 0.127480939, 0.020262707, 0.0082388213, 0.023517862, 0.0204645768, -0.0069329748, 0.0300534051, 0.0523348115, -0.012724122, 0.0550095923, -0.0802938119, -0.0746919215, -0.0113110319, -0.0172220394, 0.038304843, 0.0980583802, 0.0150267025, -0.0501142405, -0.0528394878, -0.016010819, 0.0220416877, 0.0335104279, -0.0574824996, 0.0397936366, -0.0265711471, 0.0142570725, 0.0228870176, -0.0164650269, 0.1669465452, 0.0097023798, -0.034242209, -0.0596021339, 0.0085920943, -0.0673236623 ]
801.0978
Taekyun Kim
Taekyun Kim
On the multiple q-Genocchi and Euler numbers
11 pages
null
10.1134/S1061920808040055
null
math.NT
null
The purpose of this paper is to present a systemic study of some families of multiple q-Genocchi and euler numbers by using multivariate q-Volkenborn integral. From the studies of those q-Genocchi numbers and polynomials of higher order we derive some interesting identities related to q-Genocchi numbers and polynomials of higher order.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:49:51 GMT" } ]
2009-11-13T00:00:00
[ [ "Kim", "Taekyun", "" ] ]
[ 0.0328603238, 0.0143967262, 0.1200075746, 0.0249589719, -0.0374152213, -0.0065825223, -0.0583305582, -0.0337201767, -0.0557277612, -0.0764571875, 0.0557742417, 0.0310708992, -0.0768754929, -0.0246336237, 0.1066217571, 0.0442940444, 0.006559283, -0.0057546236, 0.0824529156, 0.1254920363, 0.0082847988, -0.0712515935, 0.1140583232, 0.0068381545, 0.0616770163, -0.0435271487, -0.0659065619, 0.0356025584, 0.0403433666, -0.0703684986, 0.0708797649, -0.0232392661, -0.0722741187, -0.0425743386, -0.1877732724, 0.1019739062, -0.0696248412, -0.0196836591, -0.1074583679, 0.0388328135, -0.0103008049, 0.0077793445, -0.1189850494, 0.0952809975, 0.0373919792, 0.0032680219, -0.0330927148, -0.0120727988, -0.0140365176, 0.0432715155, 0.0414588526, 0.0883556902, -0.0788275972, -0.0425046198, -0.1006725058, -0.0067277676, -0.1344159245, 0.014466444, -0.0203808378, -0.0192537326, 0.0566108525, -0.0780839399, 0.0268181134, 0.0150590446, -0.036346212, -0.0832430571, -0.1278159618, -0.0472919084, -0.0117881177, 0.0078548724, -0.0929105878, 0.090400748, 0.0781304166, 0.0713910311, 0.0777585879, 0.0225072298, -0.0357652307, 0.0293047149, -0.1226103753, 0.0278871208, 0.1539369076, 0.0300483722, 0.0847768486, 0.1045766994, -0.0416680053, -0.0356490351, -0.0205551311, 0.0571685955, -0.0991851911, -0.0385771841, -0.0877049938, 0.0545193218, 0.0084358538, -0.0128513146, 0.1412947476, -0.0386236608, 0.090958491, 0.0435039066, 0.0448517837, 0.0086159585, -0.0849627629, 0.0173829719, 0.079106465, 0.0492207669, 0.1451059878, 0.0243315119, -0.0488489382, -0.0397623852, -0.1727142334, 0.0556348041, -0.049081333, -0.0286307763, -0.0008373398, -0.0117997378, 0.0566108525, 0.0538686216, -0.0362997353, -0.1439905018, -0.0930965021, 0.0804543421, 0.0204505548, -0.0509404726, 0.0055861389, 0.0067800563, -0.0153611554, 0.0243082736, -0.0405989997, -0.0576333813, -0.0844050199, 0.0106842527, 0.0018881904, -0.0377173312, 0.0976978764, 0.0638150275, -0.0000743929, 0.0095745781, 0.1082020253, -0.0156748854, 0.0456883982, -0.019834714, 0.0059114886, 0.0030065801, 0.007668958, 0.0354863591, 0.0328138433, 0.0491742902, 0.032232862, 0.0142108118, 0.0240758806, 0.0220773034, 0.0080291666, -0.0547981933, 0.0140946154, -0.0045897551, 0.0126770204, -0.073017776, -0.0401109755, 0.0619558841, 0.0125840632, 0.0174991675, 0.0527531356, 0.0432715155, -0.0241223592, -0.0153030576, -0.0213336479, 0.0598178729, -0.0435968637, 0.0153843947, -0.078548722, -0.1318131238, 0.0174294505, -0.1094104722, -0.0315589234, -0.0223561749, -0.0257491078, -0.0058011021, -0.0644192472, -0.0623741932, -0.1365539283, 0.053729184, -0.0245871451, 0.0860317647, -0.0367412828, 0.0387863368, -0.009562958, 0.015651647, 0.0633502454, -0.0617699698, 0.0572615527, 0.0288864095, 0.0146407383, 0.0855669826, 0.065255858, 0.0886810422, 0.1275371015, -0.140272215, 0.0165463574, 0.040784914, -0.0737149566, -0.0609798357, 0.0533573553, -0.0296533052, -0.0118462164, -0.0555418469, -0.0550770611, -0.1021598205, 0.0681840107, -0.0103356643, -0.0989063233, -0.0599108301, 0.0176386032, 0.0100509832, 0.0448750257, 0.0203227382, 0.0114220995, 0.0699501932, -0.0118171675, -0.0303737223, -0.0093712341, 0.1955816746, -0.0110270325, 0.0203459784, 0.0304434393, 0.0326976478, 0.0759459212, 0.0307223108, 0.0179639533, -0.0508939959, -0.0570291616, -0.0057110498, 0.0074365656, 0.0230301134, -0.0603291355, -0.0259582605, 0.0097721117, -0.0605150498, 0.0197301377, 0.0036950435, -0.153565079, -0.0723670796, -0.0164534003, 0.0773867592, 0.016116431, 0.0619094074, -0.049639076, 0.0233670827, -0.0716234222, -0.0712980703, -0.039669428, -0.0261441749, -0.0544263646, 0.039274361, 0.0173132531, 0.0914697573, -0.0504756868, 0.0286772549 ]
801.0979
Frederic Grosshans
Vincent Jacques (LPQM), E. Wu (LPQM), Fr\'ed\'eric Grosshans (LPQM), Fran\c{c}ois Treussart (LPQM), Philippe Grangier (LCFIO), Alain Aspect (LCFIO), Jean-Fran\c{c}ois Roch (LPQM)
Delayed-choice test of complementarity with single photons
null
null
10.1103/PhysRevLett.100.220402
null
quant-ph
null
We report an experimental test of complementarity using clock-triggered single-photon pulses emitted by an individual N-V color center in a diamond nanocrystal. The single photons are sent into a Mach-Zehnder interferometer with an output beamsplitter of adjustable reflection coefficient R. In addition, the choice of introducing or removing this beamsplitter is random and relativistically space-like separated from the entering of the photon inside the interferometer, as required for the Wheeler's delayed-choice regime. Each set value of R allows us to observe interference with visibility V and to obtain incomplete which-path information characterized by the distinguishability D. The measured values of V and D are found to obey the complementarity relation V^2 + D^2 =< 1.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:53:17 GMT" } ]
2009-11-13T00:00:00
[ [ "Jacques", "Vincent", "", "LPQM" ], [ "Wu", "E.", "", "LPQM" ], [ "Grosshans", "Frédéric", "", "LPQM" ], [ "Treussart", "François", "", "LPQM" ], [ "Grangier", "Philippe", "", "LCFIO" ], [ "Aspect", "Alain", "", "LCFIO" ], [ "Roch", "Jean-François", "", "LPQM" ] ]
[ 0.0210003164, -0.0151316281, 0.0022234295, -0.0443066508, -0.0017845734, -0.0081228865, 0.0102281002, 0.0527534187, -0.0361189917, 0.0310923867, 0.0080127669, 0.0289418306, -0.0590237156, -0.0425965711, -0.0048452304, -0.0076305899, -0.0040225778, 0.0570545308, 0.0500069223, 0.0706833601, -0.0694914833, -0.0353157707, -0.0378808901, -0.0106491428, -0.0570027083, -0.1105852574, 0.0279572383, 0.0439957269, 0.0868514031, -0.0115819145, 0.0149761662, -0.0170878582, -0.0519761071, -0.0005190162, -0.1317280829, 0.1382574886, 0.0379845314, 0.0681441501, -0.1618876904, 0.0337352417, -0.0567954257, 0.0024161376, -0.0642057806, 0.0143413637, 0.0321547091, 0.0189922657, -0.037958622, -0.0395132415, -0.0554999113, 0.0496182665, -0.0049974537, 0.1867616028, 0.0174246915, -0.0619774908, -0.0293304846, 0.0060468214, -0.0348752961, -0.0366371982, -0.0020825423, -0.0157016553, -0.0091657769, -0.1133835688, -0.0296932291, 0.0067949821, -0.0721343383, -0.01767084, 0.0254180264, 0.0327247381, 0.0699578747, 0.1284115613, -0.0366631076, 0.154114604, -0.0052112136, -0.0363003612, 0.0244075246, 0.0507065021, -0.0083496012, 0.0483227521, 0.0391245857, -0.0197695754, -0.0101957116, -0.0342793576, 0.0629102662, -0.050136473, -0.0293563958, -0.0654494762, 0.0138620231, 0.0684550703, -0.0712533891, -0.0675741211, 0.0332170352, 0.0360930786, -0.0596455634, 0.0334502272, -0.0313514918, -0.0979410186, 0.0313255787, -0.0014687914, -0.027698135, 0.0287863687, -0.0073261438, -0.0445398465, 0.0272576604, -0.1229185686, 0.1673806906, 0.0314551331, 0.0563808605, 0.0131300557, 0.0068727131, 0.1008429751, 0.0826539323, -0.0544634983, -0.0690250993, 0.0384509191, -0.0196011588, -0.0448248573, -0.1273751408, -0.0800110772, 0.0067366841, -0.0401869118, -0.0607337952, -0.0128903855, 0.0620811321, -0.0336316004, 0.0606301539, -0.0346939228, 0.035419412, -0.1838596463, 0.0116726002, 0.0756581426, 0.0777827874, -0.0246277619, 0.0307555534, -0.0197307114, -0.0136029199, -0.015481418, 0.0643094182, -0.0513801686, -0.0546189621, 0.0160514452, 0.0303150769, 0.0542562157, 0.1535963863, -0.0169323962, -0.0325692743, 0.0786637366, -0.1202238947, -0.0134474579, 0.0100532053, -0.0400573574, -0.053893473, -0.1728736758, 0.0286568161, -0.046327658, -0.0050784233, -0.1326608509, 0.0605783351, 0.0566917844, -0.0190699976, -0.0313255787, 0.054929886, -0.0079803793, -0.0378290713, 0.0040484881, 0.0529607013, -0.0462240167, -0.0084143775, 0.1222967207, -0.0731707513, 0.0640503168, 0.0385027379, -0.0246018507, 0.0200416353, -0.0299782436, 0.0914116204, -0.0407051183, -0.0332170352, -0.0640503168, -0.07545086, -0.0699578747, -0.0008550407, -0.0405237451, 0.1867616028, -0.0601637699, -0.0278017763, -0.0976300985, -0.0827057511, -0.0100726383, -0.0022234295, -0.0273613017, -0.0099042207, 0.1182547137, 0.0275685843, 0.031040566, -0.0323101729, -0.0530384295, 0.0551889874, 0.1266496629, -0.044488024, -0.0189534016, -0.0346939228, 0.0102345776, 0.1026048809, -0.0895978957, 0.0187331624, 0.0080451556, 0.0844676495, -0.016906485, -0.0664858893, 0.0277240463, 0.064931266, 0.0409901291, 0.1009984389, 0.0667968094, -0.1017757505, -0.135873735, -0.0284236241, -0.0574172735, 0.0190829523, 0.0534270853, -0.0771091208, 0.0468717739, 0.0998065621, 0.0989256129, -0.0638430342, 0.0903233886, 0.0526497774, -0.0871105045, -0.0148725249, -0.0931735188, 0.0007878357, -0.0578836612, -0.0598010235, 0.0456280783, -0.0852449611, 0.02896774, 0.0022558174, 0.0172433201, -0.0119252261, -0.1194984093, 0.0453171544, 0.0177226607, 0.0646721646, -0.0198343527, -0.0492814332, -0.0192384142, -0.0812547728, 0.0078313947, -0.0295636784, -0.0807883888, 0.0304446295, 0.0789746642, -0.0825502872, -0.0969564244, 0.007799007, 0.0671077371 ]
801.098
Gert De Cooman
Gert de Cooman, Filip Hermans, Erik Quaeghebeur
Imprecise Markov chains and their limit behaviour
v1: 28 pages, 8 figures; v2: 31 pages, 9 figures, major revision after review: added, modified, and removed material (no results dropped, results added), moved proofs to an appendix
null
10.1017/S0269964809990039
null
math.PR math.DS
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
When the initial and transition probabilities of a finite Markov chain in discrete time are not well known, we should perform a sensitivity analysis. This can be done by considering as basic uncertainty models the so-called credal sets that these probabilities are known or believed to belong to, and by allowing the probabilities to vary over such sets. This leads to the definition of an imprecise Markov chain. We show that the time evolution of such a system can be studied very efficiently using so-called lower and upper expectations, which are equivalent mathematical representations of credal sets. We also study how the inferred credal set about the state at time n evolves as n goes to infinity: under quite unrestrictive conditions, it converges to a uniquely invariant credal set, regardless of the credal set given for the initial state. This leads to a non-trivial generalisation of the classical Perron-Frobenius Theorem to imprecise Markov chains.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:54:04 GMT" }, { "version": "v2", "created": "Fri, 20 Feb 2009 16:37:09 GMT" } ]
2009-11-24T00:00:00
[ [ "de Cooman", "Gert", "" ], [ "Hermans", "Filip", "" ], [ "Quaeghebeur", "Erik", "" ] ]
[ 0.0310631357, 0.0151636461, -0.0047829868, -0.0085410485, -0.0660682917, -0.0065339021, 0.0622313917, 0.0804698169, -0.0827299058, 0.1182606667, 0.1161582544, -0.0244142581, -0.1373926103, 0.0213789009, 0.0591303334, 0.0216154214, 0.0478298701, 0.0537954643, 0.1241474226, 0.0841490328, -0.0539268665, -0.0572907254, 0.0324034244, -0.0033638591, -0.0811005384, -0.0538217463, 0.0752663463, 0.0252683628, 0.0791032463, 0.0434148051, 0.0953969359, -0.0231528115, 0.0171215162, -0.0469100662, -0.1059089974, 0.0767380372, -0.029276086, 0.0620211512, -0.0344269946, 0.0690116733, -0.0389471799, -0.0407079495, -0.0726908892, 0.0761073083, -0.0138496384, 0.109851025, -0.0201174542, -0.0147037432, -0.0090403715, 0.1137404814, -0.1092202961, -0.0432308428, -0.0188297257, -0.0479612723, 0.0213000607, -0.0629672334, -0.0189085677, 0.0716396868, 0.0595508181, -0.1466432363, 0.046358183, -0.135500446, 0.045359537, 0.0072467509, -0.1308751404, 0.0183698237, -0.0662259758, 0.0465684235, -0.0401035063, 0.0932945311, -0.0451492965, -0.0244011171, -0.014651183, 0.0226140674, -0.1206784397, 0.0953443795, -0.0321406201, 0.0692744702, -0.1003376096, 0.0820991844, 0.0662259758, -0.0773161948, 0.029749129, -0.064491488, 0.0255311653, 0.0131269339, -0.0464370213, 0.0197363924, -0.0305900928, -0.0518244542, 0.0014215917, 0.135500446, 0.0098747658, 0.1046475545, 0.0423373207, -0.1073806882, 0.1306648999, 0.0132780448, -0.0204853751, -0.0706410408, -0.0348737575, -0.0339013934, 0.074004896, -0.1144763306, 0.1234115809, 0.0131335044, -0.1187862754, -0.0194867309, -0.1041219458, 0.0166353341, 0.0491175987, -0.0345058367, -0.1259344667, 0.1133200005, -0.0289870035, -0.0422584787, -0.1672468632, -0.0050096535, -0.0070102299, 0.0420745164, 0.0143621014, -0.1019669771, 0.0126407519, -0.0069839493, 0.0503790453, 0.0172003582, 0.0905613899, -0.044860214, -0.0089286808, -0.1251986325, 0.0549780726, -0.0071613407, -0.0391048603, 0.0074898424, -0.0411021523, -0.0289344434, -0.0206036363, 0.0314836167, 0.0871449709, -0.0765277892, -0.0175157189, -0.0304324124, 0.0099273259, 0.0438090079, 0.0190793872, 0.0533749834, -0.0568702407, -0.0198415127, -0.0129495431, 0.0048519722, 0.0294600464, 0.0346897952, -0.0284088403, 0.0110836523, 0.0724280924, -0.0395516232, -0.0260304864, 0.0384215787, -0.0116223954, -0.0563971996, 0.0550831929, 0.1809125394, 0.0101835579, -0.0330078676, 0.1213091686, 0.058552172, -0.092558682, 0.0359249637, -0.0400509462, -0.0371601284, 0.0029154541, -0.0489073582, -0.0280409195, -0.04091819, 0.028776763, -0.0475145094, -0.1032809839, -0.0323771425, -0.020459095, -0.001948016, 0.0326925032, 0.0388683416, 0.0755817071, -0.0121611385, -0.0874603316, -0.0217336826, -0.0632826015, 0.0108405612, 0.0076343832, -0.0288030431, -0.0845695212, 0.0702205598, 0.0327976272, 0.0875654519, -0.0194867309, -0.0813633427, 0.0670143813, 0.0635979623, 0.0187508855, 0.0048881075, 0.0217599627, 0.0283300001, 0.0333232284, -0.0175157189, 0.093136847, 0.0811531022, 0.0362928845, 0.0494329594, -0.0944508538, 0.0628621131, -0.0051443391, -0.00621854, -0.0001193899, -0.0015439588, -0.0052001844, 0.0027265653, -0.0052067544, 0.0508520864, 0.0304586925, 0.0445974134, -0.027305074, 0.0253077839, 0.0611801855, 0.0820991844, 0.004605596, -0.029775409, 0.0143752415, -0.0849374384, 0.0402086265, 0.0403400287, -0.0094608534, 0.0000791997, -0.0784725249, -0.0468312241, -0.0440718085, 0.179020375, -0.0293549262, -0.0162936915, 0.0407605097, -0.152845338, -0.0152030662, 0.0857784078, -0.059971299, 0.0096973749, 0.0213394798, -0.0201962944, -0.1123739183, -0.0336123109, 0.002025214, 0.0861988887, 0.0193421897, -0.0861988887, 0.0648594052, 0.0530859008, -0.0187377464, -0.0039255973 ]
801.0981
Marcel Ausloos
Andrzej Pekalski (Wroclaw) and Marcel Ausloos (Liege)
Risk of Population Extinction from Periodic and Abrupt Changes of Environment
8 pages, 25 references, 10 figures; preliminary version to be submitted to Physica A
Physica 387 (2008) 2526-34
10.1016/j.physa.2008.01.001
null
nlin.AO
null
A simulation model of a population having internal (genetic) structure is presented. The population is subject to selection pressure coming from the environment which is the same in the whole system but changes in time. Reproduction has a sexual character with recombination and mutation. Two cases are considered - oscillatory changes of the environment and abrupt ones (catastrophes). We show how the survival chance of a population depends on maximum allowed size of the population, the length of the genotypes characterising individuals, selection pressure and the characteristics of the climate changes, either their period of oscillations or the scale of the abrupt shift.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:24:47 GMT" } ]
2012-08-31T00:00:00
[ [ "Pekalski", "Andrzej", "", "Wroclaw" ], [ "Ausloos", "Marcel", "", "Liege" ] ]
[ 0.0240758806, 0.1411744058, 0.194440484, 0.0382367447, -0.1590262651, 0.0547617748, 0.0009936126, -0.0496474579, -0.0373682752, -0.0528318435, 0.0936498716, -0.132586211, -0.0158978011, 0.034449257, 0.0314337388, 0.0038447832, 0.0364515595, 0.0225198753, -0.0778244436, 0.0529283397, -0.1030582786, 0.0088716485, -0.0118630407, -0.0274532586, -0.0221580118, -0.0551960059, 0.0311201271, 0.0492373481, 0.1137693897, -0.0134733263, 0.0734820962, -0.0020460277, -0.0782586783, 0.0485618711, -0.161052689, 0.0159822349, 0.0337737799, 0.0762322471, 0.0017037666, -0.0103794066, 0.0351729803, -0.1187872142, -0.0519151278, 0.1754306704, -0.0185393933, 0.0749777928, 0.0480311401, -0.08805307, 0.0729996115, 0.0879083276, -0.0436887965, 0.0100296065, 0.043568179, -0.1432973295, -0.0019615933, -0.0113202473, 0.0231229775, 0.062819235, 0.0344733819, -0.0413487591, 0.0826010182, 0.0168989524, -0.0258610658, 0.0403114185, -0.0142694227, 0.0040558693, -0.0021983113, 0.037271779, -0.0314096175, -0.0375853926, -0.0004474272, -0.080381602, -0.0328088142, 0.0092636654, -0.0322780833, -0.0448226333, 0.0306858923, 0.0318679735, -0.0346422493, 0.0965930149, 0.0552925058, 0.1061461717, 0.0612752885, 0.0456669778, -0.0072493008, 0.0322057121, -0.0122671193, -0.0018982674, -0.1008388624, -0.0234124679, 0.0030019463, 0.0097461483, -0.0275497548, -0.0013087341, 0.0520598702, -0.0447743833, 0.0605515651, -0.0267536584, 0.0699599758, 0.0197455995, 0.0205055103, -0.137507543, 0.0547135249, -0.0804780945, -0.0158374906, -0.0311924983, -0.0446296409, 0.050322935, -0.0851099268, 0.0005789791, -0.0766182318, -0.0265365429, -0.0508536659, -0.0139558092, -0.1231295541, 0.0063265529, -0.0790306479, -0.0805263445, 0.098136954, 0.0160184223, 0.0417829901, 0.023460716, -0.0123877404, 0.0184911452, 0.0817325488, -0.0574154258, 0.0435923003, -0.0726618767, -0.0485377498, -0.0908997208, 0.1046022251, 0.0099512031, -0.0662448555, -0.0191304348, -0.1562278569, -0.1366390735, 0.010759362, 0.0485618711, 0.0376095176, 0.0077860625, 0.0366686769, 0.1369285583, -0.0735785961, 0.1209101379, -0.0354865938, 0.0868468657, -0.0056058443, 0.0645561665, -0.0080936458, 0.0500334427, 0.1078831032, -0.0174296834, 0.0363309383, 0.103926748, 0.008027304, -0.1094270498, 0.0541827939, 0.1095235497, -0.0466319434, -0.0085278796, 0.0936016217, 0.0635912046, -0.0133044571, -0.0303722788, 0.0827457607, 0.0364274345, -0.0797543675, 0.0467284396, -0.0896452665, 0.0302034095, -0.0264159217, -0.0013449203, -0.0245824885, -0.0308065135, -0.062095508, 0.000208636, -0.1278578788, -0.135867089, -0.0414693765, -0.0358967036, 0.0229902957, 0.0341597684, -0.0443401486, 0.0022405286, 0.0454981066, -0.0291901957, 0.0139196226, -0.0120319091, -0.0856406614, -0.0277909972, -0.024896102, -0.0164164696, -0.0030155161, -0.0500334427, -0.0523011126, -0.1120324582, 0.0991984159, 0.0209276825, 0.0460770875, 0.0843379572, -0.0064351116, 0.0004455425, 0.0857371539, -0.0889697894, 0.0509019122, 0.0114891166, 0.0267054103, 0.0663413554, -0.0648456588, 0.0580909029, 0.0756050199, -0.0679335445, 0.0633017123, -0.0643631741, 0.0623367503, -0.0605033152, -0.0020972914, 0.0634947047, 0.0551477596, 0.0616612732, -0.0235451497, -0.0136180706, 0.0458358452, 0.0595865995, 0.0365239307, -0.0317714773, 0.0652316436, 0.0417588688, 0.0323263332, -0.0186358895, -0.0238828883, -0.0249443501, 0.0185755789, -0.0173090622, -0.0394429527, -0.0149810845, -0.0471867956, 0.0524458587, -0.0174296834, 0.0230867919, -0.0303964019, 0.044074785, -0.0961105302, 0.0744470656, 0.0462942049, 0.0597795919, -0.0607928038, -0.0257404465, -0.1142518744, -0.0834212378, -0.0229902957, -0.0983299538, 0.08805307, -0.0089982999, 0.0443160236, -0.0649421588 ]
801.0982
J. S. Kaastra
Y. Rephaeli, J. Nevalainen, T. Ohashi, A.M. Bykov
Nonthermal phenomena in clusters of galaxies
23 pages, 7 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 5; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9314-7
null
astro-ph
null
Recent observations of high energy (> 20 keV) X-ray emission in a few clusters of galaxies broaden our knowledge of physical phenomena in the intracluster space. This emission is likely to be nonthermal, probably resulting from Compton scattering of relativistic electrons by the cosmic microwave background (CMB) radiation. Direct evidence for the presence of relativistic electrons in some 50 clusters comes from measurements of extended radio emission in their central regions. We briefly review the main results from observations of extended regions of radio emission, and Faraday rotation measurements of background and cluster radio sources. The main focus of the review are searches for nonthermal X-ray emission conducted with past and currently operating satellites, which yielded appreciable evidence for nonthermal emission components in the spectra of a few clusters. This evidence is clearly not unequivocal, due to substantial observational and systematic uncertainties, in addition to virtually complete lack of spatial information. If indeed the emission has its origin in Compton scattering of relativistic electrons by the CMB, then the mean magnetic field strength and density of relativistic electrons in the cluster can be directly determined. Knowledge of these basic nonthermal quantities is valuable for the detailed description of processes in intracluster gas and for the origin of magnetic fields.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:56:20 GMT" } ]
2009-11-13T00:00:00
[ [ "Rephaeli", "Y.", "" ], [ "Nevalainen", "J.", "" ], [ "Ohashi", "T.", "" ], [ "Bykov", "A. M.", "" ] ]
[ 0.0091711087, 0.0761402547, -0.1018120646, 0.029828893, -0.0114988321, 0.0845516622, 0.0062660123, -0.0091771865, 0.0069953254, -0.0199102387, -0.0355418436, 0.0436372161, -0.0810023397, -0.002788102, -0.0074450681, 0.0146834981, -0.0131033203, 0.0425189361, -0.0044275364, 0.0786199197, -0.0538719073, -0.0251612924, 0.0015665031, 0.0281757843, -0.1794109493, -0.0264740549, -0.0568863973, 0.0695764422, 0.0339130461, -0.0842599422, 0.0512463786, -0.0578588173, -0.0230949055, -0.0717157573, -0.0606788248, 0.1358466595, -0.0616998635, -0.0314333811, -0.0185488556, -0.0319439024, -0.0009199977, 0.0021803414, -0.0938382447, 0.0241767187, -0.062137451, -0.0689929873, -0.0375109874, -0.1138700396, 0.0214782618, 0.0169808324, -0.0311173461, 0.0498849973, -0.0011524662, -0.0938382447, -0.1488770545, 0.0626236573, -0.0473080911, 0.0264740549, -0.0380215086, -0.0800785422, -0.0459223948, -0.0360766724, 0.0391884074, 0.0791061297, -0.0045977095, 0.0385563374, 0.0366601236, 0.0460439473, 0.0441234261, 0.1009368896, 0.0367330536, -0.0527050048, 0.0069163162, -0.0369275399, 0.0603384785, 0.0009693783, -0.0135287521, -0.0982627422, -0.0505656861, 0.0484020598, 0.0083020106, 0.0027045349, 0.0439532511, -0.0190472193, -0.0376811624, 0.0654922873, -0.0046189809, -0.0135165974, -0.0493258573, 0.0288078561, -0.0639850423, 0.0265712962, 0.0371949524, 0.0164703149, 0.0043667606, 0.0067765312, 0.0346909799, -0.0361982249, 0.1323459595, 0.0854268372, -0.0073903697, 0.056789156, -0.0295614786, -0.0916016847, 0.1931220293, -0.0417653136, -0.0903861672, 0.0523160398, 0.0182328206, -0.0178073868, 0.0913099647, 0.0476241261, -0.0378513336, 0.1193155721, -0.1817447543, -0.0551846698, -0.1547115594, -0.0313847624, -0.0978737772, 0.1009368896, -0.058782611, 0.1150369421, 0.0275923349, 0.0423001423, 0.0318709686, -0.1315680295, 0.0699654073, -0.0880037472, -0.0920878947, 0.0243104268, 0.1532529294, -0.0452173948, -0.0067339884, -0.0114380559, -0.0558653623, -0.0188405812, 0.0727854148, -0.1259280145, -0.0553305298, -0.0303394124, 0.0227059387, 0.0059985979, 0.0929144472, 0.0894623697, -0.0060836845, 0.1032706946, -0.0308742411, -0.0481346436, 0.0726881772, -0.0009275947, 0.0418139324, -0.0149266021, 0.0151332403, -0.0081500709, -0.0092440397, -0.1125086546, 0.0638878047, 0.0982141271, -0.0119971959, -0.0891706422, -0.0129817678, 0.0606302023, -0.0812940672, 0.0249181874, 0.0318223499, -0.0226694737, -0.0634502172, 0.0120458165, -0.1513080895, -0.0762374997, -0.0342533924, -0.0725423098, -0.0818288997, 0.0048286584, 0.0056704069, 0.1018120646, 0.1026872396, -0.1214548945, -0.0021894579, 0.1370135695, -0.0026012156, 0.0399177223, 0.0445123911, -0.0500308573, -0.0040172981, 0.025841983, -0.0346666686, 0.0511005186, -0.0443908386, -0.0202870518, -0.0099794306, 0.0761888772, -0.0336213186, 0.1621991694, -0.0317251086, -0.0554763936, -0.0034551194, -0.0138569428, -0.0669509172, 0.0290266499, 0.060143996, 0.0691388547, 0.025282843, -0.0405254811, -0.0618457273, -0.0776961222, 0.0958316997, -0.0270331949, -0.0734174922, 0.0226451624, 0.0445610136, -0.0866423622, 0.0123193087, 0.0110430112, -0.0903861672, 0.0048195422, -0.0524618998, 0.0480860248, 0.0546984598, 0.0551846698, 0.0183179062, 0.0662216023, 0.0681178123, 0.0819261372, 0.0410603099, -0.0232772343, 0.0313847624, -0.0746330097, 0.0751192197, 0.0598036498, 0.0404768586, 0.0354446024, -0.0720561072, -0.0224020574, -0.0064118751, -0.0186339412, 0.0458008423, 0.0268144011, -0.0548929423, -0.0513922423, 0.0068494626, 0.0248817224, 0.0484506786, 0.0606302023, -0.0623319335, 0.0516839661, -0.0340589061, -0.0230827499, 0.1214548945, -0.0339859761, 0.0416680723, 0.0400392711, -0.0591229573, -0.0126292668, -0.0228031799, -0.0451687723 ]
801.0983
Timothy Clifton
Timothy Clifton
The Parameterised Post-Newtonian Limit of Fourth-Order Theories of Gravity
12 pages
Phys.Rev.D77:024041,2008
10.1103/PhysRevD.77.024041
null
gr-qc astro-ph
null
We determine the full post-Newtonian limit of theories of gravity that extend general relativity by replacing the Ricci scalar, R, in the generating Lagrangian by some analytic function, f(R). We restrict ourselves to theories that admit Minkowski space as a suitable background, and perform a perturbative expansion in the manner prescribed by the parameterised post-Newtonian formalism. Extra potentials are found to be present that are not accounted for in the usual treatment, and a discussion is provided on how they may be used to observationally distinguished these theories from general relativity at the post-Newtonian level.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:59:00 GMT" } ]
2008-11-26T00:00:00
[ [ "Clifton", "Timothy", "" ] ]
[ -0.0273392685, 0.0853169337, -0.0168536752, -0.0595377162, -0.0262907092, -0.0191553906, -0.0100827934, 0.0086697964, -0.0672612488, 0.0412262864, -0.0853680819, 0.0180428941, -0.1903774738, 0.0627089664, -0.0335539021, 0.0481058583, 0.0473130457, 0.0359579138, -0.0150634507, 0.0866979584, -0.0132988021, -0.0739106536, 0.0298200063, 0.0201783758, -0.0422748476, -0.0757520273, 0.0527348667, -0.037006475, 0.0476455167, 0.0101467306, 0.0961605683, -0.041072838, -0.0990760773, 0.0084971674, 0.0137079963, 0.0496914871, -0.0152168991, 0.069307223, 0.0381829068, 0.0248201676, -0.0266487543, -0.0279530585, -0.1192800254, 0.0135545488, -0.0634762049, 0.0120520396, 0.0050286097, -0.0142194889, 0.0169687606, -0.0124995951, -0.0298200063, -0.0790767223, 0.0745755881, -0.0713020414, -0.0385153778, 0.0556503721, -0.0481058583, -0.0284389779, 0.0952910334, 0.0113487374, -0.0103257531, -0.0473130457, -0.0051692701, 0.0165084172, -0.0951887369, -0.0177359991, -0.0225951765, 0.0242191646, 0.0236437358, 0.1357500851, -0.1113007441, -0.0560595654, -0.0696141124, -0.004098333, -0.0945237949, -0.0523256734, 0.0249991901, 0.0674658492, -0.0138742309, 0.0397173837, 0.0727342218, 0.0142450631, -0.0682842359, 0.0406124964, -0.0924778283, 0.0170199089, 0.0179022346, -0.0497426353, -0.1409673095, -0.0165212043, 0.0593331195, -0.0262907092, -0.0450369045, 0.08470314, -0.0441162176, -0.0357021689, 0.0525814183, 0.0464435108, 0.0621974766, 0.0599469095, 0.0492567159, 0.0047760601, -0.0127937039, -0.1048559397, 0.1915027499, 0.0659313723, -0.0836290047, 0.0469294265, -0.0178382974, 0.0374412425, -0.0547808371, 0.0174035281, -0.1180524454, -0.0573382974, -0.0161120109, -0.0196285211, -0.105367437, 0.0533486567, -0.1351362914, -0.0150634507, -0.0874651968, -0.0590773709, 0.0526837185, -0.0042262059, 0.0854703784, -0.0973370001, -0.0060292166, -0.0945749432, -0.0418400764, 0.0304082222, 0.1395351291, -0.012339754, -0.016137585, -0.0573382974, -0.0565710589, -0.0023240936, 0.0205108449, -0.0521466509, 0.1235765591, 0.0051596793, 0.0148460669, 0.0495891869, -0.0501006804, -0.0184520874, 0.0349860787, 0.0702279061, -0.0071481061, -0.025280511, 0.0163805448, -0.0338863693, -0.082145676, 0.0701767579, 0.0461366139, 0.0242319517, -0.0040152152, -0.1318627447, 0.0535021052, 0.0573894456, 0.0171349961, -0.0262139849, 0.0161631592, 0.0235670116, 0.014551959, -0.0233624149, 0.0663917139, 0.0335794762, 0.0233112667, -0.0887439325, -0.1057766303, -0.0555480756, 0.0051788604, -0.0094498219, -0.1439339668, -0.0258943029, 0.1375914514, 0.08470314, 0.0279530585, -0.0699210092, -0.1156995818, 0.01326044, -0.0168280993, 0.0560084172, 0.025306087, -0.0210734867, -0.1006617025, 0.0374923907, -0.0452670753, 0.0753428265, 0.0465202332, -0.0666474625, 0.006969084, -0.0089383293, 0.1259294301, 0.1088455841, 0.0065087406, -0.0644480437, 0.02657203, 0.0299478788, -0.0266999025, 0.0560595654, 0.033477176, 0.0599980578, 0.1728844345, -0.0562130138, -0.01152776, 0.0216489155, 0.106595017, 0.0462900624, -0.084498547, -0.0111377472, 0.0017470662, 0.0297688581, 0.0308174174, 0.1365684718, -0.0827594697, -0.0255106837, -0.0646526366, 0.0563664623, 0.0373133719, 0.1469006091, -0.0597423129, 0.0698187128, -0.0814807415, 0.0867491066, 0.0570825525, 0.0024551635, 0.086391069, 0.0472107492, 0.0264441576, 0.0200249273, 0.0885393322, -0.0063137342, -0.1056743264, -0.0005566476, 0.0174163152, -0.0389501452, 0.0026757447, 0.0247562323, -0.0534509569, -0.1192800254, -0.0310475882, 0.0444742627, -0.0274927169, -0.0568779558, -0.0962117165, 0.0222115573, -0.0451903529, 0.00411112, 0.1199961156, -0.0004069961, 0.0742686987, 0.0473641939, -0.0044723614, 0.0731434152, -0.0630670115, 0.0304082222 ]
801.0984
Yann Rebille
Yann Rebille
Law of large numbers for non-additive measures
This paper has been withdrawn by the author, due a publication. 12 pages
null
null
null
math.PR math.ST stat.TH
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Our aim is to give for some classes non-additive measures some limit theorems. For balanced games we obtain a weak and strong law of large numbers for bounded random variables, a sharper conclusion is obtain with exact games. We provide an extension to upper enveloppe measures.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:59:48 GMT" }, { "version": "v2", "created": "Mon, 1 Jun 2009 20:47:29 GMT" } ]
2009-06-02T00:00:00
[ [ "Rebille", "Yann", "" ] ]
[ 0.0437823497, -0.0095469505, 0.0666850433, -0.0475287028, -0.0640875697, 0.0476785563, 0.0292964615, -0.0407852717, -0.1256775707, 0.0815205872, 0.0119258827, -0.0886136815, -0.1165864319, 0.02572494, 0.0395115092, 0.0466795303, 0.1015510783, 0.0510252938, 0.0395364873, 0.036589358, -0.0367641859, 0.0025787379, 0.0780239925, -0.0232898127, 0.0249881577, -0.0438572764, 0.0828193203, 0.0282974355, 0.0569445305, -0.0634382069, 0.1048978195, -0.0612902977, -0.0247384012, -0.058393117, -0.0885637254, 0.0038556191, 0.0828692764, 0.0644372329, 0.0069807, 0.063737914, -0.0148979872, 0.0270236749, -0.0591923408, 0.0806714147, -0.040011026, 0.0675342157, 0.0799221471, -0.1206824407, -0.0275481641, 0.1055971384, -0.1421615183, 0.0432079099, -0.0014119059, -0.0354904272, 0.0803717077, -0.0013432228, 0.0379380435, 0.0575439446, 0.0209795628, -0.0806714147, 0.0317191035, -0.1047979146, 0.1058968455, 0.0626389831, -0.1455582082, 0.0018591265, -0.1205825359, 0.0158720389, 0.0936088115, 0.0686830953, -0.0683334321, 0.006581089, 0.0798222423, 0.0344414487, -0.0141237415, 0.0140862782, -0.0157971121, 0.0413347334, -0.0366642848, 0.0219036639, 0.0103336833, 0.0390119962, -0.0475037247, 0.0080983611, 0.0042458642, -0.0978546813, -0.000529172, 0.0309448559, -0.0241015218, 0.0407852717, 0.006887041, -0.0128749581, -0.0036995213, 0.0376633108, 0.1082945094, -0.0441819616, 0.1530509144, -0.0230025928, 0.0382877029, -0.0198306832, 0.0295711942, 0.0445066467, 0.0307200756, -0.1136892512, 0.1668374836, 0.0236644484, 0.0060940636, -0.0471290909, -0.0880642161, -0.004320791, -0.0567946769, -0.0142486198, -0.0027691775, 0.0245136209, -0.0121444203, -0.0913110524, -0.0635880604, -0.0266740154, -0.0025475184, -0.0383376554, 0.0044175717, 0.0064811865, 0.0636380091, -0.0183571186, 0.1064962596, -0.0267988946, -0.0040710345, -0.0699318796, 0.0009732707, -0.0388371684, 0.1359675527, -0.0296960715, -0.057893604, -0.0013416618, -0.0223157611, -0.0433577634, -0.0075301649, 0.0225280542, 0.0310197826, -0.0931093022, 0.0431329831, 0.078623414, 0.0034965938, -0.000626343, -0.1003522426, 0.0426834226, -0.0069182608, -0.0120882243, 0.0452059656, 0.0185943861, 0.0279227998, -0.0212293193, -0.0014899549, 0.0161217954, -0.005297964, -0.1050976217, 0.0657859147, 0.0749270096, 0.0748770609, -0.0085666552, 0.0676341131, 0.1417619139, -0.0333175436, -0.0172581878, 0.1432604492, 0.0646869838, -0.0504009016, -0.0529484227, -0.0436075218, 0.039311707, 0.0342166685, 0.0249756705, 0.0349909142, -0.0831190348, 0.0145108644, -0.0192687307, -0.11618682, -0.0897126123, -0.0096718287, -0.0080109462, 0.0285222158, 0.0027285919, -0.0745773539, -0.0281725563, 0.0187317524, 0.0212418083, 0.0354404785, 0.0294962674, 0.0295711942, -0.0245011337, -0.0086852899, 0.0526487119, 0.0850671306, 0.1015510783, 0.0550463796, -0.17263183, 0.0446814746, 0.0693324581, -0.1155874059, -0.0172457006, -0.0399111211, -0.0453558192, 0.042308785, 0.0210420024, -0.0159969162, 0.0190064851, 0.0705312937, 0.0521491989, -0.1147881821, 0.0332426168, -0.0134369107, -0.0871151388, 0.1038987935, -0.0562452115, -0.0470791385, 0.1095932424, -0.0975549668, 0.0741277933, 0.0441819616, 0.2109944671, -0.0391368754, -0.0409850739, 0.0395614617, 0.033667203, -0.0649866983, 0.0000294147, 0.1583457589, -0.0372137502, -0.0094595356, -0.0389120951, 0.1014012247, 0.0109768072, -0.07962244, -0.0978047252, 0.0407103449, 0.0063687959, -0.0201428775, -0.0286720693, -0.0343165733, -0.1057969406, 0.0721297339, 0.0743775442, 0.0116011994, -0.0492520221, 0.0116636381, 0.0339918882, -0.0891131908, 0.0615400523, 0.0513000265, -0.0518494919, 0.0328430086, -0.0706311986, 0.0210669786, -0.0422838107, -0.045530647, -0.029446315 ]
801.0985
J. S. Kaastra
C. Ferrari, F. Govoni, S. Schindler, A.M. Bykov, Y. Rephaeli
Observations of extended radio emission in clusters
27 pages, 7 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 6; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9311-x
null
astro-ph
null
We review observations of extended regions of radio emission in clusters; these include diffuse emission in `relics', and the large central regions commonly referred to as `halos'. The spectral observations, as well as Faraday rotation measurements of background and cluster radio sources, provide the main evidence for large-scale intracluster magnetic fields and significant densities of relativistic electrons. Implications from these observations on acceleration mechanisms of these electrons are reviewed, including turbulent and shock acceleration, and also the origin of some of the electrons in collisions of relativistic protons by ambient protons in the (thermal) gas. Improved knowledge of non-thermal phenomena in clusters requires more extensive and detailed radio measurements; we briefly review prospects for future observations.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:03:05 GMT" } ]
2009-11-13T00:00:00
[ [ "Ferrari", "C.", "" ], [ "Govoni", "F.", "" ], [ "Schindler", "S.", "" ], [ "Bykov", "A. M.", "" ], [ "Rephaeli", "Y.", "" ] ]
[ 0.0331050642, 0.0508426502, -0.0373355784, -0.0033895099, -0.0203115754, 0.1058138758, -0.0733969063, 0.0048931269, -0.1007168666, -0.0135452971, 0.0046414626, 0.0209741853, -0.1302795112, -0.0493390299, 0.0135452971, 0.1124399826, -0.0070211277, 0.040928971, 0.0288745463, 0.1440414339, -0.1070371568, -0.0256124623, 0.0435284413, -0.0261476487, -0.1948076189, -0.0434010178, -0.0268612299, 0.0675863177, 0.0458475798, -0.0336147621, 0.0715110153, -0.0621834919, -0.0187952146, -0.0233188085, -0.1449588835, 0.1332357675, -0.0870568827, 0.0019719047, -0.0714090765, -0.0149214892, 0.0236628577, -0.0013530962, -0.0504858568, -0.0002534566, 0.0395018086, -0.0542831272, -0.0407505743, -0.1305853277, 0.009830853, 0.009200098, -0.0868020356, 0.0192284603, 0.0085247448, -0.0862923339, -0.0997994021, 0.0322895423, 0.0089516193, 0.0306330137, -0.0340734944, -0.0422796756, -0.0565258116, -0.0334618539, 0.0692173615, 0.0211398378, -0.0766080245, 0.0713071302, -0.0058870437, 0.0502819791, 0.034761589, 0.0873117372, 0.0500016436, -0.0509955585, -0.0310917459, -0.0214711428, 0.0387882255, -0.0623873696, -0.0312446561, -0.0710013136, -0.0590233468, 0.0996464938, 0.0080596432, -0.0017011262, 0.0145137282, -0.0758434683, 0.0043579414, 0.0897582993, 0.0482941456, -0.0135835251, -0.0495683961, -0.0371317007, -0.0098627089, 0.0032111146, -0.003516935, -0.0033003122, 0.0079831881, -0.0703387037, 0.0748750418, 0.0299704038, 0.1250805557, 0.0708484054, 0.0139403157, 0.0104297511, -0.0381256156, -0.145264715, 0.1357842833, 0.0107100867, -0.0115064941, 0.0278296601, 0.0186677892, -0.0212800056, 0.0093912361, 0.0449046344, -0.0241598152, 0.0561180525, -0.1631042361, 0.0135325547, -0.1125419214, -0.0229875036, -0.0938359052, 0.0971489623, -0.0517855957, 0.0596859567, 0.0318562947, 0.0365455449, 0.045745641, -0.1040808931, 0.0848142058, -0.0578510351, -0.0491351523, -0.0018301442, 0.0734988451, -0.06738244, 0.0009397608, -0.0332834572, -0.1033163369, 0.0130101116, 0.0461788885, -0.082520552, -0.0419483706, -0.0550476797, 0.0371826701, -0.0682489276, 0.06136797, 0.0882292017, 0.0164123643, 0.0592781976, -0.074824065, -0.0321111456, 0.0582078248, -0.0294861887, 0.0327482708, -0.0272180196, -0.0296645835, 0.0539773069, -0.0283648465, -0.1278329492, 0.0790036172, 0.039399866, -0.0333853997, -0.0181580894, -0.0096014878, 0.0426109806, -0.1419006884, 0.0403428152, 0.0383040123, -0.0050109955, -0.0557612628, -0.0303017087, -0.1447550058, -0.0488038473, -0.0414641537, -0.0869549438, -0.0353222601, 0.0100347335, 0.0159663763, 0.1101972982, 0.1083623767, -0.1064255163, 0.0066898223, 0.1210029572, 0.0540282801, 0.0871078596, 0.0588194653, 0.0021996773, -0.0250772759, 0.0905738249, 0.0023717012, 0.0377688259, -0.0217642207, -0.0232933238, -0.0416170657, 0.0692173615, 0.0178395268, 0.1246728003, -0.0725304186, -0.0615718476, 0.0019480125, -0.0178522691, -0.0145264715, 0.0213182326, 0.0745692179, 0.0820108503, 0.0361632667, -0.0904209092, -0.075996384, -0.0745692179, 0.0920519531, 0.02701414, -0.053314697, 0.022184724, 0.0318053253, -0.0479373559, 0.0408015437, 0.010130302, -0.076658994, -0.0275493246, -0.098881945, 0.0384059511, 0.0355516262, 0.008868793, 0.0296390988, 0.1073429734, 0.0917461365, 0.1294639856, 0.0637125894, -0.0017090903, 0.072020717, -0.0996464938, 0.0813482404, 0.0331815183, 0.0260966774, 0.0065432834, -0.0865471885, -0.0349909551, -0.0384314358, 0.0228600781, 0.0627951324, 0.0394763239, -0.0077219661, -0.0760473534, -0.0067853909, -0.0184893943, 0.0265554078, 0.0562709607, -0.032315027, 0.0451340005, -0.039731171, 0.0359084159, 0.1105031222, -0.0407250896, 0.1100953594, 0.0494664572, -0.0733459368, -0.0015545873, 0.0092701819, -0.0138638597 ]
801.0986
Chang Qing Sun Dr
Chang Q. Sun
Tetra-bonding of C, N and O at solid surface
Book Chapter (invited)
null
null
null
cond-mat.mtrl-sci
null
In order to gain advanced understanding of the kinetics and dynamics of C, N, and O reacting with a solid surface, it is necessary to consider the reaction from the perspectives of bond formation, bond dissociation, bond relaxation, bond vibration, and the associated charge redistribution and polarization and the energetic response of the involved atoms and valence electrons. The sp-orbital hybridization is found necessary for these concerned reactions associated with strongly anisotropic bonding and valence identities and the localized energy states of bonding pairs, nonbonding lone pairs, and the lone pair induced antibonding dipoles, as well as the hydrogen bond like and C-H bond like states, which could unify the observations using atomistic microscopy, crystallography, electronic spectroscopy, vibronic spectroscopy, and thermal desorption spectroscopy and provide guidelines for materials design.
[ { "version": "v1", "created": "Sat, 5 Jan 2008 02:36:56 GMT" } ]
2008-01-08T00:00:00
[ [ "Sun", "Chang Q.", "" ] ]
[ 0.0687563419, 0.0938886777, 0.0755502507, 0.0913345814, -0.0328967944, 0.1154452786, 0.0009689613, -0.0188364796, 0.0254132859, -0.0213778093, 0.1150366217, -0.0393842049, -0.0295253843, -0.0122596752, 0.0782575905, 0.0229868907, -0.0541469008, 0.0444157831, -0.0300872866, -0.0118127083, 0.049319651, -0.0644143745, 0.0042621526, -0.0403803065, 0.028554827, -0.0140603147, 0.045539584, -0.0034895379, 0.013753823, 0.0242128577, 0.0347868279, -0.0297807939, -0.0476339459, -0.086992614, -0.0554239489, 0.1024193689, -0.0518482104, 0.0677857846, -0.0867372006, 0.0145200528, 0.0126427906, -0.0489365384, 0.0593061782, -0.0186449233, -0.0072600264, -0.0021374617, -0.0484512597, 0.0009593834, -0.065589264, -0.009699191, -0.0468932576, -0.0292188935, 0.1353672445, 0.0023066706, -0.0597659163, -0.0302660726, 0.0298574176, 0.16060175, -0.0232423004, 0.0636481494, -0.0338418111, -0.0638524741, 0.05465772, 0.0585399494, -0.0805051997, 0.0418616831, -0.0777978525, -0.0745796934, -0.0152990529, 0.0462802723, 0.0247875303, -0.0264860075, -0.018402284, -0.0108293798, 0.0035533903, -0.0972600877, 0.0009019162, -0.0349400751, -0.0906194299, 0.0057946122, 0.0827528089, -0.0953189731, 0.0535339154, -0.1642796546, -0.0527166054, 0.0411976166, 0.0008907421, -0.0082625104, -0.1500788629, -0.0128151914, -0.043726176, 0.0667130649, -0.0853579864, 0.0031223861, -0.0297552533, -0.0421681739, 0.0056988336, 0.0236126445, -0.0016649533, -0.0935311094, -0.0692671686, -0.0150053315, -0.0284526628, 0.0784108415, 0.0510819815, 0.0282227937, -0.004370702, -0.0321305655, -0.0002071215, 0.091947563, 0.0545044728, -0.0055008908, -0.0276098102, -0.0372132212, -0.0390777141, -0.1169777364, -0.0399461091, -0.061707031, -0.1428252161, 0.0131663801, -0.0517971292, 0.039843943, -0.0056956406, 0.0136772003, 0.0046612308, 0.0301894508, 0.129135251, -0.063545987, 0.0122341346, -0.0322838128, 0.073149398, -0.068041198, -0.1042583212, -0.0891891345, 0.015669398, 0.0110592488, 0.0262050554, 0.0104526505, 0.0090415105, -0.0184533652, 0.0572118163, -0.0263072196, 0.1212686226, 0.0458460785, -0.0070876246, 0.0159503482, 0.0290401056, 0.1332218051, -0.0366002396, -0.0616559498, -0.0619624406, -0.0384902731, 0.0570585728, 0.0445945673, 0.1573324949, -0.1539610922, 0.0904151052, 0.0489365384, 0.0357318446, 0.03971624, 0.1017042249, -0.0744775236, 0.011748855, -0.0568542443, 0.0097438879, -0.0334842391, -0.0632394925, 0.0188620221, -0.0712593645, -0.0741710365, 0.045309715, -0.1612147242, -0.0448499769, 0.0401504375, 0.046050407, -0.0027871605, 0.0738645419, -0.0478127338, -0.0289890245, 0.066304408, 0.0745286122, -0.0126811014, -0.0300872866, -0.0981284827, 0.017623283, -0.0167421196, -0.042398043, 0.142518729, -0.0474296175, 0.0853579864, -0.1013466492, 0.0754991695, 0.1320980042, 0.0459737815, 0.015899267, -0.1065570116, 0.0403292216, -0.0043770871, 0.048962079, -0.0259113349, 0.0350166969, -0.0224633012, -0.0035278492, -0.1010401547, -0.0752948374, -0.0790749043, -0.0006401211, -0.0267669577, 0.0274565648, -0.0433686003, 0.0659979209, 0.0111486418, -0.0127130281, 0.0869415328, -0.1214729473, -0.0502902083, 0.0497027673, -0.0364469923, 0.0226420872, 0.0585910305, -0.1044626459, 0.0683476925, 0.1364910454, 0.0640568063, -0.0255920719, 0.1371040344, 0.0573650636, -0.0009968968, 0.0449776836, -0.0368811898, -0.0414785668, -0.0230507441, -0.059663754, -0.012157511, -0.0328201726, 0.0304448605, 0.041172076, 0.0120106507, -0.0376984999, -0.034020599, -0.1050245538, -0.0070876246, -0.0039652386, 0.168161884, 0.0072536413, 0.0610429682, -0.013255774, -0.0886272341, 0.0163079221, -0.0947570726, 0.0536360778, 0.0290911868, 0.0049741077, -0.0774913654, -0.0963406116, -0.0491408631 ]
801.0987
Marco Baumgartl
Marco Baumgartl and Ivo Sachs
Open-Closed String Correspondence in Open String Field Theory
Based on a talk given at the BW2007 workshop "Challenges Beyond the Standard Model", Kladovo, Serbia. To be published in Fortschritte der Physik
Fortsch.Phys.56:343-351,2008
10.1002/prop.200710505
null
hep-th
null
We address the problem of describing different closed string backgrounds in background independent open string field theory: A shift in the closed string background corresponds to a collective excitation of open strings. As an illustration we apply the formalism to the case where the closed string background is a group manifold.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:08:17 GMT" } ]
2009-01-30T00:00:00
[ [ "Baumgartl", "Marco", "" ], [ "Sachs", "Ivo", "" ] ]
[ 0.0346051902, 0.0186018962, 0.0126006622, -0.0392363667, 0.0084776282, 0.032546889, 0.0638073385, -0.0034605188, -0.0648364872, 0.0059497766, 0.0132503137, -0.03769264, -0.0561916232, 0.0879923776, 0.0697249547, 0.0052647484, 0.052435223, 0.0217665341, 0.0377955548, 0.0397509411, -0.0311318059, -0.0698278695, 0.0492191277, 0.0959168375, 0.0014199062, -0.0693132952, -0.0193480309, 0.0941672772, 0.0647335723, 0.0545449816, 0.0353513211, -0.0142022781, -0.0311060771, -0.0775979534, -0.0309517048, 0.2073738426, -0.0377440974, 0.04209226, -0.0083875777, 0.0305400435, 0.0113914106, 0.045436997, -0.061440289, 0.0333959348, -0.0209818073, 0.0775979534, 0.0143309217, 0.0338847823, -0.0075513925, -0.0349139348, 0.0500424467, -0.0109604541, 0.0504541062, -0.1732060462, -0.0688501745, -0.0115457829, -0.0058468617, 0.0364833884, 0.0294851642, -0.0331129208, -0.0233488549, -0.053258542, -0.065762721, -0.0024715695, -0.0995703191, 0.040291246, -0.1090899631, 0.0099763284, 0.0422980897, 0.1379061788, -0.0122919176, 0.0161576644, 0.0160161555, 0.1311137825, -0.0598451085, -0.080428116, 0.0779581591, 0.0571693145, 0.0166079178, -0.0076671718, -0.0202614013, -0.0169938486, 0.0408572778, -0.0023091566, -0.0461831316, 0.0644248277, 0.0163120367, 0.0504541062, -0.0355828814, -0.0091787372, -0.1231893227, 0.0338333249, 0.0464918762, -0.0060398276, 0.0496565178, -0.1026577726, -0.0340134278, -0.0304113999, 0.0102143195, -0.0076671718, -0.044613678, 0.0089536104, 0.0594849028, -0.0980780497, 0.0609257147, 0.1414052844, -0.0424267314, -0.025587257, -0.0585586689, 0.0490904823, -0.1428461075, -0.0516633578, -0.0118352314, 0.0599480234, 0.0676151961, -0.0300769266, -0.0321352258, -0.0373838954, -0.0482414328, 0.0263719838, -0.0222553816, 0.0127293067, 0.0227313638, 0.0480870605, 0.0739444718, -0.0321866833, -0.0610286295, -0.0834126547, 0.0169423912, -0.0698793232, 0.0829495341, -0.0079501886, -0.0831039101, -0.023387447, -0.0981809646, 0.0306944158, -0.0304628573, 0.0365605764, 0.0932925045, -0.0949391425, 0.0674608201, -0.0589703284, 0.0101371333, 0.058918871, 0.0151928356, 0.0931381285, -0.0160032921, 0.1222630888, 0.0768260881, 0.0466719791, -0.0657112673, 0.017547017, 0.0649908632, 0.1018344536, 0.0172897298, -0.1721768975, 0.0545449816, 0.0292793345, 0.1459335536, 0.0641160831, 0.1263796985, 0.0716803372, 0.0376154557, 0.0109861828, 0.0422980897, 0.000338092, -0.039030537, 0.0239020232, -0.0604625978, -0.1509763896, -0.0054834429, 0.0120346295, -0.1813363284, 0.0338847823, 0.0042355978, 0.0303856712, -0.0672549903, -0.0451025255, -0.0752309114, 0.039030537, -0.0233102608, 0.145213142, 0.0349653922, -0.0462860465, -0.0355571546, -0.0314148217, 0.0478297733, -0.0283273701, 0.0123369424, -0.0087284837, -0.0611830018, -0.0089986352, 0.1019888222, 0.1141327992, 0.0348110199, -0.1317312717, -0.0132889068, 0.0138806682, -0.0463375039, -0.0046601226, 0.1099132821, -0.0756940246, 0.1304962933, -0.1139269695, -0.1071345732, -0.0170581713, 0.0605140552, 0.0686443448, -0.0135204662, 0.068284139, 0.060256768, -0.0003093482, 0.0203128606, 0.0009696528, -0.0249440372, -0.0720919967, -0.0092752194, 0.0500424467, -0.0483443476, 0.0934468731, 0.0264748987, 0.0830009952, 0.0590732433, 0.0781639889, 0.1055908501, 0.0179072209, 0.0595363602, -0.042375274, 0.0903079659, -0.0767746344, 0.0427612066, 0.0056764088, -0.0956595466, -0.0315177366, 0.0350683071, -0.0302055702, -0.0448452383, 0.0169938486, -0.0391334519, -0.107237488, 0.0239406154, 0.0192193873, 0.0697764084, 0.0688501745, -0.0117451809, 0.052358035, -0.0151027851, -0.0244165976, -0.0239534806, -0.0494764149, -0.0271953046, 0.1194843799, -0.0757969394, -0.0013411118, -0.0408058204, -0.0173411872 ]
801.0988
Davide Gaiotto
Davide Gaiotto
Monster symmetry and Extremal CFTs
10 pages
null
null
null
hep-th
null
We test some recent conjectures about extremal selfdual CFTs, which are the candidate holographic duals of pure gravity in $AdS_3$. We prove that no $c=48$ extremal selfdual CFT or SCFT may possess Monster symmetry. Furthermore, we disprove a recent argument against the existence of extremal selfdual CFTs of large central charge.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:09:30 GMT" } ]
2008-01-08T00:00:00
[ [ "Gaiotto", "Davide", "" ] ]
[ 0.0602980666, -0.04911834, 0.0564162172, 0.0807942376, -0.006670312, 0.0537765585, 0.0111344391, 0.0324522629, -0.0043023834, 0.0074272729, 0.0191375203, -0.1192504242, -0.0955452621, 0.0801213831, 0.0965286642, 0.0039497823, -0.0652150735, 0.0262801237, 0.0860217959, 0.0626789331, 0.0026170139, -0.0640764013, 0.0926468149, 0.0059489347, 0.0380421281, -0.0214795694, 0.1039818153, 0.077378206, 0.1469927132, 0.0307701305, 0.0725129545, -0.0529743098, 0.0028709515, -0.0781028196, -0.1373657286, 0.1503052264, -0.0186328795, 0.0959075689, -0.0059521697, 0.0055122268, -0.0571925864, -0.0296055749, -0.029890243, 0.0664572716, 0.0717883408, 0.0017985904, 0.0593664236, -0.0342637934, -0.0773264468, 0.03335803, -0.0140781756, 0.0624719039, 0.1336391568, 0.0678547323, -0.1263930351, -0.0494288877, -0.0336944573, 0.0244944729, -0.0840549916, -0.0894895792, -0.0499723479, -0.1522720307, -0.0481090583, -0.032943964, -0.0481349379, -0.0018503484, -0.0606086142, 0.0285186563, 0.0188657902, 0.1286703795, -0.0835891664, -0.0212595984, 0.0900071561, 0.0567785241, 0.0955970213, -0.0907317698, 0.0707014278, 0.058124233, -0.0177788716, 0.0118914004, -0.0286998097, 0.0282339882, -0.0282857455, 0.0007804136, 0.0201856196, 0.022928793, -0.0002648554, 0.0404488742, -0.1249438077, -0.0282339882, 0.1170765907, -0.0537765585, -0.0302007925, -0.0173259899, 0.0653703511, -0.0174683239, 0.1019115001, 0.0515250862, -0.0142722679, 0.0239251349, -0.0455729179, 0.0342379138, 0.0154109439, -0.0166272577, 0.0730822906, -0.0214666296, -0.0226311851, -0.0491959751, 0.0375763066, 0.0032817805, -0.0257237256, -0.0166401956, -0.0380421281, 0.0242486224, -0.0133276843, -0.0123572219, -0.0378350951, 0.0460128598, -0.0237957388, 0.0790862218, 0.0346002206, -0.0025070279, -0.0054863477, -0.0599357598, 0.0112056062, -0.0250638109, -0.0067673582, -0.1111761779, -0.1881920844, -0.0205349848, 0.0191763379, 0.0022401509, 0.0037362804, 0.0093617281, -0.0301231556, 0.0317535326, -0.0381197669, -0.0393101983, 0.0426485911, -0.0521720611, 0.0400606915, -0.0184517261, 0.0894895792, 0.0415099151, 0.0613849871, 0.0301490333, -0.0147510292, 0.0666125417, 0.0027787576, -0.0029647627, -0.0291138738, -0.0283375047, 0.0846243277, 0.0208067149, 0.0095040621, -0.1676959097, 0.0495324023, 0.0327628143, -0.0300455187, -0.0595216975, 0.1457505226, -0.0108691799, 0.0135735348, 0.0767053515, 0.1382973641, 0.0145051787, -0.0315464996, -0.0068255858, -0.0716330707, -0.1092093736, 0.078206338, 0.0075760768, -0.1117972732, -0.0413546413, 0.0442272089, 0.018309392, -0.0601945519, -0.1420239508, -0.0905247405, 0.0117231868, 0.1514438987, 0.0940960422, -0.0542941391, 0.03592005, -0.0732375681, 0.0054087108, 0.0525084883, 0.1029984131, 0.0257107858, 0.0275093764, -0.0605568588, 0.0558986366, 0.1081742123, 0.0943030715, 0.0063921129, -0.1050687358, 0.0835891664, 0.1259789616, -0.0839514732, -0.010008703, -0.0049914117, 0.0157214925, 0.072254166, 0.0313653462, 0.0393619575, -0.0082036424, 0.106207408, 0.0787756741, -0.0468151085, -0.0077701695, 0.0364376307, -0.0355836228, 0.102015011, -0.0199656468, 0.0011055184, 0.0255425721, -0.0310289189, -0.0407853015, 0.054863479, 0.0895930976, -0.0051111025, 0.0959075689, -0.0667678192, 0.0597287305, 0.0222429987, 0.0365929045, -0.0088635571, -0.0002541399, -0.0429591388, 0.0957005396, 0.0227346998, 0.0123248734, -0.0795002878, -0.0792414919, -0.0526637621, -0.0804319307, 0.0160191003, 0.0347554944, -0.0221006647, -0.0812600553, 0.0416134298, 0.0403712392, -0.0171707161, 0.0116326101, -0.108381249, -0.0325040221, 0.0018179996, -0.0186069999, 0.0063985824, -0.0279493183, 0.0573996194, 0.1194574609, -0.0370328464, 0.0269917957, -0.0656291395, 0.0289327204 ]
801.0989
Lionel Prat
Lionel Prat (1), Jerome Rodriguez (1) and Diana C. Hannikainen (2) ((1) CEA Saclay, (2) Observatory, University of Helsinki)
RXTE and INTEGRAL observations of IGR J19140+0951
Proceedings of "A Population Explosion: The Nature and Evolution of X-ray Binaries in Diverse Environments", St. Petersburg Beach, Florida, USA, 28 October - 2 November, 2007, 3 pages, 1 figure
AIP Conf.Proc.1010:266-268,2008
10.1063/1.2945055
null
astro-ph
null
We have used the RXTE and INTEGRAL satellites simultaneously to observe the High Mass X-ray binary IGR J19140+0951. The spectra obtained in the 3-80 keV range have allowed us to perform a precise spectral analysis of the system along its binary orbit. The spectral evolution confirms the supergiant nature of the companion star and the neutron star nature of the compact object. Using a simple stellar wind model to describe the evolution of the photoelectric absorption, we were able to restrict the orbital inclination angle in the range 37-75 degrees. This analysis leads to a wind mass-loss rate from the companion star of ~ 10e-7 Msun/year, consistent with its expected spectral type. We have detected a soft excess in at least three observations, for the first time for this source. Such soft excesses have been reported in several HMXBs in the past. We discuss the possible origin of this excess, and suggest, based on its spectral properties and occurrences prior to the superior conjunction, that it may be explained as the reprocessing of the X-ray emission originating from the neutron star by the surrounding ionised gas.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:14:12 GMT" } ]
2009-06-23T00:00:00
[ [ "Prat", "Lionel", "", "CEA Saclay" ], [ "Rodriguez", "Jerome", "", "CEA Saclay" ], [ "Hannikainen", "Diana C.", "", "Observatory, University of Helsinki" ] ]
[ -0.0330831483, 0.0848619342, 0.0193188246, -0.1120654345, -0.0506407879, 0.0180318058, 0.0366597027, 0.091202192, 0.1020944342, -0.0118270218, -0.10605032, -0.0590673722, -0.0891971514, -0.0497466512, -0.0029042587, 0.0480125621, -0.0346004739, 0.048120942, -0.0852954537, 0.1187850311, -0.075812161, -0.0559785292, 0.0168125257, 0.0083656199, 0.003410599, 0.027718313, -0.0605305098, -0.0087043094, 0.1589941978, -0.0411574952, 0.1003061533, -0.0235592108, -0.0342211425, -0.061614316, -0.148914814, 0.0180995446, 0.1036659479, 0.0235592108, -0.031403251, 0.0150784375, -0.0350339971, 0.0286666434, -0.0463597588, 0.1044246107, -0.0507762656, -0.0306445863, -0.0040710424, -0.021608362, 0.052347783, -0.0004864422, -0.1222532019, 0.0012836315, -0.0497737452, 0.1235537678, -0.034437906, -0.0997100621, 0.0237488765, 0.1082179323, -0.065190874, -0.071639508, -0.0174628086, -0.0712059885, 0.0140623702, 0.0155661497, 0.0089820344, -0.0082436921, 0.0568455718, 0.0324057713, 0.0675210506, -0.0078101698, -0.0453572385, -0.0359823257, -0.0448695272, -0.0575500466, 0.038149938, -0.0183840431, 0.0176660214, -0.0106483847, -0.0396672636, 0.0609098412, 0.0348714255, 0.0161080528, -0.0389356948, 0.0146042723, -0.0031176328, 0.0105874203, 0.0435147695, -0.0158912912, -0.0403988324, 0.0076137302, 0.0631858334, 0.0354133286, 0.0083994884, -0.0483918935, 0.0852954537, -0.0865960196, 0.0116305826, -0.0784132928, 0.0775462463, 0.0402904525, 0.0289104991, 0.0565204322, 0.0740238801, -0.0727233142, 0.0494756997, -0.0241553038, -0.0173815228, 0.0450050049, 0.0577126183, -0.0337334312, 0.0794429109, -0.0617226958, -0.0430541523, 0.0937491357, -0.1052374691, 0.0117389634, -0.0815563276, -0.036957752, -0.0863792598, 0.0682797134, -0.0117796054, 0.0005220045, -0.0108786924, -0.0328121968, 0.0538922027, -0.0610724129, 0.0440566726, -0.0469829477, -0.1106023043, -0.0536483489, 0.093044661, -0.0620478354, -0.0391253605, -0.014157203, -0.019765893, -0.044436004, 0.1391605586, -0.0373099893, 0.0031684362, 0.0159996711, 0.0322161056, 0.0321619138, 0.0226108823, -0.0365784205, -0.0042065182, 0.0825317502, -0.0329747684, -0.0426748209, -0.0133849923, -0.072127223, 0.0267022457, -0.0201452263, 0.0060523734, -0.0537567288, 0.0096932808, -0.0797680467, 0.0730484575, 0.054217346, 0.0064825085, -0.0594467036, 0.0757579729, -0.0116034877, -0.0097948881, 0.0001826804, -0.0354946144, 0.1115235388, -0.0243314225, 0.0088804271, -0.1802367717, 0.0137914186, 0.006316551, -0.0217167437, -0.0145229874, -0.0594467036, 0.0031176328, 0.0970547423, 0.0081759542, -0.1262632906, -0.0622104071, -0.0383666977, 0.0009805048, 0.0098829465, 0.1108190641, -0.0833446085, 0.0090497723, -0.1327661127, -0.0985720679, 0.0823691785, 0.0502072684, -0.0289917849, 0.0186278988, 0.0905519053, 0.1128241047, 0.1958435625, -0.0208226033, -0.1154252365, -0.0632400215, 0.0317283906, -0.0650824904, 0.0700679943, 0.0926111415, 0.1173760816, 0.0937491357, -0.0583629012, -0.0514807366, -0.0807976648, 0.0832362249, 0.0577668063, -0.0540818684, -0.0334624797, 0.0864876434, -0.0417535864, -0.0098287566, -0.0112241553, -0.021594815, 0.0284769759, -0.0298317336, 0.0738613084, 0.1257213801, 0.0161215998, -0.0233289022, 0.0637277365, 0.0828568935, 0.0615601242, 0.0645947754, 0.1323325932, 0.1049123257, 0.0741322637, 0.0961335078, -0.003141341, -0.0540547743, -0.0238301624, -0.1087056398, -0.1063754633, -0.0183704942, -0.0158641953, 0.0112241553, -0.0281789303, 0.061668504, -0.1123905778, -0.0661662966, 0.0734277889, 0.0235592108, 0.0857831687, -0.0354133286, -0.0738071203, -0.0456823818, 0.002137128, -0.0110886805, 0.0420245379, 0.0653534457, 0.0076069566, -0.0306174923, -0.033299908, -0.0350069031, -0.0136898123 ]
801.099
Michael L. Balogh
Michael L. Balogh (1), Ian G. McCarthy (2), Richard G. Bower (2), Vincent R. Eke (2) ((1) University of Waterloo, (2) Durham University)
Testing Cold Dark Matter with the hierarchical buildup of stellar light
MNRAS, in press. 13 typeset pages
null
10.1111/j.1365-2966.2008.12903.x
null
astro-ph
null
(Abridged) We demonstrate that the tenet of hierarchical structure growth leads directly to a robust, falsifiable prediction for the correlation between stellar fraction (fstar) and total system mass (M500) of galaxy groups and clusters. This prediction is relatively insensitive to the details of baryonic physics or cosmological parameters. In particular, if the fstar-M500 relation is fixed and does not evolve with redshift, CDM models predict the logarithmic slope of this relation to be b>-0.3. This constraint can be weakened if the fstar-M500 relation evolves strongly, but this implies more stars must be formed in situ in groups at low redshift. Conservatively requiring that at least half the stars in groups were formed by z=1, the constraint from evolution models is b>-0.35. Since the most massive clusters (M500=1E15 Msun) are observed to have fstar=0.01, this means that groups with M500=5E13 Msun must have fstar<0.03. Recent observations by Gonzalez et al. (2007) indicate a much steeper relation, with fstar>0.04 in groups, leading to b=-0.64. If confirmed, this would rule out hierarchical structure formation models: today's clusters could not have been built from today's groups, or even from the higher-redshift progenitors of those groups. We perform a careful analysis of these and other data to identify the most important systematic uncertainties in their measurements. Although correlated uncertainties on stellar and total masses might explain the steep observed relation, the data are only consistent with theory if the observed group masses are systematically underestimated.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:52:41 GMT" } ]
2009-11-13T00:00:00
[ [ "Balogh", "Michael L.", "", "University of Waterloo" ], [ "McCarthy", "Ian G.", "", "Durham University" ], [ "Bower", "Richard G.", "", "Durham University" ], [ "Eke", "Vincent R.", "", "Durham University" ] ]
[ 0.0694314316, 0.0192018803, 0.087550953, -0.013222171, -0.0022081493, 0.0676141381, 0.0708745793, -0.0116788056, -0.0509377643, 0.005204685, -0.0454324223, 0.0261236429, -0.1344799697, -0.0493342653, 0.0108636944, 0.1207967997, -0.0286758766, 0.0500558391, -0.0677210391, 0.0088459598, 0.0590621494, -0.053743884, 0.0686831325, 0.0611466952, -0.1041204259, -0.0058794902, 0.0313216485, 0.0286224261, 0.0911320969, -0.0615208447, 0.0008693962, -0.0265913308, -0.0682020858, -0.0238386597, -0.1906023771, 0.1634498239, -0.023437785, 0.0614139475, -0.050269641, -0.0232774355, -0.0374951102, 0.0499222167, 0.0001074218, 0.0345553681, -0.0336467177, -0.0749367699, 0.0155940112, -0.0593828484, -0.0091933841, 0.0260701943, -0.1492321491, -0.0549999587, 0.0100218579, -0.0093871402, -0.0757385194, 0.0002758099, -0.0151931364, -0.0223687869, -0.0038550748, 0.0234778728, 0.0363726653, -0.0942856446, 0.0215269513, -0.0093270093, -0.0065743388, -0.0245201457, 0.0021313152, 0.0257361308, 0.0814042091, 0.164946422, -0.1213312969, -0.0349562392, -0.0319630466, 0.0112512056, -0.0397132821, -0.034849342, 0.0287026018, -0.0218877383, -0.1057239249, 0.0248408448, 0.0226761252, 0.0542249344, 0.0312147476, -0.0281413775, -0.0252149943, -0.0185471196, 0.0663313344, -0.0075030313, -0.142497465, 0.0096410271, 0.0436418504, 0.0071489252, 0.0248007588, 0.024079185, 0.0353571139, -0.1169484034, 0.0521403886, -0.038216684, 0.0688969344, 0.0083315047, 0.014311213, 0.0257494934, 0.0025121458, -0.128921181, 0.0237183981, 0.0250947326, 0.0029414154, -0.0064240112, -0.0905441493, 0.0576190017, 0.0717297792, 0.0256826822, -0.1365110725, 0.0214601383, -0.125286594, 0.0120061859, -0.1434595585, 0.0848784596, -0.1426043659, 0.0801748633, 0.0454591475, -0.0803352147, 0.0088192355, 0.0453789718, 0.0480247438, -0.0830077082, 0.0698055848, -0.0624294952, -0.0568707027, -0.0116520803, 0.081618011, -0.053236112, 0.1048687249, -0.0046334392, -0.0903837979, -0.0146452757, 0.0175716579, 0.023223985, 0.0023651584, -0.0017521549, -0.0405417569, -0.0200570785, 0.0388848111, 0.0132422149, 0.0452453494, 0.0785713643, -0.022074813, -0.0077702808, 0.0085987542, 0.0178789943, 0.0143513009, 0.0335932672, -0.0018373406, -0.0253887065, 0.0100819897, -0.0657968372, 0.0671330839, 0.017678557, 0.0000439761, -0.094499439, 0.0244666971, -0.0223019756, -0.0278474037, 0.0309742223, 0.0034408378, 0.1204760969, -0.037815813, -0.0210859887, -0.1261417866, -0.0448979251, 0.0017454736, 0.0604518466, -0.0298250504, -0.1531874388, 0.0086856103, 0.1109620109, -0.0549999587, -0.0872302502, -0.0401943326, -0.0563896559, 0.0447108485, 0.0167030971, 0.0404615812, -0.1029445231, -0.1165207997, 0.0337803438, 0.0111710308, 0.0426263027, 0.0497885905, -0.0532628335, -0.0114182374, 0.0579931512, 0.0321233943, 0.0439358242, -0.0016903534, -0.0692176297, 0.0621087961, 0.0834353119, 0.0629639924, 0.0702866316, 0.0838094577, 0.0025154864, 0.055427555, -0.1697569191, -0.1188725978, -0.0428668261, 0.0382701345, 0.0744022727, -0.020965727, 0.0359450653, 0.0730125755, -0.03263117, -0.0279008523, 0.0306000728, -0.0417443812, 0.0026457706, -0.1680465192, -0.061039798, 0.0797472671, 0.0956218913, -0.0590086989, 0.0228631981, 0.0734936297, 0.0372545868, 0.0165561102, 0.0004184126, 0.104761824, -0.0413435064, 0.0319630466, 0.0838629082, 0.0514188148, 0.0224222373, -0.0637122914, 0.0214467756, -0.0256693196, -0.0348226167, -0.1055635735, 0.0751505718, 0.0391520597, 0.0014114117, -0.1120310128, 0.0073493626, 0.0671330839, 0.0163690355, -0.0684693381, 0.0448979251, -0.0410228074, 0.0375485606, 0.0248809326, 0.0263374429, 0.1660154164, -0.0484256186, -0.0231438112, -0.0599173494, -0.0500023924, 0.0181462448 ]
801.0991
Jonathan Perkin Dr
J. Perkin
The Acoustic Detection of Ultra High Energy Neutrinos
PhD Thesis: The University of Sheffield; England. (Submitted April 2007)
null
null
null
astro-ph
null
Attempts have been made to parameterise the thermoacoustic emission of particle cascades induced by EeV neutrinos interacting in the sea. Understanding the characteristic radiation from such an event allows us to predict the pressure pulse observed by underwater acoustic sensors distributed in kilometre scale arrays. We find that detectors encompassing thousands of cubic kilometres are required, with a minimum of 100 hydrophones per kilometre cubed, in order to observe the flux of neutrinos predicted by the attenuation of ultra high energy cosmic rays on cosmic microwave background photons. The pressure threshold of such an array must be in the range 5-10 mPa and the said detector will have to operate for five years or more. Additionally a qualitative analysis of the first acoustic data recorded by the Rona hydrophone array off the north-west coast of Scotland is reported.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:17:59 GMT" } ]
2008-01-08T00:00:00
[ [ "Perkin", "J.", "" ] ]
[ -0.0543549731, 0.0100790681, 0.0269975048, -0.0376165211, 0.0066658123, 0.0436331071, -0.0103747547, -0.0132802008, 0.0128945224, 0.0202609841, -0.0492125936, -0.0087484773, -0.1276339144, 0.0693193078, 0.0235906765, 0.014912907, -0.0095069781, 0.0127916746, -0.0189239644, 0.0296458304, -0.0849007219, -0.0647425875, -0.0101112081, -0.06556537, 0.0512952581, -0.113029547, 0.0646911636, 0.1147779599, 0.0743074119, 0.0588802695, 0.0170727074, -0.0726104304, -0.0735874847, -0.0013394298, -0.0333483443, 0.023873508, -0.0598058999, -0.089014627, -0.1312335879, -0.0709134415, 0.0578003712, -0.0415761545, -0.0632512942, 0.0694221556, -0.0830494612, 0.0171241313, -0.0580574907, 0.0042810328, 0.042424649, -0.0240920577, 0.0049848962, 0.09688247, -0.0339654312, -0.0685993731, -0.0150157548, -0.0249148402, -0.009539118, 0.0271260627, -0.0468470976, -0.0659253299, -0.0631484464, -0.0012695255, 0.0075207334, -0.0520151891, -0.0207752213, -0.0320113264, 0.0333997682, 0.0228450298, 0.0326798372, -0.0216622837, 0.0386964232, -0.0755930096, 0.0239763539, -0.0604229867, 0.0061740722, 0.0275631659, -0.0603201389, -0.0488269143, -0.086494863, 0.0471299291, 0.0887575075, -0.0083242301, -0.1547856927, -0.0465128422, -0.0403676964, 0.0032814823, -0.061554309, -0.0481069796, -0.1206402779, 0.0543549731, -0.0046474272, 0.0439159386, -0.0006942215, -0.0071414826, -0.068085134, -0.0161985029, 0.0902488008, -0.0086649135, 0.113029547, 0.0552806035, -0.0312913917, -0.0469242334, 0.0505496114, -0.19705607, 0.1221829876, 0.0065276106, -0.0941570103, 0.0192839317, 0.010175488, 0.0076878606, 0.0857235044, 0.0055569862, -0.0372308418, 0.0313942395, -0.0020826645, 0.0088834642, -0.1009963751, -0.040033441, -0.005357719, 0.0638683811, -0.1192004085, 0.0665424168, 0.0734332129, 0.0825352296, 0.0918429345, 0.0091212997, 0.0408819355, -0.0001548741, -0.0447130091, 0.0351481773, 0.1068586931, 0.0626342073, -0.022125097, -0.0190910921, 0.0255833492, 0.000616684, -0.0085106418, -0.0949797928, -0.0094169863, -0.019772457, 0.1212573573, 0.0335283279, 0.0816095993, 0.0626342073, -0.0252490938, 0.1472778171, -0.0043035308, 0.0385164395, 0.1304108053, -0.0298258141, 0.0210194848, 0.0035257454, -0.0654110983, 0.0396991856, 0.0701935068, -0.0845921785, 0.05026678, 0.0392877944, -0.0670566559, -0.168053031, -0.0082535222, 0.0384393036, 0.0414475948, 0.1292794794, 0.0676223189, 0.0432731435, -0.0120331729, 0.0041010496, -0.140078485, 0.0457671955, -0.1361702681, 0.0295429826, -0.0196696091, 0.0440959223, 0.0674166232, -0.0898374096, 0.0278974213, -0.118891865, -0.0752330422, -0.0051809493, -0.0152343055, -0.0082599502, 0.0525294282, 0.0287716258, 0.032962665, 0.0188339725, -0.0412419029, 0.0702963546, -0.0385164395, -0.0078999838, 0.0145786526, 0.0377450809, 0.054457821, 0.1381243765, 0.1075786278, -0.1086070985, -0.005081316, 0.0768786073, 0.0349939093, -0.0072893263, 0.0057980353, 0.033476904, 0.0942084342, -0.0732275173, 0.0752844661, -0.0699878186, 0.1824517101, 0.0765700638, 0.0126502588, -0.000175765, 0.0333226323, 0.0801697299, 0.0259304605, -0.0418332741, -0.1600309163, 0.0364594869, 0.0386449993, 0.0978081003, 0.1117953807, -0.0438902266, -0.0480812676, 0.0457157716, 0.0031223898, 0.1050074324, -0.0114353709, -0.023282133, 0.0531208031, -0.0017419818, 0.099607937, -0.0151314577, -0.013138785, -0.0576460995, -0.0278974213, 0.0167127401, -0.0458957553, 0.0246834327, 0.046050027, -0.0175483767, -0.0086584855, -0.0414990187, 0.0123224324, -0.0707591698, -0.048955474, 0.1275310665, -0.0180626158, 0.0634055659, -0.0236806683, 0.0344539583, 0.0736389086, 0.020299552, 0.1050074324, 0.0092177195, 0.0661310256, -0.014925763, -0.052066613, 0.0072121904 ]
801.0992
Wenxian Zhang
Wenxian Zhang, N. P. Konstantinidis, V. V. Dobrovitski, B. N. Harmon, Lea F. Santos, Lorenza Viola
Long-time electron spin storage via dynamical suppression of hyperfine-induced decoherence in a quantum dot
16 pages, 10 figures, submitted to Phys. Rev. B
Phys. Rev. B 77, 125336 (2008).
10.1103/PhysRevB.77.125336
null
cond-mat.mes-hall cond-mat.other quant-ph
null
The coherence time of an electron spin decohered by the nuclear spin environment in a quantum dot can be substantially increased by subjecting the electron to suitable dynamical decoupling sequences. We analyze the performance of high-level decoupling protocols by using a combination of analytical and exact numerical methods, and by paying special attention to the regimes of large inter-pulse delays and long-time dynamics, which are outside the reach of standard average Hamiltonian theory descriptions. We demonstrate that dynamical decoupling can remain efficient far beyond its formal domain of applicability, and find that a protocol exploiting concatenated design provides best performance for this system in the relevant parameter range. In situations where the initial electron state is known, protocols able to completely freeze decoherence at long times are constructed and characterized. The impact of system and control non-idealities is also assessed, including the effect of intra-bath dipolar interaction, magnetic field bias and bath polarization, as well as systematic pulse imperfections. While small bias field and small bath polarization degrade the decoupling fidelity, enhanced performance and temporal modulation result from strong applied fields and high polarizations. Overall, we find that if the relative errors of the control parameters do not exceed 5%, decoupling protocols can still prolong the coherence time by up to two orders of magnitude.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:21:45 GMT" } ]
2008-03-27T00:00:00
[ [ "Zhang", "Wenxian", "" ], [ "Konstantinidis", "N. P.", "" ], [ "Dobrovitski", "V. V.", "" ], [ "Harmon", "B. N.", "" ], [ "Santos", "Lea F.", "" ], [ "Viola", "Lorenza", "" ] ]
[ 0.0321275368, 0.042819865, -0.0395590849, 0.0592501536, 0.0136245023, 0.1171858832, -0.0391546451, 0.0169611145, -0.033922229, 0.0026493843, 0.081494242, 0.0131063163, -0.0959528983, -0.0433001332, 0.0738099217, 0.0309900548, -0.0407218412, 0.0717877299, 0.0561663173, 0.0588457175, -0.0556102134, -0.0551552214, 0.0158994664, 0.0558124334, -0.0394074209, -0.0285128728, 0.1011600345, 0.0827581063, 0.1102093309, -0.118601419, 0.0630417615, -0.0504536293, -0.0063698972, -0.0585929416, -0.0531835854, 0.1495409161, -0.0078043877, 0.000567556, -0.1970623732, -0.0321275368, 0.0232299026, -0.1126359627, -0.109501563, 0.0670355856, 0.1004522666, 0.0740626901, -0.0528802574, 0.0032386631, 0.0629912019, 0.0232299026, -0.039862413, 0.0488358773, -0.0138014443, 0.0069955122, -0.0485072732, -0.039508529, 0.0297261868, 0.0717371777, -0.0576324016, -0.0275776107, 0.0584918335, -0.0530824773, 0.0192108005, 0.0577840656, -0.0584412776, 0.068147786, -0.0037631684, 0.0155076664, -0.0410251729, 0.0282348227, 0.1003006026, 0.0568235256, 0.0311417188, -0.0014976842, -0.0077727912, -0.0052102976, 0.0262631867, -0.0298272967, 0.0416065492, 0.0877124742, 0.0266170707, -0.039078813, 0.0754782259, -0.0621823296, -0.0272742826, -0.0351608209, -0.0841736421, -0.0265917927, -0.0036936556, 0.0541946813, 0.0128914583, 0.0555091053, -0.0683500096, 0.0294734128, 0.0337200128, -0.0081456322, 0.0851341784, 0.041202113, -0.044134289, 0.1044460908, -0.040241573, -0.0128409043, -0.0045815231, -0.0509844534, 0.0792698339, -0.0204999465, -0.0092704752, -0.0117160613, -0.0438562371, 0.0550541095, 0.1536864042, -0.0364752449, -0.0947395787, 0.0256565306, -0.038269937, -0.1500464678, -0.0796742663, 0.0321275368, -0.0374105088, 0.1328578591, -0.0947395787, -0.0359696969, 0.0060412912, 0.0373599529, -0.0030538223, -0.0803820342, 0.0086132642, -0.1390255392, -0.0191728845, -0.038547989, 0.0458784252, -0.0027599728, 0.0333155729, -0.0722427219, -0.0220418666, 0.0074694627, -0.0278809387, 0.0467884131, 0.0917062983, 0.0069133607, 0.131644547, -0.085033074, 0.1906924844, 0.1120292991, 0.1403399557, 0.0948912427, 0.0446398333, -0.0098139392, 0.0013041543, 0.0275017787, -0.0130936773, -0.0973178744, 0.0544474535, 0.0665300339, 0.1134448349, -0.0559135415, 0.0231287926, 0.0116907833, 0.0056684501, -0.0892291144, -0.0357422009, 0.0854880661, -0.0915546343, -0.0435023531, 0.0899874344, 0.0080634812, -0.0946890265, 0.0472686812, -0.1043449789, -0.0296756327, 0.0411515571, -0.1165792271, -0.0159752984, 0.0560652055, 0.1326556355, 0.0617778935, -0.0598062575, -0.0867519304, -0.0871058181, 0.0113937743, 0.0305097848, -0.0217638146, 0.0088028442, 0.0428956971, -0.137812227, -0.0480017252, -0.0572279654, 0.0469906293, 0.0260104127, 0.0413537771, -0.0425670892, 0.0579862855, -0.0142185204, 0.0487347692, -0.0618284456, -0.0869035944, 0.041480165, -0.0496700332, -0.0147746224, -0.0779554099, -0.0172897205, 0.0304339528, 0.0629406497, -0.0314450487, 0.0073936307, 0.0389018729, 0.0985311866, -0.0271478947, -0.0657211617, 0.0009684392, 0.0092894332, 0.0842241943, 0.0589468256, -0.0144460164, -0.1052549705, -0.0649628416, 0.0117034223, -0.0756804422, 0.0383710489, 0.0127397943, -0.0209170226, 0.0446651131, 0.0245443266, 0.1041427627, 0.0031612511, 0.0005272701, -0.0104079572, 0.0533352494, -0.0052071381, -0.0161269624, 0.0544474535, -0.0488611571, -0.0722427219, -0.0017204409, -0.0588457175, 0.0078043877, -0.0179216545, -0.0707260817, -0.0421120971, -0.0733549297, -0.0001129582, -0.0272490047, -0.0224463046, 0.0508833453, -0.0916557461, 0.080028154, -0.1418565959, -0.0379160531, -0.0111789163, -0.0551552214, -0.0736076981, 0.0479258932, -0.0249866806, -0.0550541095, -0.0169863924, 0.0127461134 ]
801.0993
Elsen Veli Veliev
Elsen Veli Veliev and Takhmassib M. Aliev
Wilson Coefficients in the Operator Product Expansion of Scalar Currents at Finite Temperature
4 pages, Talk at the International Conference on Hadron Physics TROIA'07, 30 Aug. - 3 Sept. 2007, Canakkale, Turkey
null
null
null
hep-ph
null
In this paper, we investigate operator product expansion for thermal correlation function of the two scalar currents. Due to breakdown of Lorentz invariance at finite temperature, more operators of the same dimension appear in the operator product expansion than at zero temperature. We calculated Wilson coefficients in the short distance expansion and obtain operator product expansion for thermal correlation function in terms of quark condensate, gluon condensate, quark energy density and gluon energy density.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:23:10 GMT" }, { "version": "v2", "created": "Wed, 9 Jan 2008 08:27:17 GMT" }, { "version": "v3", "created": "Thu, 17 Jan 2008 14:47:25 GMT" } ]
2009-09-29T00:00:00
[ [ "Veliev", "Elsen Veli", "" ], [ "Aliev", "Takhmassib M.", "" ] ]
[ 0.0142806182, -0.0379462875, -0.0308172572, -0.0423680879, -0.0702976361, -0.014697982, -0.0533774756, -0.0172021668, -0.0483691059, -0.0292831641, -0.0536481999, -0.0035616944, -0.0172472876, 0.0293508433, 0.0055075134, 0.006615784, 0.0122727584, 0.0968284532, -0.0395706221, 0.0423680879, -0.1110865176, -0.1693821251, -0.0101182582, 0.0085277623, 0.0396157429, -0.0036801356, -0.0403376706, 0.04446619, 0.0912786424, -0.0854129866, 0.0761181787, -0.0041962005, 0.0009468241, -0.1251640916, -0.0776973888, 0.0933993012, -0.0335921645, 0.0428192951, 0.004748926, 0.0125998817, -0.0078453161, 0.0531969927, -0.1468219012, 0.0620857216, 0.0229437426, -0.0494519994, -0.050399527, -0.0559042208, 0.0235754289, -0.0852325037, 0.1403245628, -0.0037675565, -0.0269143395, -0.07887052, -0.0262375344, 0.079818055, 0.0363445133, -0.0068526664, -0.0178564135, -0.0952943638, -0.0085672429, -0.032396473, 0.006429662, -0.0442631468, -0.0547310896, -0.0136038112, -0.0426839329, 0.0615442768, 0.013660212, 0.0835630447, -0.0104341013, -0.0015721652, 0.0904213563, -0.0164802391, 0.0107668638, 0.0244327169, -0.0281325914, -0.1657724828, -0.0336598456, 0.0781034753, -0.0137617327, 0.0327348784, 0.07887052, -0.0239138305, 0.0867214799, -0.0283356346, 0.0305014141, 0.02168037, -0.0010046347, 0.0216014087, -0.0542347655, 0.052429948, 0.0761181787, 0.0194017868, 0.097821109, 0.0076197139, 0.1224568635, -0.0414882414, -0.0004589594, -0.0038211369, -0.1293151677, -0.0216352493, 0.1384294927, -0.0027199164, 0.1265176982, 0.0661916807, -0.0600101799, -0.0730951056, -0.0680416152, 0.0397962257, -0.0028157972, 0.0155665502, -0.0307721384, 0.0219623726, 0.012069717, 0.0383523703, -0.0678160191, -0.0235077478, -0.0916847289, 0.0394126996, -0.011026307, -0.0573480763, 0.104228206, 0.045075316, -0.0032458515, -0.0501288064, -0.0685830638, -0.0796826929, -0.027749069, -0.0684025809, 0.09222617, -0.0279069897, 0.0393224619, -0.0227632597, -0.0547310896, 0.0012203668, 0.1046794131, -0.0216690898, 0.1656822413, 0.0054426529, 0.014393419, 0.1204715669, 0.1016112193, -0.0268015396, 0.0544152446, 0.0361189097, -0.0648831874, -0.0555432588, 0.0333214439, -0.0346299335, -0.0445113108, -0.0248162393, 0.0846910626, -0.0596040972, -0.0328025557, -0.0755767301, 0.080224134, 0.0203380361, -0.0425034501, -0.1008892953, 0.0062717404, 0.0399090275, -0.143663466, 0.0286514778, 0.0120584369, -0.0181158558, -0.0607772283, 0.0048955674, -0.07950221, -0.190047279, -0.0160064753, -0.0138858147, -0.1253445745, -0.0830667242, 0.1041379645, -0.0062943008, 0.0590626523, -0.0294636451, -0.1139742211, 0.0571224727, 0.0057641356, -0.0464740507, 0.0403827913, -0.0736365542, -0.0636198148, 0.1218251809, 0.0284935553, -0.0108232647, -0.0282453932, -0.025718648, -0.0311556607, 0.079818055, 0.0626722872, -0.0113703497, 0.0033699325, -0.0866312385, 0.0040213587, 0.0807655826, -0.0239589512, 0.0383072495, 0.0390968584, -0.0719670951, 0.0970991775, 0.0309751797, -0.0586114451, 0.0804948583, 0.0870373249, 0.0183640178, -0.1345491409, -0.0095034922, 0.0484142266, 0.0285612363, 0.0672745705, 0.0340659283, -0.0212968457, 0.0325769559, -0.1297663748, -0.0046361247, -0.0217254907, 0.0441503488, -0.1127108485, 0.1156888008, -0.026214974, 0.054505486, -0.0238687117, 0.0761181787, 0.0806753412, -0.0522494651, 0.0384651721, -0.0741779953, -0.0299148485, -0.0406535119, -0.015250707, -0.0021615508, -0.0861349106, -0.0739523917, 0.0288545191, 0.0416687243, 0.0159613546, -0.0949333981, -0.0371341184, -0.0275911465, 0.0443759486, 0.0626722872, 0.0415108018, 0.0093850512, 0.0329379179, -0.0051550097, 0.111266993, -0.0367957167, 0.0469252542, 0.1186667457, 0.073907271, -0.0092835296, -0.0639807805, 0.0560847037 ]
801.0994
Joshua Stoker
P.F. Mantica, R. Broda, H.L. Crawford, A. Damaske, B. Fornal, A.A. Hecht, C. Hoffman, M. Horoi, N. Hoteling, R.V.F. Janssens, J. Pereira, J.S. Pinter, J.B. Stoker, S.L. Tabor, T. Sumikama, W.B. Walters, X. Wang, and S. Zhu
Beta decay of Neutron-Rich 53-56Ca
11 figures
Phys.Rev.C77:014313,2008
10.1103/PhysRevC.77.014313
null
nucl-ex
null
Beta-decay properties of neutron-rich Ca isotopes have been obtained. Half-life values were determined for the first time for 54Ca [86(7) ms], 55Ca [22(2) ms], and 56Ca [11(2) ms]. The half-life of 230(6) ms deduced for 53Ca is significantly longer than reported previously, where the decay chain 53K -> 53Ca -> 53Sc was considered. A delayed gamma ray with energy 247 keV as identified following beta decay of 54Ca, and is proposed to depopulate the first 1+ level in 54Sc. The beta-decay properties compare favorably with the results of shell model calculations completed in the full pf-space with the GXPF1 interaction. The half-lives of the neutron-rich Ca isotopes are also compared with gross beta-decay theory. The systematic trend of the neutron-rich Ca half-lives is consistent with the presence of a subshell gap at N=32.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:29:32 GMT" } ]
2008-11-26T00:00:00
[ [ "Mantica", "P. F.", "" ], [ "Broda", "R.", "" ], [ "Crawford", "H. L.", "" ], [ "Damaske", "A.", "" ], [ "Fornal", "B.", "" ], [ "Hecht", "A. A.", "" ], [ "Hoffman", "C.", "" ], [ "Horoi", "M.", "" ], [ "Hoteling", "N.", "" ], [ "Janssens", "R. V. F.", "" ], [ "Pereira", "J.", "" ], [ "Pinter", "J. S.", "" ], [ "Stoker", "J. B.", "" ], [ "Tabor", "S. L.", "" ], [ "Sumikama", "T.", "" ], [ "Walters", "W. B.", "" ], [ "Wang", "X.", "" ], [ "Zhu", "S.", "" ] ]
[ 0.093886137, 0.0589746945, 0.1176535264, 0.0151874628, -0.0224113706, 0.0339745507, 0.0173694286, -0.0364647061, 0.0608977824, -0.0241618734, 0.0917658061, 0.0849610344, -0.1254445016, -0.0133753223, 0.0521699227, 0.0104783634, -0.0251850542, -0.0373029746, -0.0717952773, 0.0064041293, -0.0579391867, -0.0859472305, 0.0217210315, 0.0390781313, 0.0764304176, -0.0224483516, -0.06291949, -0.0394726098, -0.0338266231, -0.1370816529, 0.054783348, -0.0599608943, -0.0203280244, 0.0097941877, -0.1131170169, 0.0851089656, 0.0856513754, 0.0190706216, -0.122781761, -0.0473868586, -0.058580216, -0.022090856, -0.0583829731, 0.0349114425, -0.0315583646, 0.0561640263, 0.0438365415, -0.0389548577, 0.0846158639, 0.0889551416, -0.0182200242, -0.0222264584, -0.0293887276, -0.0015532633, 0.0171475336, -0.0474361666, 0.0818051994, 0.0506413132, -0.0370071121, -0.0183186438, 0.0091654863, -0.1278113723, -0.0535999089, 0.0097756963, -0.0457596295, -0.0595664121, 0.0079882108, 0.0270218495, 0.1614407599, -0.0198965631, -0.0759866238, 0.0538957715, -0.0720418319, -0.0336293839, -0.0857006833, 0.0071376143, 0.0207225047, -0.0142012639, -0.0036427721, 0.0778604001, 0.1249513999, 0.0488661565, -0.0145834163, -0.0859472305, 0.0294626914, 0.0142875565, 0.1228803843, -0.0317062959, -0.0957106054, -0.0091285035, 0.0555723086, -0.010318106, -0.0508878641, 0.0788959116, 0.0290928669, -0.0687380657, 0.0049217488, -0.0552764498, 0.0646946505, 0.0132397199, 0.029290108, -0.0071067959, 0.099507466, 0.0166790895, 0.099458158, -0.0250124689, -0.0642508566, 0.0672587678, -0.1107501388, -0.0476827174, -0.0397931263, -0.0018583685, -0.1682455391, 0.0427024141, -0.1475353539, 0.004028006, -0.0521699227, -0.0387576185, -0.0300051011, 0.1278113723, -0.0557202362, 0.1417167783, -0.0174803752, -0.044181712, 0.1030577868, -0.0370071121, 0.0472142734, -0.1062136218, -0.0098804804, -0.0901385769, 0.0519726835, -0.020192422, -0.0138560943, -0.0090298839, -0.1221900433, 0.075444214, 0.0120562818, -0.0511837229, 0.008758679, 0.0428010337, 0.0615388118, -0.0554243773, 0.1015784889, 0.0055257957, 0.0084874742, 0.0853555128, -0.0273177102, -0.058629524, 0.0446008444, 0.0137821296, -0.0271697789, -0.0477566831, 0.0254932418, -0.0282299425, 0.0101886671, -0.0770714432, 0.0461294539, 0.0655329153, -0.0676039308, -0.0502714887, 0.1441822797, -0.0045796609, 0.0241002347, 0.0430229269, 0.1116377115, 0.0319035351, -0.0083950181, -0.0131657552, -0.1469436288, -0.0048385384, 0.123472102, 0.0513316542, 0.0745566338, -0.0520219915, -0.0006502749, 0.054783348, -0.0221278369, -0.0650891289, -0.0607498512, 0.0285504572, -0.0109529719, 0.1013812497, 0.002137278, 0.0552271381, -0.0418394879, 0.0098928073, 0.0274656396, 0.0418641418, -0.0332842134, -0.0183186438, 0.030276306, 0.0487428792, 0.070562534, 0.1681469083, -0.0220662002, -0.1264307052, 0.1062136218, 0.0217580125, -0.0222880952, -0.0420367271, -0.0303256158, 0.0394972675, 0.0002053297, -0.1121308133, 0.0279340837, -0.0548326597, 0.0728800967, 0.0308433697, -0.0909275413, -0.0149409128, 0.0270465054, -0.0066876612, 0.0051991171, -0.0161366798, -0.107791543, 0.0054672402, 0.012604855, -0.0071437783, 0.023533171, -0.0065397313, -0.0018907283, 0.0916671902, 0.0630181059, 0.0549805872, -0.0618839823, 0.0502961427, 0.1231762394, 0.103945367, -0.0037229008, -0.0000640451, -0.0570516065, -0.0069403746, 0.0391767509, 0.0606512316, 0.0433434397, 0.0226825755, -0.0188117437, 0.0663711876, -0.0362921208, -0.0974857584, -0.0298325159, -0.0319281891, -0.0708090812, 0.0788466036, -0.0891523808, 0.0184172653, -0.0281806327, -0.0468444489, 0.0521206111, 0.0556709282, -0.0107927145, 0.0216717198, 0.0947737172, -0.0736690611, 0.020180095, 0.1005429775 ]
801.0995
J. S. Kaastra
A.M. Bykov, K. Dolag, F. Durret
Cosmological shock waves
24 pages, 9 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 7; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9312-9
null
astro-ph
null
Large-scale structure formation, accretion and merging processes, AGN activity produce cosmological gas shocks. The shocks convert a fraction of the energy of gravitationally accelerated flows to internal energy of the gas. Being the main gas-heating agent, cosmological shocks could amplify magnetic fields and accelerate energetic particles via the multi-fluid plasma relaxation processes. We first discuss the basic properties of standard single-fluid shocks. Cosmological plasma shocks are expected to be collisionless. We then review the plasma processes responsible for the microscopic structure of collisionless shocks. A tiny fraction of the particles crossing the shock is injected into the non-thermal energetic component that could get a substantial part of the ram pressure power dissipated at the shock. The energetic particles penetrate deep into the shock upstream producing an extended shock precursor. Scaling relations for postshock ion temperature and entropy as functions of shock velocity in strong collisionless multi-fluid shocks are discussed. We show that the multi-fluid nature of collisionless shocks results in excessive gas compression, energetic particle acceleration, precursor gas heating, magnetic field amplification and non-thermal emission. Multi-fluid shocks provide a reduced gas entropy production and could also modify the observable thermodynamic scaling relations for clusters of galaxies.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:43:20 GMT" } ]
2009-11-13T00:00:00
[ [ "Bykov", "A. M.", "" ], [ "Dolag", "K.", "" ], [ "Durret", "F.", "" ] ]
[ -0.0094590997, 0.0945783257, -0.0342884436, 0.0795755461, -0.0397117436, 0.0308165159, 0.0230110176, -0.0401172265, -0.0435891524, -0.0866207704, -0.0377096832, 0.0783084184, -0.1168797463, -0.0531686284, 0.0130387321, 0.1157646775, -0.0601124801, 0.0738481358, -0.0074633751, -0.001777145, -0.1135345325, -0.1007618979, -0.0070515592, 0.0741522461, -0.1547921747, -0.0965550393, 0.0224661529, 0.0430569574, 0.0942742154, -0.0565645285, 0.0751659423, -0.031221997, 0.0114738308, -0.042372711, -0.0418151729, 0.1917922646, -0.0872796699, 0.0446281955, -0.0088762213, -0.017866483, -0.0031218829, -0.0702494904, -0.1591510922, 0.0483028628, -0.0524083525, -0.1092769876, -0.0529152043, -0.0965550393, -0.0158644244, -0.007089573, -0.0657892078, 0.0488857403, -0.0009455932, -0.070350863, 0.0368733816, 0.0014096783, -0.0050019817, 0.0008925322, -0.077750884, -0.0670563355, -0.0323370695, -0.0369240679, 0.0120440377, 0.0225168373, -0.0169414822, -0.0012607909, 0.0150407916, 0.0669549629, 0.0180312097, 0.0126079088, -0.0044856276, -0.0381911919, -0.0500768386, -0.0083313566, 0.0432596989, -0.021363752, -0.0217565615, -0.0737974495, -0.0064750165, -0.0477453284, 0.0369494073, 0.020920258, -0.0089332415, -0.0201979969, -0.0409788713, 0.0747604668, 0.0270911641, -0.0433103852, -0.098481074, 0.0365692712, 0.031348709, 0.0335788541, 0.0110240001, -0.0216678623, -0.0337562487, -0.0836810321, 0.1622935683, 0.0188168287, 0.1254962087, 0.0552467145, -0.0040928186, -0.0565645285, 0.0108656101, -0.1286386847, 0.1273208708, -0.0584905595, -0.0613289215, -0.0035257796, 0.006018851, 0.016447302, 0.0940714702, 0.0460473783, -0.0391795523, -0.0010952725, -0.0705536008, -0.0340350196, -0.0286624022, 0.0864687115, -0.1676661819, -0.006772791, -0.0101180049, 0.0159151088, 0.0270151366, 0.0676645562, 0.0209962856, -0.1256989539, 0.0071022441, 0.0212877244, -0.0851508975, 0.0179298408, 0.0430316143, -0.0254312288, -0.07100977, -0.1450606436, -0.1058304086, 0.0432596989, 0.0142805157, -0.0864687115, -0.0131020881, 0.0228336193, 0.0010849771, 0.0341617316, 0.0283582918, 0.049113825, -0.0280795228, 0.0848467872, -0.0166880563, 0.0005321931, -0.0677659288, -0.0747604668, 0.0199065581, -0.0295747332, -0.0118222907, 0.0119490027, 0.1242797673, -0.0623933077, -0.0002807477, 0.0715166181, 0.0430569574, -0.1500277817, 0.0404213369, 0.0265843142, -0.0371521488, 0.0214777943, -0.0164092891, 0.0086291311, -0.0418151729, -0.0021081818, -0.1030427292, -0.0832755566, -0.0241260882, -0.1353291124, -0.0621905699, -0.0501782112, 0.0657385215, 0.070350863, -0.0415110625, -0.0930070877, -0.010301738, 0.104816705, 0.0851508975, 0.0155729847, 0.0512172543, -0.0253932159, 0.0248103365, 0.0243161581, -0.0805892423, 0.0533713698, -0.0492658801, -0.1169811189, -0.0556521975, 0.0418912023, -0.0668535978, 0.0595042594, -0.024100747, -0.1409044713, 0.0218452606, 0.0461487472, -0.0208949167, 0.0485562868, 0.0824645907, 0.0038520645, 0.0579330251, -0.1074523255, 0.0123924976, -0.0742536113, 0.0308418591, 0.0580343939, -0.0539795905, 0.0367973521, 0.0488603972, -0.0816029459, 0.04586998, 0.0365439281, -0.0613289215, -0.0979742184, -0.0840358287, 0.1552990228, 0.0099596139, -0.0115055088, 0.0120883873, 0.0119996881, -0.0086608101, -0.0023346806, 0.0697933286, -0.0186647736, 0.0859618634, -0.1033468395, 0.048454918, 0.0339083038, -0.0133808563, 0.0760782734, -0.0028573703, -0.0350487195, 0.0421446264, -0.0930577666, 0.0581357628, 0.1116085052, 0.0050431634, -0.0310192574, -0.0300055556, 0.0372028351, -0.0107769109, 0.0039977841, -0.023783965, 0.0814508945, -0.025013078, 0.0744056702, 0.0108909523, -0.0319315866, 0.1408030987, -0.0269137677, -0.0167767555, -0.0279528107, 0.0151675045, -0.0415364057 ]
801.0996
Nawaf Bou-Rabee
Nawaf Bou-Rabee and Jerrold E. Marsden
Hamilton-Pontryagin Integrators on Lie Groups: Introduction and Structure-Preserving Properties
26 pages, 4 figures
null
null
null
math.NA
null
In this paper structure-preserving time-integrators for rigid body-type mechanical systems are derived from a discrete Hamilton-Pontryagin variational principle. From this principle one can derive a novel class of variational partitioned Runge-Kutta methods on Lie groups. Included among these integrators are generalizations of symplectic Euler and St\"{o}rmer-Verlet integrators from flat spaces to Lie groups. Because of their variational design, these integrators preserve a discrete momentum map (in the presence of symmetry) and a symplectic form. In a companion paper, we perform a numerical analysis of these methods and report on numerical experiments on the rigid body and chaotic dynamics of an underwater vehicle. The numerics reveal that these variational integrators possess structure-preserving properties that methods designed to preserve momentum (using the coadjoint action of the Lie group) and energy (for example, by projection) lack.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 05:54:58 GMT" } ]
2008-01-08T00:00:00
[ [ "Bou-Rabee", "Nawaf", "" ], [ "Marsden", "Jerrold E.", "" ] ]
[ -0.0139427418, 0.0345462821, 0.041127786, 0.0395154469, -0.0102422982, 0.0360528901, -0.0300528854, -0.0077378913, 0.0186211597, 0.0292335022, 0.0106982458, -0.0422643498, -0.0308458377, -0.0813568905, 0.0208149944, 0.115030922, 0.0560881495, -0.0158326104, 0.0041068313, 0.0876476467, 0.0485286713, -0.0509868227, 0.0406784452, 0.047497835, -0.0158458278, -0.0500881448, -0.0160704963, 0.0717886016, 0.0037962585, 0.0239471551, 0.09129522, -0.0434537791, -0.0555066504, -0.0265242495, -0.0773921311, 0.1860794425, 0.0742731839, 0.0181718208, -0.0387489274, 0.0863789171, 0.0050980216, 0.0866432339, -0.1124934778, 0.0390396789, 0.019744508, -0.0026729095, 0.0492951907, 0.0554537848, -0.063224718, -0.0206035394, 0.0418414399, -0.0007111789, 0.0844229683, -0.0648634881, 0.0391189717, -0.0055969204, -0.0707841963, 0.021224685, 0.0349427573, -0.0143920816, -0.0081872307, -0.071259968, -0.0032428438, -0.0263524428, -0.100810647, 0.0358150043, -0.1796300858, 0.0241189618, -0.0085374517, 0.085268788, 0.0029223592, 0.0010737893, 0.0833657011, 0.0702026933, -0.0161497928, 0.0966344327, 0.0439031161, 0.1487578154, 0.011306176, 0.0710485131, 0.0488722846, -0.0756476372, 0.0065484629, -0.0296828412, -0.0838943347, -0.0440352745, -0.0607401356, -0.0661322102, -0.0896564573, 0.0460440889, 0.0548722893, 0.0454361588, -0.0189515557, 0.1080000848, 0.0451982729, -0.132793054, 0.0439295471, 0.015911907, 0.0783965364, 0.0911894962, 0.0449339561, -0.0534978397, -0.0282819606, -0.0361850485, 0.1751895547, -0.0374009088, 0.0331718326, 0.0659736171, -0.0984846577, 0.0326167643, -0.0598943196, 0.0682996139, -0.0652335286, -0.0252026618, 0.0300264545, -0.0242643356, -0.1057269499, -0.0281498004, -0.1802644581, 0.0547136962, -0.0488458537, -0.0842115209, 0.06068727, -0.0558766946, 0.1244406253, -0.1248635277, -0.056669645, -0.0557181053, 0.0110682901, -0.0714714229, -0.0025952663, 0.0086101387, 0.0384581797, -0.0137180723, 0.0376387946, 0.0325903334, 0.1183084622, 0.0843172446, 0.1444230229, 0.0245683007, 0.0550837405, -0.0164008942, 0.0525727272, -0.0096608, 0.0495330766, 0.0258105919, 0.0047610169, 0.0129383355, 0.0326167643, -0.1077886298, -0.0282290969, 0.0218458306, 0.0963701159, 0.0300264545, -0.0604229532, 0.0302379075, 0.0925639495, 0.0915595442, 0.0145903192, -0.0174845941, 0.0272246897, 0.1158767417, 0.037321616, -0.0671366155, -0.0002080467, 0.024092529, -0.0745903626, -0.0575683266, -0.0355242565, -0.0326167643, 0.0185815115, -0.1095331237, -0.1345904171, -0.0285991412, 0.0888106376, -0.0477357171, 0.0316652209, -0.1006520614, -0.0713128299, -0.0422114842, 0.0156475883, 0.029497819, -0.0351013467, -0.0279119145, -0.0814626142, 0.0556652397, -0.0939912573, 0.0334097184, -0.0014339217, -0.0604229532, -0.0390925407, 0.1371278614, 0.0625374913, 0.0781850815, 0.0474449694, -0.0977974311, 0.0610573143, -0.0178282075, 0.1525639892, 0.0316652209, 0.0359207317, 0.016334815, 0.109215945, 0.0166652109, 0.00726212, 0.0929868519, 0.0523084104, 0.0713656917, -0.0736916885, 0.0295242518, -0.0270925313, -0.0814097524, 0.0552423336, -0.0346255787, -0.0106652062, 0.0752247274, -0.1057798192, 0.0324053094, 0.0236564055, 0.0662907958, -0.0483965129, 0.0306079518, 0.0634361729, 0.0329603776, 0.0345462821, 0.0054911934, 0.0490308739, -0.023339225, -0.0080154249, 0.0175903216, 0.0483436473, -0.0412070788, -0.0336740352, -0.0513040051, -0.0172863565, 0.0079096975, -0.078555122, -0.0476828553, 0.0041629989, -0.0061618988, -0.0838943347, 0.0219515581, 0.026418522, -0.127189517, 0.0116630048, 0.01772248, -0.0872247368, 0.0370572954, 0.015277545, -0.029074911, -0.0006769003, 0.0304493625, 0.0391718373, 0.0219119117, -0.0632775798, 0.0972159356 ]
801.0997
EDA Publishing Association
H. Chen, L. Hsu, X. Wei
A Novel VLSI Technology to Manufacture High-Density Thermoelectric Cooling Devices
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
This paper describes a novel integrated circuit technology to manufacture high-density thermoelectric devices on a semiconductor wafer. With no moving parts, a thermoelectric cooler operates quietly, allows cooling below ambient temperature, and may be used for temperature control or heating if the direction of current flow is reversed. By using a monolithic process to increase the number of thermoelectric couples, the proposed solid-state cooling technology can be combined with traditional air cooling, liquid cooling, and phase-change cooling to yield greater heat flux and provide better cooling capability.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:34:23 GMT" } ]
2008-01-08T00:00:00
[ [ "Chen", "H.", "" ], [ "Hsu", "L.", "" ], [ "Wei", "X.", "" ] ]
[ 0.0681046918, -0.0454195701, -0.0788554698, -0.0435948968, 0.0689923763, 0.0360003076, 0.0100418674, -0.0168042537, -0.0414250121, -0.0952282175, 0.0490935743, -0.005957928, -0.1105653346, 0.0589813292, 0.0137590226, -0.0839349702, 0.0551840365, -0.0260385796, -0.0247563776, -0.0540990941, -0.0211440176, 0.0372578539, -0.0105473511, -0.0390825272, -0.0041794879, -0.0015965891, 0.0615950488, 0.0673649609, -0.0138329957, -0.1756617874, 0.0608060025, -0.063912876, 0.0411537774, -0.0426579006, -0.0313646533, 0.1257545054, 0.0535073094, 0.0470716357, -0.0124583263, 0.0430524237, 0.0206631906, 0.0340523459, -0.0484031551, 0.1475519538, 0.0138453245, -0.0468497165, -0.0275180452, 0.0719019845, -0.0111637944, -0.0137343649, 0.1086913422, -0.0292194299, 0.0236344505, -0.1005542874, -0.1207243279, 0.0349646844, 0.002683071, 0.0871897936, 0.0145973861, 0.0582909137, -0.0059856679, -0.1102694422, 0.0349646844, -0.0328194611, -0.0805322006, -0.0294906646, -0.0243865103, 0.0825048164, 0.003655511, 0.0335838497, -0.0449264124, -0.0333865881, 0.0774253234, -0.0121932551, -0.0313646533, -0.0236591082, -0.0434716083, -0.0352112614, 0.0277646221, 0.0466524549, -0.0520771593, 0.0397236273, 0.0857103243, 0.0413756967, -0.038120877, -0.1411409378, 0.0282824356, 0.0197015386, -0.144691661, -0.0078041768, -0.0054555265, 0.0313153379, 0.0601649024, 0.0895076171, -0.0019387153, 0.051288113, 0.0198864732, 0.0237207524, 0.0301564243, 0.0722965151, -0.0933049098, -0.1401546299, 0.0028479698, 0.0195289347, 0.0462086163, -0.0497593321, -0.068696484, -0.0255454257, -0.0197631828, -0.0025690289, 0.049931936, -0.0444825739, -0.0231906101, 0.0342002921, -0.0215755273, -0.0512387976, 0.0681046918, 0.0064973161, 0.010195978, 0.0572059713, -0.0108000925, -0.009234326, 0.1174695045, -0.0385647155, -0.0242262352, -0.0034335912, 0.0496360436, -0.0910364017, -0.0145603986, -0.0564662404, 0.1062255725, -0.039255131, 0.0637649298, -0.0069904709, 0.0967569947, -0.0620882064, 0.0094993971, 0.0228947178, 0.1020830721, -0.046726428, 0.0436442122, -0.0255454257, 0.1255572438, 0.0126987388, 0.1229928359, 0.0669704378, 0.02986053, -0.0199234597, 0.0782636851, 0.0487483628, 0.0054154573, -0.0484771281, 0.0414989851, 0.0042288033, 0.0186289269, -0.0467510857, 0.0905925557, 0.116088666, 0.0243741814, -0.1740836948, -0.0215508696, -0.0471949279, 0.0525209978, 0.0112685896, 0.0404633619, 0.0298358724, -0.0033442068, 0.0921706557, -0.1520889848, -0.0104425559, -0.0674142763, -0.1162859276, -0.0128713436, 0.0233262274, 0.064997822, -0.0057144328, 0.0624827296, -0.1432121843, -0.0298851877, 0.0376770347, -0.0064418362, 0.0483045243, -0.0521757901, -0.0308221821, -0.0153247891, -0.0363948345, 0.0389099233, 0.0489949398, 0.0267783124, -0.0339783728, -0.1535684466, 0.0827020779, 0.0514853746, -0.0128343571, 0.1265435517, 0.0129083302, 0.0758472309, 0.032745488, 0.1198366433, -0.1325600445, 0.0149425939, 0.0149919093, 0.0165453479, -0.0063185473, 0.0603621639, -0.0470716357, -0.0472935587, 0.1324614137, 0.0211810041, -0.1024775952, -0.0097274808, 0.0257920027, 0.1333490908, 0.0594744831, -0.0220810119, 0.0307975244, -0.0228700601, 0.1225983128, 0.055874452, 0.1141160503, -0.0204289425, 0.0461099856, -0.0319810957, 0.0933542252, 0.0498333052, 0.0641101375, -0.1172722429, -0.1127352118, 0.1122420579, 0.0117617445, -0.0183330346, -0.0292440876, -0.1108612269, -0.0159412324, -0.0641101375, -0.050499063, 0.0009562582, -0.0052212779, -0.0296632685, -0.030501632, -0.1146092042, 0.0117925676, -0.0032455758, 0.0056836107, -0.0185672827, 0.0668224916, 0.0059116948, -0.0281098299, 0.086795263, -0.0288249049, -0.0454442278, -0.061249841, -0.0797431543, 0.0017830633, -0.0243865103, -0.0684005842 ]
801.0998
Hiroyuki Abe
Hiroyuki Abe, Tetsutaro Higaki, Tatsuo Kobayashi, Yuji Omura
Dynamically sequestered F-term uplifting in extra dimension
22 pages, no figure
JHEP 0804:072,2008
10.1088/1126-6708/2008/04/072
YITP-07-98, TU-787, KUNS-2118
hep-th hep-ph
null
We study concretely several issues altogether, moduli stabilization, the dynamical supersymmetry (SUSY) breaking, the uplifting of SUSY anti-de Sitter (AdS) vacuum and the sequestering of hidden sector, in a simple supergravity model with a single extra dimension. The sequestering is achieved dynamically by a wavefunction localization in extra dimension. The expressions for the visible sector soft SUSY breaking terms as well as the hidden sector potential are shown explicitly in our model. We find that the tree-level soft scalar mass and the A-term can be suppressed at a SUSY breaking Minkowski minimum where the radius modulus is stabilized, while gaugino masses would be a mirage type.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:41:44 GMT" } ]
2014-11-18T00:00:00
[ [ "Abe", "Hiroyuki", "" ], [ "Higaki", "Tetsutaro", "" ], [ "Kobayashi", "Tatsuo", "" ], [ "Omura", "Yuji", "" ] ]
[ -0.0378115922, -0.0405750535, 0.0386087447, 0.1093693003, -0.0636658967, 0.0187862236, -0.0320455246, 0.0993251801, 0.0120237144, -0.0208986774, 0.0470319875, -0.0113527775, -0.1739917845, -0.0418504961, 0.0606367216, 0.0560132377, -0.0319658071, -0.0116317812, 0.0536217801, 0.0107216993, -0.0469257012, -0.0458096862, 0.0603178591, 0.155072704, -0.0019131656, 0.0181352161, 0.0476962812, 0.0023449564, 0.1615562141, -0.0052180262, 0.0441356674, -0.0597332828, -0.0806186721, -0.1127704829, -0.0697242543, 0.1450817287, -0.038529031, -0.0114723509, -0.0411330611, -0.0383695997, -0.0068222955, -0.006799045, -0.0963491425, 0.0835947096, 0.0712122768, 0.0629750341, -0.0044142311, -0.0293883495, -0.0267311744, 0.0205001011, -0.0000793001, -0.0393793248, 0.0404687673, 0.0200882386, -0.058776699, -0.0463145524, 0.0028149441, 0.0416379236, -0.0156374723, -0.0605835766, -0.0005526093, -0.1074561328, -0.0687676743, 0.0883244798, -0.0474305637, 0.0133124441, -0.0697242543, 0.0393261835, -0.0415316373, -0.008436529, -0.0369878672, -0.0048792367, 0.0649944842, -0.0468725562, 0.0655259192, -0.0148270335, 0.0907159373, 0.0957645699, -0.0674922317, -0.0296806395, -0.0168730579, 0.0154514695, -0.0138040213, 0.0065698638, -0.0414519198, -0.0100574056, -0.0489717238, 0.0940108299, -0.1609184891, 0.0168996304, 0.0423287898, 0.0098116165, -0.0511240363, -0.0121964309, 0.0544189326, -0.0750917494, 0.0986874625, -0.048652865, -0.04753685, 0.0310623702, 0.0331349671, -0.0617527328, 0.0548440814, -0.1153213754, 0.0612744428, -0.0005098453, -0.0343572646, -0.0890684873, -0.0564383864, 0.0358452834, 0.020446958, -0.0654196367, -0.1150025129, 0.0596801378, -0.0383164547, -0.077376917, -0.0771643445, 0.0364564322, -0.0645161942, 0.0615401603, -0.0110804178, 0.0362970047, 0.0251634419, 0.0090078218, 0.0489717238, -0.0722751468, -0.1120264754, -0.0734442994, -0.1359410435, 0.057713829, 0.1203168631, -0.0185736492, -0.0197826643, 0.0132858725, -0.0894936323, 0.0237817112, 0.0105157681, 0.016301766, 0.1385982186, -0.0017039131, 0.0923102424, -0.0049855234, 0.0333741121, 0.0324972421, 0.0282989088, 0.079130657, 0.040601626, 0.0897593498, 0.1095818728, 0.0254690181, -0.0505926013, -0.1379604936, 0.0294414926, 0.0526120551, 0.0231307037, -0.1003880501, 0.0236222818, 0.0116118528, -0.0075729471, 0.0114457794, -0.0241935737, 0.0611150116, -0.0423022173, 0.0001826807, 0.0706276968, 0.0293086339, -0.0866238847, -0.0679705217, -0.1341341734, -0.1288198233, -0.0225726962, -0.0649944842, -0.0817878321, 0.0041883714, 0.0412393473, 0.0114324931, -0.0624435991, -0.0555880889, -0.0801403821, 0.0367221497, 0.096668005, 0.0640910491, -0.0569698215, 0.0523729101, -0.0526120551, -0.0665356517, -0.0182282161, 0.0965617225, 0.0156773292, 0.0471914187, -0.116384238, 0.09943147, 0.1150025129, 0.1711220294, 0.0092336815, -0.0234229937, 0.0054306001, 0.0563852414, 0.1239306182, 0.0184806492, -0.0026023702, 0.0062609673, 0.1399799436, 0.0030657151, -0.0535686389, -0.0044241953, 0.1135144904, 0.1720786244, 0.0309295114, 0.0224929824, 0.058245264, 0.0596269965, -0.0211643949, 0.0228251293, -0.1104321703, 0.1109636053, -0.0393261835, -0.0230509881, 0.0352075621, 0.039777901, -0.0513897538, 0.0707339868, -0.0169793442, -0.0034875416, 0.0599990003, 0.0192246567, -0.0163814798, 0.0307966527, -0.0311686564, 0.0936388299, 0.0535154939, -0.019915523, -0.0886433423, 0.0194372311, 0.0264123138, 0.0580326915, 0.0207126755, 0.0153850401, 0.0191715136, 0.0144816004, 0.02382157, -0.0350747034, 0.0203805286, 0.0116915675, -0.0021971511, 0.0622841679, 0.0427539386, -0.0344635546, -0.0030125715, 0.0476697087, -0.0309826545, 0.0144683151, 0.0421959311, -0.0078253793, -0.0452251099, 0.0411330611 ]
801.0999
EDA Publishing Association
H.S. Park
Dependency of Heat Transfer Rate on the Brinkman Number in Microchannels
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
Heat generation from electronics increases with the advent of high-density integrated circuit technology. To come up with the heat generation, microscale cooling has been thought as a promising technology. Prediction of heat transfer rate is crucial in design of microscale cooling device but is not clearly understood yet. This work proposes a new correlation between heat transfer rate and Brinkman number which is nondimensional number of viscosity, flow velocity and temperature. It is expected that the equation proposed by this work can be useful to design microchannel cooling device.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:35:13 GMT" } ]
2008-01-08T00:00:00
[ [ "Park", "H. S.", "" ] ]
[ 0.0037130811, -0.0301044732, -0.0084845228, -0.0556932762, -0.0116125653, 0.0689110234, 0.0024268792, -0.0564458892, 0.0439101979, -0.0146053731, 0.0428283177, 0.0843395665, 0.0193679947, 0.0402882509, 0.0515068732, 0.0022622454, 0.0136881275, -0.0484493859, -0.0053476598, 0.1140206903, -0.08466883, -0.0231310539, -0.0379833803, 0.0452507883, -0.0006460408, 0.0475791804, -0.0196031872, -0.0538587831, 0.0054534958, -0.0533884019, 0.0277055241, -0.0510835275, -0.0172747932, -0.0292813051, -0.0966165438, 0.0412760563, -0.0482141972, 0.0688639805, 0.0246245191, 0.0321271196, 0.0235543977, 0.0404764041, -0.0748848766, 0.1178778261, -0.0428283177, -0.0852332935, -0.0527298674, -0.0250713825, 0.1637871563, -0.0398178697, -0.0443335399, -0.0194620714, -0.055364009, -0.0949231684, -0.038148012, 0.1209823564, -0.0111480625, 0.0026282617, 0.0224607587, -0.0741322637, 0.017357111, -0.1154318377, -0.0173923895, -0.0331384391, -0.0850451365, -0.0773779079, 0.0078671454, 0.0313274674, 0.0452507883, -0.0333501138, -0.0438631587, 0.0020740924, 0.0689110234, 0.0720155463, -0.0480260439, -0.0243658088, -0.0236484744, 0.0071733315, -0.0062737251, 0.005903299, -0.0012744423, -0.0663709566, 0.0449920781, -0.055222895, -0.067923218, -0.0687228665, 0.039182853, -0.0385713577, -0.0269529112, -0.0489197709, 0.0407115966, 0.0733326152, 0.0102014178, 0.0884789303, 0.0099015497, -0.0065441951, 0.0076554734, -0.0822698846, 0.0466148965, 0.0953465104, 0.0226841904, -0.0397237949, 0.0201441254, -0.0496723801, 0.0525417142, -0.0267412402, -0.0898900777, -0.0514127947, 0.0316096954, 0.033608824, 0.0983099192, 0.0082846098, -0.0271175448, 0.0478378907, -0.021472957, 0.021131929, 0.0469441637, -0.0584214926, -0.0551758558, 0.0538117476, -0.0595974512, -0.0537647083, 0.1206060499, 0.0898900777, -0.04706176, 0.0206380282, 0.0436279662, -0.0222373288, -0.1409265697, -0.0835869536, 0.1088464856, -0.0827873051, 0.003874775, -0.0579981506, 0.0740381926, -0.0789301693, 0.102355212, 0.0970869288, 0.1165607572, -0.0455330163, 0.0128649585, 0.0470852777, 0.0977454633, -0.0007397498, 0.0422168188, 0.0617141724, -0.014817046, -0.0123828165, 0.1225816533, 0.1285084784, -0.0574807301, 0.0052477038, -0.000065826, -0.0591270663, 0.111574702, -0.0276820045, 0.1120450869, 0.1270032525, -0.0423108973, -0.1486408412, 0.0202146843, 0.0354668312, -0.077754207, -0.0262473375, -0.0237778295, 0.068816945, -0.1017907485, -0.0201441254, -0.0714510828, -0.0660887286, -0.0258945506, -0.0500486866, -0.0393004492, 0.038971182, 0.1502401382, 0.0967106223, -0.0112068607, -0.2276650816, 0.1286966205, 0.0880555883, -0.0654772297, 0.0966165438, 0.0463326648, -0.1120450869, 0.0828343406, 0.014617133, -0.0134882154, -0.0821287706, 0.0517891012, -0.0688639805, -0.0560225435, 0.0584685318, 0.0364781544, -0.1630345434, -0.0877263173, -0.0977454633, 0.0330443643, 0.0287638828, 0.0360783301, -0.0418875515, 0.0423108973, -0.0860799775, 0.013241265, -0.0757786036, -0.0154873403, 0.0455330163, -0.0604441389, 0.0403823294, -0.0084610032, 0.0330443643, 0.0501898006, 0.033891052, 0.076013796, 0.0761078745, 0.0103366533, -0.0249302667, -0.077613093, 0.0932768285, 0.0122887399, 0.0606322922, -0.0819876492, 0.0313274674, 0.0567751564, 0.0881967023, -0.0147347283, 0.0380539373, 0.0582333393, -0.1063064188, 0.0599737577, 0.0296811294, -0.0133588603, 0.0723918527, -0.0442159474, -0.0520713329, 0.02565936, -0.0547995493, 0.0294459388, 0.0317743309, -0.0307630096, -0.0947350189, -0.0045068515, 0.0121241063, -0.0036219445, -0.0023636715, 0.0086315172, 0.0153109469, -0.055646237, -0.0990625322, -0.0088431891, -0.0456035733, -0.0253536105, -0.0445216931, -0.0440042727, 0.0263414141, 0.0179568473, -0.0947820544 ]
801.1
David Weld
D. M. Weld, J. Xia, B. Cabrera, A. Kapitulnik
A New Apparatus for Detecting Micron-Scale Deviations from Newtonian Gravity
20 pages, 24 figures. Added references, edited discussion for clarity
Phys.Rev.D77:062006,2008
10.1103/PhysRevD.77.062006
null
gr-qc cond-mat.other hep-ph
null
We describe the design and construction of a new apparatus for detecting or constraining deviations from Newtonian gravity at short length scales. The apparatus consists of a new type of probe with rotary mass actuation and cantilever-based force detection which is used to directly measure the force between two micromachined masses separated by tens of microns. We present the first data from the experiment, and discuss the prospects of more precisely constraining or detecting non-Newtonian effects using this probe. Currently, the sensitivity to attractive mass-dependent forces is equal to the best existing limits at length scales near 5 microns. No non-Newtonian effects are detected at that level.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:37:07 GMT" }, { "version": "v2", "created": "Tue, 12 Feb 2008 00:03:17 GMT" } ]
2008-11-26T00:00:00
[ [ "Weld", "D. M.", "" ], [ "Xia", "J.", "" ], [ "Cabrera", "B.", "" ], [ "Kapitulnik", "A.", "" ] ]
[ 0.0621537827, 0.0737197921, -0.0019862186, -0.0406431705, -0.0648020729, 0.0069652773, -0.0736657456, -0.0159032606, -0.0474260375, -0.0042663165, -0.0459667742, -0.073125273, -0.1184705123, 0.0799892172, 0.0807458684, 0.0698284209, 0.0235103443, -0.0375084579, -0.0304283295, 0.0710174516, 0.0306715406, -0.0117281489, 0.0393460467, 0.0123091517, 0.0638832822, -0.1016079262, 0.0723686218, 0.0113565773, 0.0602621473, -0.032455083, 0.0506958663, -0.0635049492, -0.1094447076, -0.0197135583, -0.0729090869, 0.084258914, -0.0110660754, 0.0505337268, -0.0818268061, -0.0251317471, -0.0585326478, -0.0530469008, -0.0791785121, 0.0710714981, -0.0715038702, -0.0204296783, -0.0550196096, 0.0296446513, 0.00341508, -0.006884207, -0.1017160192, -0.0011290708, 0.0430212282, -0.0309958216, -0.0563707799, -0.0125118271, -0.0768004581, 0.0173625238, -0.0239021834, 0.0045500621, -0.1174976751, -0.0858262703, -0.0501554012, 0.0852857977, -0.1013376862, -0.0136941001, -0.035427656, 0.0317254514, 0.0169031266, 0.0889069363, 0.0663153827, 0.0144034633, -0.0322929434, -0.0255776327, -0.059667632, -0.1020402983, -0.0446966775, 0.0796108916, -0.157384187, 0.1187947914, 0.0486420915, -0.0835022554, -0.0482367389, 0.025604656, -0.0840427205, -0.0392920002, 0.0349952802, -0.0592352562, -0.0632887632, 0.0802054033, -0.0075057447, -0.0100999894, 0.021767335, 0.0696662813, 0.0504796803, -0.0531009473, 0.0991758183, 0.0404269807, 0.1120929942, 0.0388596244, 0.0496689789, 0.0329144821, 0.0606404729, -0.0466964059, 0.189812243, 0.0181056671, 0.020835029, -0.004860831, 0.0053303624, 0.0974463224, 0.0896635875, -0.0481826924, -0.0629644841, -0.0254154932, 0.0461559407, -0.013410354, -0.0541278385, -0.0120794522, -0.0717741102, -0.0217538234, -0.0506688431, 0.059559539, 0.0416970812, -0.0635049492, 0.0767464116, -0.0704769865, 0.0074719656, 0.0332387611, -0.1022024378, 0.0856100768, 0.0879340917, -0.0505607501, 0.0325901993, -0.048912324, -0.0296176281, 0.0069923005, -0.0639913753, -0.0283205062, -0.0022091616, 0.0673963204, 0.1043643057, -0.0312120076, 0.1126334667, 0.0161059368, 0.1065261811, 0.0738819316, 0.0246183034, 0.0769085512, 0.0523442961, 0.0391298607, -0.0280502718, 0.0279962253, -0.0591271631, 0.0341575556, 0.0365896635, -0.0743143037, 0.0946358889, 0.1695987582, -0.0780975819, -0.0766383186, 0.0037123372, 0.0212809145, -0.0295906048, 0.0413728021, -0.0159302838, 0.0468855724, 0.0417511277, -0.0378867835, -0.1127415597, -0.0017159849, -0.0172679424, 0.004482504, -0.0057154456, -0.0054317, 0.0986893997, 0.0247534197, 0.0132076787, -0.1305769831, -0.0463180803, -0.0304013062, 0.0048473193, -0.0862045959, 0.0204567015, -0.0299959555, -0.0723145753, -0.0409404263, 0.046291057, 0.1168491095, 0.0690717697, -0.0613430813, -0.0426969454, 0.0395352095, 0.0430482514, 0.0487231612, -0.0201594438, -0.1336036026, 0.0738819316, 0.0045129051, 0.0864748284, -0.0211052634, -0.0339683928, 0.0113430656, 0.1320903003, -0.0142818587, -0.0603161938, -0.0210377034, 0.081718713, 0.113930583, -0.0597216785, -0.0547764003, 0.0188217871, 0.0635589957, -0.0008356137, 0.0637211353, -0.0946358889, -0.031482242, -0.0031820035, 0.0160248671, 0.0208485406, 0.1081475839, -0.023091482, 0.1715444475, 0.0766383186, 0.15749228, -0.0241994411, -0.0189974383, 0.091987595, -0.009289288, 0.0412106588, -0.0041278219, 0.0015952241, -0.0053573856, -0.0691798627, 0.0510741957, -0.0363734737, 0.018970415, -0.0397243723, 0.0293744188, 0.0190514848, -0.0469396189, -0.0249020476, 0.0785840005, -0.0676125064, -0.022659108, -0.0806377754, 0.015133095, -0.0915011764, 0.0085664131, 0.1277665645, 0.0113836005, 0.0694500953, -0.0055364156, -0.0161464717, -0.0642075613, -0.0597216785, -0.0454533324 ]
801.1001
EDA Publishing Association
C.K. Lee, A.J. Robinson, C.Y. Ching
Development of EHD Ion-Drag Micropump for Microscale Electronics Cooling Systems
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
In this investigation, the numerical simulation of electrohydrodynamic (EHD) ion-drag micropumps with micropillar electrode geometries have been performed. The effect of micropillar height and electrode spacing on the performance of the micropumps was investigated. The performance of the EHD micropump improved with increased applied voltage and decreased electrode spacing. The optimum micropillar height for the micropump with electrode spacing of 40$\mu$m and channel height of 100$\mu$m at 200V was 40$\mu$m, where a maximum mass flow rate of 0.18g/min was predicted. Compared to that of planar electrodes, the 3D micropillar electrode geometry enhanced the overall performance of the EHD micropumps.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:38:52 GMT" } ]
2008-01-08T00:00:00
[ [ "Lee", "C. K.", "" ], [ "Robinson", "A. J.", "" ], [ "Ching", "C. Y.", "" ] ]
[ 0.0555408746, -0.0695952699, 0.0114452206, 0.0256102253, 0.0258574784, 0.0760498792, 0.0021455721, 0.0670967102, 0.0375564583, -0.0585599691, 0.0579873808, 0.0243609473, -0.0876577646, 0.0351359807, 0.0774032623, -0.0136249522, 0.0439069606, -0.0580394343, -0.0108596208, 0.0420330428, -0.0191556159, -0.0642337799, 0.0871892869, 0.0792251304, 0.0446357094, -0.0937480032, 0.1170158312, 0.0569983684, 0.0203918815, -0.096038349, 0.0863043815, -0.0739156902, -0.0531724505, -0.0437508039, -0.049710907, 0.0501013063, -0.0233198795, 0.129404515, -0.033470273, 0.0953096002, 0.0589243397, -0.0810990483, -0.0486438125, 0.1230540127, -0.0634529814, -0.1089996174, -0.0473424792, 0.027588252, 0.1078544483, -0.0144317783, -0.0135078328, 0.0548641831, -0.0370359272, -0.0672528669, -0.028421104, 0.0638173521, 0.0419549644, -0.0091874087, -0.0893755257, -0.0122065004, -0.0326113962, -0.0979643166, 0.0222007353, -0.0415385365, -0.0550203435, 0.0123886866, -0.055176504, 0.0597051419, 0.005748637, 0.0504136272, 0.0274060648, -0.0577791668, -0.0109442072, -0.0370098986, -0.0450521335, -0.1195143908, -0.0899481103, -0.0106644211, -0.0716253445, 0.0946849585, -0.0122715663, -0.1260731071, -0.0251417458, -0.0140543925, -0.0283950772, -0.0930713117, 0.1089996174, -0.0711568668, -0.049632825, 0.0113931671, -0.0880741924, -0.019611083, -0.0047823973, -0.0108075673, -0.0101113543, 0.0386495776, 0.0069556227, -0.0623078048, 0.0928630978, 0.1467903256, 0.0053940238, -0.0797977149, -0.0382331535, 0.0130458595, 0.0636611879, -0.0034713047, -0.046847973, 0.0243999865, 0.0571024753, 0.0982245877, 0.1183692142, -0.098953329, -0.0890111476, 0.0374263264, 0.0310497954, -0.0602777265, 0.0144447917, 0.0286032911, -0.0856276825, 0.1255525649, -0.0616311133, 0.1122269258, 0.0246082004, -0.1008793041, 0.0740718544, -0.055801142, 0.0356825404, -0.0478369854, -0.0837537646, 0.0021683455, 0.04159059, 0.0194419101, 0.0878659785, -0.1164952964, 0.0205350295, 0.0179193504, 0.0126034068, 0.0885947272, 0.0714691877, -0.0489301048, 0.0933315754, -0.0305292625, 0.0560614094, 0.0557490885, 0.0354743265, 0.0485136807, 0.0314401947, -0.0473685078, 0.0341209397, 0.0800579861, -0.0555408746, -0.0055274102, -0.0533546358, -0.0310237687, 0.0499711707, -0.0535107963, 0.0764142498, 0.1091037244, 0.0223178547, -0.1444999725, -0.0609023646, -0.0324292071, -0.0584558621, -0.0073785558, -0.0435686149, 0.0872933939, -0.0474726148, -0.0062431432, -0.1711512655, -0.0393522978, -0.0569463149, -0.1341934204, 0.0167611632, -0.0140543925, 0.0014753859, 0.011633914, -0.00651317, -0.0526779443, -0.0439069606, 0.0689185783, -0.0163187105, 0.0125838863, 0.0121544469, 0.0070597297, -0.0485136807, 0.0428138413, 0.081255205, 0.0584038086, -0.022955507, -0.144187659, 0.033860676, 0.015290658, -0.0318305939, -0.03357438, -0.0477589071, -0.017659083, 0.000646193, 0.0131564727, 0.0642337799, -0.0637652948, 0.0123366332, 0.0364633389, 0.0582997017, -0.0254020132, 0.0085302349, -0.0268074516, -0.090676859, 0.0755293444, 0.0654310063, -0.0461973064, 0.110144794, 0.0049775974, 0.0121739665, 0.052209463, -0.0842222497, -0.0932274684, -0.0743841752, 0.081827797, 0.0141584985, -0.004405011, -0.0699596405, 0.111602284, -0.019923402, 0.134089306, -0.1053558886, -0.0141454851, 0.0701158047, -0.1378371567, 0.0052443705, -0.0128701795, 0.009161382, 0.0299046226, -0.0986930653, 0.0109702339, -0.0777676404, 0.0150173781, 0.0163837783, -0.0199494287, -0.0164488442, -0.0198713485, 0.0526258908, 0.1052517816, -0.0631927103, -0.0157200973, -0.0664200187, 0.0637652948, -0.0620475374, -0.0749567598, -0.0204439349, -0.0160844717, -0.0412782691, -0.1088955104, -0.0310237687, -0.0208083093, -0.0191556159, 0.008497702 ]
801.1002
Ulrich Schuster
Ulrich G. Schuster and Giuseppe Durisi and Helmut B\"olcskei and H. Vincent Poor
Capacity Bounds for Peak-Constrained Multiantenna Wideband Channels
Submitted to the IEEE Transactions on Communications
null
null
null
cs.IT math.IT
null
We derive bounds on the noncoherent capacity of a very general class of multiple-input multiple-output channels that allow for selectivity in time and frequency as well as for spatial correlation. The bounds apply to peak-constrained inputs; they are explicit in the channel's scattering function, are useful for a large range of bandwidth, and allow to coarsely identify the capacity-optimal combination of bandwidth and number of transmit antennas. Furthermore, we obtain a closed-form expression for the first-order Taylor series expansion of capacity in the limit of infinite bandwidth. From this expression, we conclude that in the wideband regime: (i) it is optimal to use only one transmit antenna when the channel is spatially uncorrelated; (ii) rank-one statistical beamforming is optimal if the channel is spatially correlated; and (iii) spatial correlation, be it at the transmitter, the receiver, or both, is beneficial.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:04:36 GMT" }, { "version": "v2", "created": "Tue, 29 Jan 2008 09:51:58 GMT" } ]
2008-01-29T00:00:00
[ [ "Schuster", "Ulrich G.", "" ], [ "Durisi", "Giuseppe", "" ], [ "Bölcskei", "Helmut", "" ], [ "Poor", "H. Vincent", "" ] ]
[ 0.108577311, 0.0171092339, 0.0924997181, -0.0089431582, -0.0383986384, -0.0126677994, 0.0251346286, -0.03092256, -0.0784586295, -0.0689192563, 0.0575041734, 0.0970550403, -0.0535383672, 0.0865510106, 0.0720811859, -0.0339237116, 0.0214099884, -0.048205968, 0.0284573305, -0.0029224365, -0.0506444015, -0.0320479907, -0.0791553259, -0.020673098, -0.0854791775, 0.0011379918, 0.0202041678, 0.1377313286, 0.0487686843, -0.0418553203, 0.0266352035, -0.018864369, -0.0363621451, -0.1162945479, -0.0386130065, 0.1011816189, -0.011957706, 0.0968942642, -0.0909455568, -0.082317248, 0.0100484928, -0.0227899812, -0.0304670297, 0.0238618199, 0.0246656984, -0.0111002345, -0.0189581551, 0.0355046727, 0.0293951891, -0.0303598456, -0.046276655, 0.1525227129, 0.010269559, -0.0500280932, 0.056807477, 0.0096532516, -0.0464106351, 0.060344547, 0.0599158108, -0.0900344923, -0.0164125375, -0.0490366444, 0.0642567575, -0.002198945, -0.0803879425, -0.0682225674, 0.0460890867, 0.0294755772, 0.037701942, 0.1241189763, -0.0318336226, 0.0141884713, 0.0110064484, 0.0128888665, 0.0228033792, 0.0093651945, -0.0820492879, 0.058147274, -0.0201505758, 0.0491706207, 0.0685441121, 0.0987163857, 0.0052654101, -0.0395508669, -0.0015307204, 0.0900344923, 0.0337093435, 0.0036342046, -0.096411936, -0.015367494, -0.0413194001, -0.0087220911, 0.0419625044, 0.0157292392, 0.0302258655, -0.0480451919, 0.192931056, 0.0015307204, -0.0313780904, -0.0284305345, -0.0047864318, -0.020498924, -0.0887482837, -0.1138293222, 0.0856399536, -0.0269835517, -0.053270407, 0.089391388, 0.0520377941, -0.0432219133, -0.0473752916, -0.0740104988, -0.0179667044, 0.0348883644, -0.0404619277, -0.1029501557, -0.0141348792, 0.0084541319, 0.0651678219, 0.1168304682, 0.0367908813, -0.0489026643, 0.0945898071, 0.0498941131, 0.0586831942, -0.0117701339, 0.0157024432, -0.0262466613, -0.0274122879, -0.0573969893, 0.1062192619, 0.0089833522, 0.1356948465, -0.0056238063, 0.0111940205, -0.0444009379, 0.0348079763, 0.0217315387, 0.0463302471, -0.094482623, 0.1196172535, 0.0884803236, 0.1284063309, -0.0252150167, -0.0209946502, 0.056700293, -0.0957688317, 0.006819577, 0.0508051775, 0.0293148011, -0.0878908113, -0.0055065737, -0.0125070233, 0.0150191467, -0.0104504321, -0.0650606379, -0.0277338382, 0.0457943305, -0.0719740018, -0.0962511599, 0.0040863869, 0.0260858852, -0.0840321928, 0.0513678938, 0.0201639738, 0.0576113574, -0.0910527408, -0.0067894314, -0.1540232897, -0.1146867946, -0.0278678183, -0.0435166694, -0.1099707037, -0.053216815, 0.0908383727, 0.0304134376, -0.108523719, -0.0651142299, -0.0740640908, -0.0379966982, 0.0470805354, 0.0715988576, 0.0663468465, -0.0242637601, -0.0065181218, 0.0598622188, -0.0065114233, 0.0146172065, 0.0314316824, -0.0152067188, -0.06538219, 0.0331466272, 0.1362307668, 0.0919638053, -0.0401939712, -0.1534873694, -0.0355850607, 0.1053617895, 0.0212358143, -0.0713844895, 0.022428235, -0.0201773718, 0.0506444015, 0.0032741337, 0.0167340897, -0.1057905257, -0.0355046727, 0.0952865034, -0.0833354965, 0.0681153834, 0.0670435429, 0.0184088387, 0.106487222, 0.0297167413, -0.0009897765, -0.0400867872, -0.0927676782, 0.0826388001, -0.0911599249, 0.0116696488, -0.0248264745, 0.0344060361, -0.0018958156, -0.004260561, -0.0991451219, 0.0200031996, 0.0404083356, -0.0329322591, 0.0466517992, -0.1024678275, -0.0330126472, -0.0390149467, -0.0015993851, -0.018850971, -0.0575577654, 0.0141482772, -0.0104839271, 0.0321015827, -0.0196012594, -0.1439480036, -0.0007197233, 0.0180872865, 0.0814061835, 0.0013046293, -0.056753885, -0.0208874661, -0.1215465665, -0.111364089, -0.0904096365, -0.0503496453, 0.0888018757, -0.0278946143, -0.0525201187, 0.0973230004, 0.0248130765, 0.0657037422 ]
801.1003
EDA Publishing Association
J. Czernohorsky, B. Maj, Matthias Viering, L. Wright, G. Balanon
Evaluation of the impact of solder die attach versus epoxy die attach in a state of the art power package
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
Subject of this paper is the thermal investigation of epoxy (EDA) and solder (SDA) die attaches by a comparison of an ASIC with multiple heat sources in different package assemblies. Static and transient thermal measurements and simulations were performed to investigate the thermal behavior of two samples in a state of the art QFP power package differing only in the die attach material (EDA and SDA).
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:42:26 GMT" } ]
2008-01-08T00:00:00
[ [ "Czernohorsky", "J.", "" ], [ "Maj", "B.", "" ], [ "Viering", "Matthias", "" ], [ "Wright", "L.", "" ], [ "Balanon", "G.", "" ] ]
[ 0.0208041351, 0.018189678, 0.0153769692, -0.0839599892, -0.0037729954, 0.0200111251, -0.0969951004, -0.0031302231, 0.0689423531, -0.1242052689, 0.0944673792, -0.1214297339, 0.053825587, 0.0315469503, -0.0756333768, -0.0516448095, 0.0803914368, 0.0235177185, 0.0186729189, -0.0273093004, -0.0265162885, -0.0463415533, 0.1055695266, 0.0317699835, 0.0597236045, -0.0341242328, 0.0454494134, -0.0520908795, 0.0501331314, -0.0959047079, 0.0997706354, -0.0734030381, 0.0258967504, -0.0492905602, -0.164054051, 0.0997210741, -0.0347685553, 0.078260228, -0.0679015219, -0.0798958093, 0.1192489564, 0.060318362, -0.0246204976, 0.0969951004, -0.084604308, -0.0602192357, -0.0568489395, -0.0055541713, 0.1408584863, -0.0496622846, 0.0127872946, 0.1452200562, 0.0690910444, -0.021374112, -0.0359332897, -0.056254182, 0.0390557684, 0.1026948616, -0.0366519541, 0.0153645789, -0.002097141, -0.1112197265, 0.0047642584, 0.025128521, -0.1038843766, -0.0599714182, -0.0213245489, 0.0316460766, 0.0520413145, 0.0616070032, 0.0819278955, 0.0833156705, 0.0474319421, 0.0027352667, -0.0195278842, -0.0750386193, -0.0312495697, 0.0293909516, -0.0076884846, 0.1156804115, -0.0370732397, 0.0805896968, 0.0385105722, -0.028350126, -0.0439873002, -0.0505296402, 0.0270614829, -0.018412713, -0.1816985309, 0.0001581762, -0.0740969181, 0.062647827, 0.0941204354, -0.0200606883, 0.1287650764, 0.024732016, 0.025698496, -0.0222414657, -0.0272349548, 0.0233070739, 0.0917909667, 0.0192552861, -0.0788054168, -0.0246081073, 0.0630939007, -0.046316769, 0.0398983397, 0.0045319311, -0.0322656147, 0.085099943, 0.0310017541, -0.0409639478, -0.1234122589, 0.0242983382, -0.0752864331, -0.0330834091, -0.032761246, -0.0666624457, 0.0701814294, 0.040270064, -0.0477788821, 0.0742456093, 0.081333138, 0.0458459184, 0.082225278, 0.0835634843, 0.0533795208, -0.0783593506, -0.0785080418, -0.017309932, 0.0152902342, -0.0748403668, 0.0927822292, -0.055114232, 0.0192800686, -0.005473631, -0.0986802429, 0.0924352854, -0.0228610057, -0.0438633934, 0.0407656953, -0.0914935842, 0.0966481566, 0.0310265366, 0.0777150318, 0.0572950095, 0.0706274956, 0.028746631, 0.0556594245, 0.1208349764, -0.0213988926, -0.0376184359, -0.0414100178, -0.0334799141, 0.1281703264, -0.0920883492, 0.0052351085, 0.0418560877, -0.0276810229, -0.0311008804, 0.0479275733, -0.0451024733, 0.0766742006, -0.0223282017, -0.0377671272, 0.0437890477, 0.0153645789, 0.0121925361, -0.119744584, 0.0415834896, -0.0330090635, -0.0920387805, -0.0241000857, -0.0617061295, 0.0008727762, -0.0056749815, 0.0118951574, -0.055857677, -0.0555602983, -0.0096214479, -0.0196270104, -0.0357102528, 0.0076575079, -0.0948143229, -0.0019561958, -0.0609131195, 0.0602192357, 0.079053238, -0.0369988978, -0.060764432, 0.014571568, -0.0088098515, 0.0624495782, 0.042748224, -0.0142865796, -0.0401957184, 0.0030760134, 0.0373706222, 0.0399974659, -0.0036831622, 0.0037172367, -0.0330338441, 0.0610618107, -0.0032061166, -0.0579888932, -0.0451520346, 0.0061737108, 0.0594262257, 0.0451520346, -0.0856947005, 0.0365032665, -0.0011631853, 0.0867850855, 0.1195463315, 0.0129235927, -0.0955577642, -0.0427977853, 0.004634155, 0.1186541989, 0.000293894, -0.0517439358, 0.0904527605, 0.1024966091, 0.0616070032, -0.0340251066, 0.1493833512, -0.0074530598, -0.0125766508, 0.0517439358, -0.1050738916, -0.0266401973, 0.0962516516, -0.0347933359, 0.0630939007, -0.0554116108, -0.0260702204, 0.0292670447, -0.043541234, 0.043888174, -0.0622513257, -0.0774176493, -0.0475806296, 0.0248187501, -0.0469363108, -0.1061642841, 0.0346942097, -0.0608139932, -0.0909483954, 0.0490179621, 0.023889441, 0.0241000857, -0.0200482961, 0.0036243058, 0.0216095373, 0.0024502785, -0.0855460092 ]
801.1004
EDA Publishing Association
Satoshi Kondo, Qiang Yu, T. Shibutani, M. Shiratori
New Reliability Assessment Method for Solder Joints in BGA Package by Considering the Interaction between Design Factors
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
As the integration and the miniaturization of electronics devices, design space become narrower and interactions between design factors affect their reliability. This paper presents a methodology of quantifying the interaction of each design factor in electronics devices. Thermal fatigue reliability of BGA assembly was assessed with the consideration of the interaction between design factors. Sensitivity analysis shows the influence of each design factor to inelastic strain range of a solder joint characterizing the thermal fatigue life if no interaction occurs. However, there is the interaction in BGA assembly since inelastic strain range depends on not only a mismatch in CTE but also a warpage of components. Clustering can help engineers to clarify the relation between design factors. The variation in the influence was taken to quantify the interaction of each design factor. Based on the interaction, simple evaluating approach of inelastic strain range for the BGA assembly was also developed. BGA package was simplified into a homogeneous component and equivalent CTE wascalculated from the warpage of BGA and PCB. The estimated equation was derived by using the response surface method as a function of design factors. Based upon these analytical results, design engineers can rate each factor's effect on reliability and assess the reliability of their basic design plan at the concept design stage.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:46:22 GMT" } ]
2008-01-08T00:00:00
[ [ "Kondo", "Satoshi", "" ], [ "Yu", "Qiang", "" ], [ "Shibutani", "T.", "" ], [ "Shiratori", "M.", "" ] ]
[ 0.0462060608, 0.0214950275, 0.1618449092, -0.0046487805, -0.0493396074, -0.0190898925, -0.0400214307, -0.0545896739, -0.0829015374, 0.0083836103, 0.022828158, -0.0272536054, -0.0445293412, 0.0011226822, -0.0661343187, -0.0046487805, 0.0660243705, -0.0290815067, 0.0021233899, -0.0569535755, 0.0304833576, -0.0075658648, 0.1107736081, 0.0229243636, 0.0639903098, -0.0638253838, 0.0543147996, 0.0059269378, 0.038179785, -0.1670125127, 0.1240224615, -0.0639353395, 0.0288616084, -0.0995038301, -0.0978545994, 0.0603070185, -0.037602555, 0.0564588048, 0.0063461182, -0.0215774886, -0.0068786833, 0.0626709238, -0.0365580395, 0.1013179943, -0.0244224183, -0.0059372452, 0.0018141583, 0.047745347, 0.042962566, 0.0549195185, 0.0044976007, 0.1073651835, 0.1141270474, -0.0637704134, -0.002667981, -0.0510163307, -0.0157227051, 0.1217135265, 0.0047174986, 0.0605269186, 0.0038275991, -0.1213836819, -0.0111529501, 0.0384546593, -0.1521693915, -0.069487758, 0.0212751292, -0.0245186239, 0.0410934351, -0.0757548511, 0.0041849334, 0.0482676066, 0.0488998108, 0.034084186, 0.0476903729, -0.0860900581, -0.0057413988, 0.0315278731, -0.0244499054, 0.0843308717, -0.0678934976, 0.0042570871, 0.0633855909, -0.0603070185, -0.0532702841, -0.0412308685, -0.0170970671, -0.0330121852, -0.1807561368, -0.0186913274, -0.0991739854, 0.0097785881, 0.0332595669, 0.1322686374, -0.0213438477, -0.0688830391, 0.0514561273, -0.0096686389, 0.0346064456, -0.0325998738, 0.0547271073, 0.002662827, 0.0385920964, 0.0272261184, 0.1013729647, -0.0659144148, -0.0350462385, -0.0046316013, -0.0611316375, 0.1112683788, 0.0923021734, 0.0533802323, -0.1589862406, 0.0771841928, -0.0315553583, -0.0419730246, -0.0794381425, -0.0433198996, -0.0177017879, 0.0587677322, -0.0507689454, 0.0483500659, 0.0990640372, -0.0353760868, -0.0042845747, -0.0026473654, 0.0494495556, -0.0972498804, -0.0932367444, -0.1055510268, 0.0377949663, -0.0727862269, 0.0521707945, -0.103901796, 0.0103420764, -0.0597572736, -0.0720715597, 0.0206291787, -0.0302909464, -0.0377125032, -0.0306207929, -0.086529851, 0.0486799143, -0.0565137789, -0.0402413309, 0.0001832841, 0.0578331687, 0.0041059074, 0.0276246835, 0.0864199027, -0.0219073351, -0.06151646, -0.0990090668, -0.0274322722, 0.1236926094, -0.1151165888, -0.0401863568, 0.0897733495, 0.0604719445, -0.1124228388, 0.0432099514, -0.0148980878, 0.0119500803, 0.0349912643, 0.0056039626, 0.0689380169, -0.0821318924, 0.0428801067, -0.1095091924, -0.0231442619, -0.026264064, -0.1097290888, -0.0672887787, 0.0303734075, 0.0505490452, 0.0786135271, 0.0063839131, -0.1049463078, 0.0223196447, 0.0393067636, -0.0238451865, 0.0166297834, -0.0378499404, -0.1144568995, -0.0897183716, -0.0025047753, 0.0692128912, 0.0072222743, 0.0089127393, -0.0537100807, -0.0421929248, 0.0536276177, 0.0234191343, 0.0819669738, 0.056568753, -0.1100589335, 0.0307307411, 0.0116477208, 0.0641552359, -0.0038104197, -0.0107131545, -0.0206429232, 0.1190747544, -0.1120380163, -0.0721815079, -0.0257967804, -0.0454364195, 0.0421104617, 0.0394167118, -0.0324349515, 0.0170146059, -0.0791632682, -0.0183065068, 0.1020876318, 0.0721265376, -0.0478552952, 0.0182515327, 0.0283668395, 0.0094349971, 0.0980744958, -0.0041986769, 0.0436222591, 0.038179785, 0.0761946514, 0.0478827842, 0.0830664635, 0.0736108497, -0.0298236627, 0.062945798, -0.1210538372, -0.0378224514, 0.040296305, -0.0168084521, 0.0945561305, -0.0198183041, -0.0227456968, 0.0121768508, -0.0018433635, -0.0976896733, -0.0484875031, -0.0078888396, 0.0357334204, -0.0096205361, -0.0614614822, 0.0006253349, 0.0449691378, -0.0788334236, -0.0733359754, 0.0291089937, 0.0413133316, -0.0925220698, -0.0561014712, -0.0237764679, -0.0092082275, -0.0190761499, -0.1260015368 ]
801.1005
Jesper Pedersen Mr.
Jesper Pedersen, Christian Flindt, Niels Asger Mortensen, Antti-Pekka Jauho
Spin qubits in antidot lattices
9 pages, 9 figures
Phys. Rev. B 77, 045325 (2008).
10.1103/PhysRevB.77.045325
null
cond-mat.mes-hall
null
We suggest and study designed defects in an otherwise periodic potential modulation of a two-dimensional electron gas as an alternative approach to electron spin based quantum information processing in the solid-state using conventional gate-defined quantum dots. We calculate the band structure and density of states for a periodic potential modulation, referred to as an antidot lattice, and find that localized states appear, when designed defects are introduced in the lattice. Such defect states may form the building blocks for quantum computing in a large antidot lattice, allowing for coherent electron transport between distant defect states in the lattice and tunnel coupling of neighboring defect states with corresponding electrostatically controllable exchange coupling between different electron spins.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:46:59 GMT" } ]
2008-01-22T00:00:00
[ [ "Pedersen", "Jesper", "" ], [ "Flindt", "Christian", "" ], [ "Mortensen", "Niels Asger", "" ], [ "Jauho", "Antti-Pekka", "" ] ]
[ -0.0446985997, -0.0094928024, -0.0396464095, 0.0519312099, 0.0335305966, 0.000979693, -0.0752510652, -0.0255933385, -0.0554677472, -0.0778037533, 0.0714752153, -0.0033188246, -0.0212590899, 0.045070868, 0.0192780998, -0.0594031364, -0.0870572403, 0.0059429728, 0.1096591502, 0.0471981056, -0.0365619138, -0.0778037533, 0.0722197518, -0.047277879, -0.0649871379, 0.0073123826, 0.1283788532, 0.0274147876, 0.1034901589, 0.00504222, 0.1094464213, -0.0496444292, -0.0107492022, -0.0684439018, 0.0036163055, 0.1198698953, -0.057488624, 0.0806223452, -0.1192317232, 0.0261517391, -0.0521971174, -0.0746128932, 0.002328329, 0.0320415311, 0.0784951001, 0.0733365491, -0.0284784064, 0.0007848347, -0.0010910407, 0.0518248491, -0.028584769, 0.1104036793, 0.0588181466, 0.05243643, -0.0412152484, -0.0060925442, -0.080037348, 0.0814732388, 0.0442465618, -0.0172572229, 0.0765805915, 0.0027271863, 0.0375723504, 0.0684970841, -0.0197301377, 0.0305258743, -0.113807261, 0.0583926998, -0.0121452026, 0.0842918307, 0.0053978679, 0.0353121608, 0.0960448235, -0.0275211483, 0.0199561566, -0.0580736138, -0.0244499482, 0.0514525846, 0.0321744829, 0.1023733541, 0.042385228, -0.0779632926, 0.0852490887, -0.1438013315, -0.0464003906, -0.0483680889, -0.0486871712, -0.0646680519, -0.0934389532, -0.0121983839, 0.094874844, 0.0245164242, -0.0960448235, 0.056531366, 0.0226550903, -0.0045137345, 0.1238052845, -0.0028136054, 0.0070730681, -0.0262049194, 0.0097121736, -0.0340092257, 0.0312704071, -0.0648275986, 0.1374196112, -0.0731770098, 0.0444061048, 0.0137605742, -0.0094263256, -0.0143455649, 0.0484212674, 0.0042843916, -0.0554677472, 0.0164329186, -0.0616367385, -0.0838131979, 0.0003961566, -0.0639766976, 0.0112078879, 0.1068937406, -0.0341687687, 0.0853022635, 0.0598285832, -0.0184537955, 0.1049792245, 0.0159675851, 0.0247291476, -0.246972397, 0.0458419919, 0.0782291964, 0.0318022184, 0.0294090733, -0.0179485753, 0.0004549465, -0.0162068997, 0.0491126217, 0.0360566936, 0.1016288251, 0.0372798555, -0.0916308016, 0.094874844, 0.0151299844, 0.1328460425, 0.0202220622, 0.1313569844, 0.0315363109, 0.0426511317, 0.0059629157, 0.0074852207, -0.0090540592, -0.08982265, -0.0619558245, 0.0583395176, 0.0143854506, 0.0142923845, -0.1416740865, 0.0344612636, 0.056690909, -0.0513462201, -0.0039453628, 0.0437679328, -0.0239314344, 0.0965766311, -0.0411088839, 0.0504953265, 0.0250615291, -0.1480558068, -0.0502028316, -0.0857808962, -0.0164063275, 0.0106162503, -0.1064151078, -0.0041547627, 0.0052815345, 0.1101909578, 0.0664230213, -0.0329987891, -0.1221034974, -0.0644553304, 0.0137871653, 0.0515323542, -0.0175364222, 0.0491658002, 0.0323872082, 0.0198630895, -0.0256465208, -0.0005883144, 0.0369873606, -0.0200359281, -0.0274945591, -0.0927475989, 0.0495912507, 0.0945025757, 0.0413747914, -0.0667421073, -0.1022138149, 0.0170444995, 0.0517184883, 0.1031178907, -0.0693479776, -0.0188659467, -0.0323606171, 0.0228412244, -0.0503091924, -0.0711561292, 0.0383434743, 0.0142524987, -0.161989212, -0.0249817576, -0.0712093115, 0.0329190157, 0.0504155532, 0.0562122799, -0.0251014158, -0.0100379074, 0.010370288, -0.001017086, -0.0062786774, 0.0001739807, 0.0532873273, -0.090779908, 0.0360035114, 0.0258193575, 0.1151899695, -0.0616367385, 0.0834409297, 0.0290633962, 0.0244366527, 0.0247823298, -0.0164063275, -0.0240776818, -0.0518514402, -0.0685502663, -0.0121983839, -0.0440870188, 0.0281327292, 0.0035631247, -0.0859936178, -0.0775378495, -0.0636044368, 0.0055274963, -0.0419331901, 0.0223492999, 0.0525427945, 0.0054244585, 0.0264575295, -0.1073191836, 0.0529948324, 0.1321015209, -0.0540850423, -0.1244434565, 0.0329456069, 0.0064548394, 0.0508144125, -0.0007765252, 0.0287177209 ]
801.1006
EDA Publishing Association
Virginia Mart\'in H\'eriz, J.-H. Park, T. Kemper, S.-M. Kang, A. Shakouri
Method of Images for the Fast Calculation of Temperature Distributions in Packaged VLSI Chips
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
Thermal aware routing and placement algorithms are important in industry. Currently, there are reasonably fast Green's function based algorithms that calculate the temperature distribution in a chip made from a stack of different materials. However, the layers are all assumed to have the same size, thus neglecting the important fact that the thermal mounts which are placed underneath the chip can be significantly larger than the chip itself. In an earlier publication, we showed that the image blurring technique can be used to calculate quickly temperature distribution in realistic packages. For this method to be effective, temperature distribution for several point heat sources at the center and at the corner and edges of the chip should be calculated using finite element analysis (FEA) or measured. In addition, more accurate results require correction by a weighting function that will need several FEA simulations. In this paper, we introduce the method of images that take the symmetry of the thermal boundary conditions into account. Thus with only "two" finite element simulations, the steady-state temperature distribution for an arbitrary complex power dissipation profile in a packaged chip can be calculated. Several simulation results are presented. It is shown that the power blurring technique together with the method of images can reproduce the temperature profile with an error less than 0.5%.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:48:09 GMT" } ]
2008-01-08T00:00:00
[ [ "Hériz", "Virginia Martín", "" ], [ "Park", "J. -H.", "" ], [ "Kemper", "T.", "" ], [ "Kang", "S. -M.", "" ], [ "Shakouri", "A.", "" ] ]
[ 0.0292544942, -0.0332750045, -0.0487486757, -0.0426650085, -0.083901681, -0.0376922749, -0.023713069, -0.0354175121, -0.0559168197, -0.0471880808, 0.1009888425, -0.0216763634, -0.0437759385, 0.0087684132, 0.0217292644, -0.0582444817, 0.1068609059, -0.0272706915, -0.002840146, -0.0056505348, 0.0080277929, -0.0691421777, 0.042691458, 0.0626882017, 0.0162010659, 0.0167962071, 0.0420037396, -0.0719459578, 0.1014120579, -0.0835313722, 0.032190524, -0.0147991767, -0.0493834913, -0.1436803043, -0.0667616129, 0.1019939706, -0.1157483459, 0.1176527962, -0.0343330316, 0.0549116917, 0.0044338019, 0.0535627045, -0.1102465987, 0.1161715537, 0.0115457382, -0.0252868868, -0.0114729991, 0.0157646276, 0.0530072413, 0.0215176605, 0.0997721106, 0.0392264165, -0.0058522215, -0.0671319216, -0.0728452802, 0.0006637477, -0.0095222583, 0.0595141165, 0.1209326833, 0.0082856873, 0.0764425769, -0.0529807881, 0.0091783991, -0.0611540601, -0.0639578402, 0.0012721142, 0.0168887842, 0.0671319216, 0.0544355772, -0.0009034573, -0.0361845829, 0.0975502506, 0.1149019226, -0.0508382805, 0.0483519137, -0.0477170981, -0.0474790409, -0.0293602981, 0.0307621863, 0.0290693399, -0.0183435734, -0.0004052333, 0.1654756963, 0.0558639169, -0.0773418993, -0.0438552909, 0.0023937901, 0.0183964744, -0.1388133764, -0.0584031865, -0.0821030289, 0.1056441665, 0.075014241, 0.0536685064, 0.0226418152, 0.0580328777, 0.0059712497, 0.0260010567, 0.0639578402, -0.0056571476, -0.0133311618, -0.0029178448, 0.0768657848, -0.0150636844, 0.14452672, -0.105908677, -0.0865996554, 0.0798811689, 0.0141908107, 0.053933017, 0.0329311453, -0.0507589281, -0.0146140223, 0.0591967069, 0.0096743507, -0.067555137, -0.0363697372, -0.0254191402, -0.0124119995, -0.0127492463, -0.0786115378, 0.0288312826, 0.0855416209, -0.0288841855, 0.0286725797, -0.0017887298, 0.0516847037, -0.0646455586, 0.0002890981, -0.0727394745, -0.0050487807, -0.0748555362, 0.0832668617, -0.047029376, 0.0941645578, -0.0066655809, 0.1081834361, 0.1051151529, 0.02154411, -0.0288841855, -0.0288577341, 0.0578212701, 0.1242125779, 0.0022317793, 0.1618783921, 0.0845893994, -0.0028434522, 0.0297041573, 0.0930007249, 0.0729510784, 0.0291486923, -0.0014804136, 0.0183567982, -0.0658622906, 0.0346768908, -0.076230973, 0.1057499722, 0.0609424561, -0.0473467857, -0.080674693, -0.0089932447, -0.0290164389, 0.0237527452, 0.0221260265, -0.0098991813, 0.021491209, -0.0363697372, 0.0002075761, -0.1567998528, -0.0769715905, -0.0791405514, -0.1324651986, 0.0148785291, -0.0808862969, 0.0505473241, 0.0014357781, 0.0587734953, -0.1273866594, -0.0454687849, 0.0202612504, -0.0998779163, 0.0110564008, 0.0406018533, -0.0070557292, 0.041580528, 0.0208563916, 0.0756490529, -0.045415882, -0.0500712097, -0.0576096661, -0.0696711913, 0.0089337304, -0.0614185669, -0.0012878194, -0.0334866084, -0.0832668617, 0.0330633968, -0.0238585491, 0.0352588072, -0.0238982234, 0.0373748653, 0.012259908, 0.0304183271, -0.0146007966, 0.0342801325, -0.0214250814, 0.004883464, 0.1029461995, 0.0501505621, 0.0110630132, 0.0077500604, -0.004767742, 0.1102465987, 0.0056670667, 0.0332485549, 0.069036372, -0.1382843554, 0.0756490529, 0.0204067286, 0.1174411923, -0.0076640956, 0.0759135634, 0.092577517, 0.1061731875, -0.0571864545, 0.0680312514, -0.0101372376, -0.0806217939, 0.0857003257, -0.0945348665, 0.0331956521, 0.0759135634, 0.0081666596, 0.0044701714, 0.0878692865, 0.0041031679, -0.0183700249, 0.0400463864, -0.047029376, -0.0975502506, -0.0458919965, 0.0809391961, 0.0330633968, -0.0833726674, -0.0697240978, 0.0306299329, -0.0953283906, -0.0438288413, 0.0830023512, 0.0276145507, -0.0672906265, -0.0748026296, -0.1010946482, -0.0725807697, -0.0014390844, 0.0085435817 ]
801.1007
EDA Publishing Association
P. Szabo, M. Rencz
Short time die attach characterisation of semiconductor devices
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
Thermal qualification of the die attach of semiconductor devices is a very important element in the device characterization as the temperature of the chip is strongly affected by the quality of the die attach. Voids or delaminations in this layer may cause higher temperature elevation and thus damage or shorter lifetime. Thermal test of each device in the manufacturing process would be the best solution for eliminating the devices with wrong die attach layer. In this paper we will present the short time thermal transient measurement method and the structure function evaluation through simulations and measurements for die attach characterization. We will also present a method for eliminating the very time consuming calibration process. Using the proposed methods even the in-line testing of LEDs can be accomplished.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:50:22 GMT" } ]
2008-01-08T00:00:00
[ [ "Szabo", "P.", "" ], [ "Rencz", "M.", "" ] ]
[ -0.0147727765, 0.1080846861, -0.0421932116, -0.0988114551, -0.0382005684, -0.0025115008, -0.066715762, -0.0273045208, 0.063161023, -0.0519043468, 0.0834075809, -0.0552272573, -0.0158031359, -0.0078758085, -0.001543929, -0.0836651698, 0.0622337013, 0.0815014169, 0.0184305515, 0.1140607744, -0.0104259476, 0.0355731547, 0.0045464602, -0.0275363512, 0.0465464815, -0.0606881604, 0.109527193, 0.0280000139, 0.122612752, -0.1219945401, 0.1031904817, -0.0685188919, -0.007611779, -0.0624912903, -0.0765556917, 0.1491960287, -0.0039411243, 0.091444388, -0.0891775936, -0.0589880683, 0.0208776556, 0.0896927714, -0.0881472379, -0.012834413, -0.0598638728, -0.0501527376, -0.0315289944, 0.0374020413, 0.0868077725, -0.0654793307, 0.0140257655, 0.1225097179, 0.0399006642, 0.037170209, -0.0856228545, -0.0446403138, 0.0519043468, 0.0968537703, 0.0163183156, 0.0360368155, -0.0325593539, -0.0822226703, 0.0142704761, -0.003593378, -0.1399227828, -0.0607396774, 0.0015568085, 0.0279227365, 0.0168463737, -0.0047106738, 0.093350552, -0.0072189546, 0.0172198787, -0.0034678029, 0.0083072716, 0.0292364452, 0.0127893342, 0.0391021334, 0.0144894272, 0.1470322758, 0.0596578009, 0.0012839242, 0.0374535583, 0.013948489, -0.0937626958, 0.0330745317, -0.0300349724, -0.0411628522, -0.0716099665, 0.0029397439, -0.0097433347, 0.0779981986, 0.0703735352, -0.0419871397, -0.0285151936, -0.0018272778, 0.0193965137, -0.0169494096, -0.0772769451, 0.042270489, 0.0373247638, 0.0681067482, -0.017928252, -0.0089512458, 0.0178638548, -0.0734646171, -0.0502557755, 0.0086614573, -0.0338473022, 0.1067452207, 0.1131334454, -0.0121324807, -0.0827893689, 0.0813983828, 0.0694977343, 0.0128472922, -0.0089190472, -0.006204695, 0.0724857748, -0.0372732468, -0.1093211174, 0.040312808, 0.1048905775, -0.014373512, -0.0017934691, -0.0248058997, 0.0656854063, -0.0989144892, -0.136522606, -0.051492203, 0.0656338856, -0.048632957, 0.0670763925, -0.1103514805, 0.0165887848, -0.0534756482, 0.0074894242, 0.0556909181, -0.0227709394, 0.0081076398, -0.0960810035, -0.1443533301, 0.0884563401, 0.0604820885, 0.1367286742, 0.1014388725, 0.0300349724, 0.0855198205, 0.0725888088, 0.0495087616, -0.0029461836, -0.1114848703, -0.0304471161, -0.0740828291, 0.0602244996, -0.1176670268, -0.0018804057, 0.093711175, -0.0421932116, -0.1010267287, 0.0566182435, -0.0785648972, 0.0018321075, -0.0106384596, -0.0273817983, 0.0379429795, -0.0122741545, 0.0528574325, -0.1275584847, 0.0100331232, 0.0036867543, -0.0808832049, -0.022384556, -0.0649641529, 0.0175676253, 0.0143606327, -0.0616154857, -0.0224489532, -0.0805740952, -0.0174130723, -0.0176449027, -0.0477829129, 0.0423735268, -0.0765556917, 0.0184949487, -0.0892806277, 0.0506936759, 0.0640368313, -0.0572879761, -0.0790285543, -0.0437129922, 0.0178509746, 0.014901571, -0.0760920346, 0.0174388308, -0.0383293666, 0.079080075, 0.0244581532, 0.0354701169, -0.0851076767, -0.0461858548, -0.0395657979, 0.0597093217, -0.0448979065, 0.0041697351, -0.0163183156, 0.0072318343, 0.131782949, -0.0051453565, -0.0597608387, -0.0059503247, 0.0311168507, 0.0545575246, 0.0508739874, 0.0057571325, -0.0425023213, 0.0316062719, 0.0890230387, 0.1461049467, 0.042270489, -0.0397718698, 0.0207231008, 0.1170488149, 0.0026354659, -0.0855713412, 0.1433229744, -0.0906201005, -0.0334609188, 0.0980386883, -0.0732585415, 0.0056444369, 0.0487359948, -0.0591426231, 0.0037865704, -0.0844894573, 0.0383551233, -0.0093376311, 0.0251536462, -0.0769678354, -0.0699613914, -0.0921141207, 0.0476025976, -0.0334351584, -0.0292364452, -0.0414719619, -0.0410340577, -0.0262999199, -0.0605851263, 0.0266863052, 0.0118555715, -0.001440893, -0.105714865, -0.0498951487, -0.0142833553, 0.0009965507, -0.0330745317 ]
801.1008
J. S. Kaastra
A.M. Bykov, F.B.S. Paerels, V. Petrosian
Equilibration processes in the Warm-Hot Intergalactic Medium
13 pages, 4 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 8; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9309-4
null
astro-ph
null
The Warm-Hot Intergalactic Medium (WHIM) is thought to contribute about 40-50 % to the baryonic budget at the present evolution stage of the universe. The observed large scale structure is likely to be due to gravitational growth of density fluctuations in the post-inflation era. The evolving cosmic web is governed by non-linear gravitational growth of the initially weak density fluctuations in the dark energy dominated cosmology. Non-linear structure formation, accretion and merging processes, star forming and AGN activity produce gas shocks in the WHIM. Shock waves are converting a fraction of the gravitation power to thermal and non-thermal emission of baryonic/leptonic matter. They provide the most likely way to power the luminous matter in the WHIM. The plasma shocks in the WHIM are expected to be collisionless. Collisionless shocks produce a highly non-equilibrium state with anisotropic temperatures and a large differences in ion and electron temperatures. We discuss the ion and electron heating by the collisionless shocks and then review the plasma processes responsible for the Coulomb equilibration and collisional ionisation equilibrium of oxygen ions in the WHIM. MHD-turbulence produced by the strong collisionless shocks could provide a sizeable non-thermal contribution to the observed Doppler parameter of the UV line spectra of the WHIM.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:52:32 GMT" } ]
2009-11-13T00:00:00
[ [ "Bykov", "A. M.", "" ], [ "Paerels", "F. B. S.", "" ], [ "Petrosian", "V.", "" ] ]
[ 0.0040997006, 0.1082089096, -0.0663681328, -0.0160123426, -0.0016746618, -0.005207554, -0.0300408546, 0.011336172, -0.0566808581, 0.0000251853, 0.0433866195, 0.0487197749, -0.0872885212, -0.0108595369, 0.0808475167, 0.1100639254, -0.0275675077, 0.0764676332, -0.0264081266, 0.0410678573, -0.0837330893, -0.0394189619, -0.0558564104, 0.1094455868, -0.1449999362, -0.1021801308, -0.053743761, 0.0096486276, -0.0419180728, -0.066419661, 0.0425879359, -0.031303294, -0.0825994685, -0.1209878698, -0.1016648486, 0.1700425744, -0.0704903752, 0.0701812059, -0.0171846058, -0.0344722681, -0.0327460766, -0.0909470171, -0.1027984694, 0.0165276229, -0.040990565, 0.0064216838, 0.0028018379, 0.008624508, 0.0576083623, -0.0598240681, -0.0746126249, 0.0863094926, -0.0462721922, -0.1171747968, -0.0166950896, 0.071160242, -0.0119158626, 0.0218092483, -0.0837846175, -0.0543620959, -0.0333386511, -0.0496730432, -0.0387748592, -0.0273613967, -0.0332613587, 0.0234710276, 0.0024701261, 0.0573507249, 0.0231876243, 0.0304788444, 0.0020450195, -0.0255965609, -0.0572991967, -0.0447521135, -0.0557018258, -0.0474315733, -0.0368167944, -0.1294384748, -0.087236993, -0.0149946632, 0.0207915697, -0.0277220923, 0.0033010158, -0.0459372588, -0.0176870041, 0.0323596187, -0.0103313746, 0.0112202335, -0.1086211354, 0.0705419034, 0.0402434096, 0.0644615963, -0.0431032181, -0.0788379237, 0.0199542381, -0.1470610648, 0.0883190855, -0.0343949758, 0.1232551038, 0.0962544009, -0.046710182, -0.0041029211, 0.0435412042, -0.0805383474, 0.0847121179, -0.0643585399, 0.0103829028, -0.0103571387, -0.0613699108, 0.030581899, 0.0593603179, 0.0048436369, -0.0818780735, -0.0071108714, -0.1104761437, -0.0207142774, -0.116762571, 0.0904317349, -0.1028499976, -0.0461948998, -0.0471996963, 0.00883062, 0.0549289063, 0.0134874675, 0.021074973, -0.0728606656, 0.0060738693, -0.0078837918, -0.0873400494, 0.03398275, 0.1104761437, -0.0244242977, 0.0078580277, -0.0952238441, -0.1193389744, 0.0207915697, 0.0125664044, -0.0507293679, 0.0142603889, 0.0069562872, 0.0188335031, 0.0273613967, 0.0068661133, -0.0166177973, 0.0498533919, 0.0234710276, -0.0265884753, -0.0554957129, 0.0238317251, -0.0656467378, -0.0265884753, -0.0882160291, -0.0315609314, -0.0288814735, 0.034936022, -0.0294740461, -0.0341373347, 0.0836300328, 0.0422530025, -0.065440625, -0.0041319057, 0.048487898, -0.0417634882, -0.0198254194, 0.0681200847, 0.0144020906, -0.0724484399, -0.012920659, -0.1246978864, -0.1105792001, -0.0769313872, -0.0639463142, -0.087700747, -0.0056519834, 0.006698647, 0.0852274001, 0.0262277797, -0.1256253868, 0.019490486, 0.0366622098, 0.0533315353, 0.0645131245, 0.0832178071, -0.0980063602, -0.0923897997, 0.0063154069, -0.1061477885, 0.0308910683, -0.0172876623, 0.0179961734, -0.0233164448, 0.0512704141, -0.0264081266, 0.0476892143, -0.0326687843, -0.0302212033, 0.0372547843, 0.0318185724, -0.0111171771, 0.1701456308, 0.0531769507, 0.0265627112, 0.0755916536, -0.1048080623, -0.025609443, -0.0116260173, 0.0433866195, 0.0313548222, -0.0704388469, 0.0761069357, 0.0769313872, -0.0586904511, 0.0824964121, 0.0415316112, -0.0902771503, -0.0499822125, -0.1314995885, 0.1818940341, 0.1013041511, 0.0507293679, -0.025390448, 0.0082122833, 0.0769313872, 0.0386975668, 0.0232005063, 0.0603908785, 0.0168625563, -0.0045441301, 0.0357604697, 0.0315609314, 0.048024144, 0.0332871228, -0.0998613685, 0.0036810352, -0.0227109902, 0.0021303629, 0.0831662789, 0.0790440366, 0.0239218995, -0.0633279756, -0.0614214391, 0.102231659, -0.0473800451, 0.0408617482, -0.0629672781, 0.0649768785, -0.0437730812, -0.0625550598, 0.0829086378, -0.0773436055, 0.1026438847, -0.0442625992, 0.0037647684, -0.0084570413, -0.0334674716, 0.0238574892 ]
801.1009
EDA Publishing Association
B. Smith, T. Brunschwiler, B. Michel
Utility of transient testing to characterize thermal interface materials
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
This paper analyzes a transient method for the characterization of low-resistance thermal interfaces of microelectronic packages. The transient method can yield additional information about the package not available with traditional static methods at the cost of greater numerical complexity, hardware requirements, and sensitivity to noise. While the method is established for package-level thermal analysis of mounted and assembled parts, its ability to measure the relatively minor thermal impedance of thin thermal interface material (TIM) layers has not yet been fully studied. We combine the transient thermal test with displacement measurements of the bond line thickness to fully characterize the interface.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:52:57 GMT" } ]
2008-01-08T00:00:00
[ [ "Smith", "B.", "" ], [ "Brunschwiler", "T.", "" ], [ "Michel", "B.", "" ] ]
[ -0.0374410339, 0.0586937964, -0.0189466104, -0.0977325588, -0.0314118825, 0.0054526143, -0.0586636513, -0.0066471403, 0.127697438, -0.0345470421, 0.0549255759, 0.0166253876, 0.0791024789, -0.0138821229, 0.0067903325, 0.045158349, 0.0428371243, 0.0752438158, -0.0460325778, 0.0742188618, 0.0149975158, -0.0192179233, -0.0367175378, 0.0097220074, 0.0379233658, -0.0671044663, -0.0020857097, 0.0074949898, 0.0645722225, -0.0631252229, 0.1112378538, -0.0771731436, -0.0204840451, -0.0565835945, -0.063848719, 0.0864580423, -0.026859872, 0.0892314538, -0.0284123793, -0.0372903049, -0.0170323551, 0.0705410764, -0.0889299959, 0.0214487091, -0.1179302186, -0.0181929674, 0.0254128762, 0.0376822017, 0.03569258, -0.0403350294, 0.0451282039, 0.0566740297, -0.0085538598, -0.0768716931, -0.0851316303, -0.0172584485, 0.006338146, 0.0241919737, 0.006714968, 0.0052604354, -0.0373204499, -0.0774143115, 0.0170474276, -0.0425658152, -0.0646325126, -0.0281109214, 0.0049212952, 0.0710837021, -0.0275682975, -0.0212075431, -0.0008930682, 0.0130154323, 0.0122919343, 0.0092773577, -0.0306431651, 0.062341433, -0.0856139585, -0.0155853583, -0.0523028933, 0.0550763048, 0.004642447, 0.0224284455, 0.01742425, -0.035843309, -0.122632958, -0.0080413818, -0.0287289098, 0.0095486697, -0.0944768116, -0.0766305253, -0.1055101603, 0.0594775863, 0.0736159459, 0.0659589246, -0.0472685508, -0.0298141576, -0.0809715167, -0.0011370605, -0.0299950317, 0.1439761519, -0.0058105956, 0.0209965222, -0.0244934298, 0.0465751998, 0.0214034896, -0.0432591662, -0.0448870361, 0.0253224391, -0.0532374121, 0.1314355135, 0.1258886904, -0.0382549688, -0.0025906514, 0.0296182092, 0.0080639906, 0.0541417859, -0.0392196327, -0.1087659076, 0.0137916859, -0.0877241641, -0.1128657311, 0.1111172736, 0.1029779166, -0.0425658152, 0.0057126218, -0.1002648026, 0.0216145106, -0.0763290673, -0.1309531778, -0.0523933321, -0.0060517616, -0.0595077313, 0.0885682479, -0.026890019, 0.021900896, -0.0341250002, 0.0492280275, 0.0292112418, 0.0278697554, -0.0760276094, -0.0507956073, -0.082539089, 0.1143730134, 0.0303266346, 0.0925474837, 0.0643913448, 0.0765702352, 0.0734953657, 0.1545874625, 0.1395145804, 0.0071897637, -0.0699381679, -0.0227751229, -0.0955620632, 0.0624620169, -0.122994706, -0.0028902248, 0.1032190844, -0.0325875655, -0.1267327815, 0.0449473299, -0.045520097, 0.013580665, 0.0462134518, 0.0129249953, 0.0536293089, 0.063185513, 0.0135128368, -0.1865419596, -0.0120733771, 0.0071709226, -0.080187723, -0.0621002652, -0.0652957186, -0.0395813845, 0.009284894, 0.027101038, -0.1122628152, -0.0317434855, 0.0757864416, -0.025925355, -0.0216748025, 0.0218556765, -0.0197756197, -0.061346624, -0.1033396646, -0.0765099376, 0.0562821366, -0.035149958, -0.0588445254, 0.0015383759, 0.0999633446, 0.0378932208, -0.0018784577, 0.0515191033, -0.0765702352, 0.0618591011, 0.0397924036, -0.0441032462, -0.0223681536, 0.0200770758, -0.0470575318, 0.0403953195, -0.0630046427, -0.0201825872, 0.0219159685, 0.0894123241, 0.1274562776, -0.0499816723, 0.0545939729, 0.0032877719, 0.087302126, 0.0384056978, 0.0414504223, -0.0298443027, -0.0218858216, 0.0328287333, 0.0706013739, 0.1014706269, 0.1009280086, 0.0065906169, 0.0125331003, 0.0873624161, 0.0278396104, -0.0325574204, 0.1572402865, -0.0302964896, -0.0850713402, 0.0648133829, -0.1203418747, -0.0056900121, 0.0674059242, -0.0442841239, 0.0402144454, 0.0393100716, 0.0318339244, 0.0090964837, 0.0193234328, -0.052483771, -0.1213668287, -0.0091190925, 0.0692749545, -0.0373505987, 0.0142740179, -0.0132415257, -0.011312197, -0.0513683744, -0.2031824291, -0.0462737419, -0.0601709373, 0.0086669065, -0.0692749545, -0.0101741944, -0.0244029928, 0.0235890578, -0.0461833067 ]
801.101
Marcel Ausloos
M. Ausloos and F. Petroni
On World Religion Adherence Distribution Evolution
16 pages, 4 tables, 14 figures, 27 references; a working paper extension of M. Ausloos and F. Petroni, Statistical dynamics of religions and adherents, Europhys. Lett. 77 (2007) 38002
null
null
null
physics.soc-ph
null
Religious adherence can be considered as a degree of freedom, in a statistical physics sense, for a human agent belonging to a population. The distribution, performance and life time of religions can thus be studied having in mind heterogeneous interacting agent modeling in mind. We present a comprehensive analysis of 58 so called religion (to be better defined in the main text) evolutions, as measured through their number of adherents between 1900 and 2000, - data taken from the World Christian Encyclopedia: 40 are considered to be ''presently growing'' cases, including 11 turn overs in the XX century; 18 are ''presently decaying'', among which 12 are found to have had a recent maximum, in the XIX or the XX century. The Avrami-Kolmogorov differential equation which usually describes solid state transformations, like crystal growth, is used in each case in order to obtain the preferential attachment parameter introduced previously. It is often found close to unity, indicating a smooth evolution. However large values suggest the occurrence of extreme cases which we conjecture are controlled by so called external fields. A few cases indicate the likeliness of a detachment process. We discuss different growing and decaying religions, and illustrate various fits. Some cases seem to indicate the lack of reliability of the data. Others, departure from Avrami law. We point out two difficulties in the analysis : (i) the ''precise'' original time of apparition of a religion, (ii) the time of its maximum, both informations being necessary for integrating reliably any evolution equation. Moreover the Avrami evolution equation might be surely improved, in particular, and somewhat obviously, for the decaying religion cases.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 13:57:58 GMT" } ]
2008-01-08T00:00:00
[ [ "Ausloos", "M.", "" ], [ "Petroni", "F.", "" ] ]
[ -0.0139662186, 0.0957308859, 0.1726827919, 0.043537885, -0.0660936534, 0.0626316071, -0.0237884708, -0.0151333483, -0.0729652941, 0.1124641225, 0.073280029, -0.1027598977, -0.0241818838, 0.0470786132, 0.0929507613, 0.0348040797, 0.1470846087, -0.0295585506, -0.0228049327, 0.0927933902, -0.0574909896, -0.0020064146, -0.0071208044, 0.1229551807, -0.0737521276, -0.0471835248, -0.0189363565, 0.0929507613, 0.0688213259, -0.1129886732, 0.1129886732, -0.0401020609, -0.0415445827, 0.1098413616, -0.0592220128, 0.0624217838, -0.0139268767, -0.0550780445, -0.0355122238, -0.0334140137, -0.0310272984, -0.0636282563, -0.0298732817, 0.132292226, -0.0720211044, -0.0100714136, -0.0056094364, -0.1091069877, 0.0559697859, -0.0189625844, -0.1274663359, -0.0464753807, 0.019474024, -0.1090020761, -0.0351974927, -0.0281422585, 0.0396561921, 0.0691885129, -0.0954161584, -0.1122542992, 0.0459770523, -0.054868225, 0.0639954433, -0.1061170325, -0.0178741366, 0.0348565355, -0.0921114758, 0.044324711, 0.0406528413, 0.0582253635, -0.0117762107, 0.0095468611, 0.0260309335, 0.1115199253, -0.0053865016, -0.0013605589, 0.0174282677, 0.0010810705, -0.1061170325, 0.067719765, 0.0350925848, 0.0269620139, -0.0717063695, -0.0278799813, 0.0816728696, 0.0280635748, 0.079627119, -0.0354859978, -0.088282235, 0.0035669592, 0.0842431784, 0.0668280274, -0.0826695263, -0.0106943203, 0.0456098653, -0.1688010991, 0.0953636989, -0.0184904858, 0.0634184331, -0.0594842881, -0.0124712428, -0.047131069, 0.0324173644, -0.0913771018, 0.0484162234, 0.0805713087, -0.0289553143, -0.1329216808, -0.1019206122, -0.0599039309, 0.0122876493, -0.025860453, -0.0217295997, 0.0242867954, 0.0181101859, -0.0487571843, -0.0767945349, -0.0070027802, -0.0021326351, -0.0200772583, 0.0018703586, -0.0255326089, 0.1197029501, 0.0884396061, 0.1174998283, 0.0032096074, -0.0066683777, -0.0113762394, 0.004855392, -0.0707621723, 0.1710042208, 0.0041964226, 0.0809384957, -0.0659887418, -0.1173949167, -0.0808860436, 0.0485735908, 0.060953036, -0.0118352231, -0.0238278117, 0.0421215892, -0.0573860779, -0.0228180476, 0.0629463345, 0.0986159295, 0.1261024922, -0.0238146968, 0.0051012761, -0.0124778003, -0.1036516353, 0.0398660153, 0.0172577873, 0.0330206007, 0.0158546083, 0.0186085105, -0.0013294135, 0.0617923215, -0.0028293068, -0.0114090238, -0.0087272478, -0.0667755753, 0.0229491852, -0.0620545968, -0.0575434417, 0.0427510552, 0.0594318323, -0.1075333282, -0.049544014, -0.0990880281, 0.0586450025, -0.0015695604, -0.1022877991, -0.0234606247, -0.0594318323, 0.0306076556, 0.0461868756, 0.0278537534, -0.1003994048, 0.019487137, -0.0884396061, -0.0056815627, 0.0297159161, -0.0385021754, -0.0538191199, 0.0696606115, -0.0851349235, -0.0341483876, 0.0568615235, -0.025860453, -0.0646249056, -0.0592744686, 0.037217021, 0.1032319963, -0.000454066, 0.0021064074, -0.078001, 0.0707097203, 0.0207591783, 0.0059471177, 0.0093435971, -0.0034981116, 0.0308699328, 0.0345155746, -0.1493926346, 0.0188314468, -0.0532158837, 0.0684541389, -0.0003995617, 0.0078551788, 0.0148972999, 0.0597990192, -0.0707097203, -0.0190150402, 0.0380300805, -0.0011171335, -0.0101566538, -0.0606383048, 0.0426723696, -0.0009351793, 0.141839087, -0.0114221377, 0.0344368927, 0.0327320956, 0.0598514751, -0.0063569243, 0.0000525577, 0.0787878335, -0.0061208755, -0.010989381, 0.0434329733, 0.0199854616, 0.0211525913, -0.0961505324, 0.041780632, 0.0580155402, -0.0380300805, -0.0078682918, 0.0558124185, -0.0586974584, -0.050671801, -0.1334462315, 0.0585400946, -0.0245621856, 0.0173233561, -0.0335713811, -0.0147661613, -0.0492030531, -0.0231065508, -0.0027112823, 0.035433542, 0.0479703546, -0.0687688738, 0.0324698202, -0.0334402435, -0.016969284, -0.0185429417 ]
801.1011
J. S. Kaastra
J.S. Kaastra, F.B.S. Paerels, F. Durret, S. Schindler, P. Richter
Thermal radiation processes
37 pages, 16 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 9; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9310-y
null
astro-ph
null
We discuss the different physical processes that are important to understand the thermal X-ray emission and absorption spectra of the diffuse gas in clusters of galaxies and the warm-hot intergalactic medium. The ionisation balance, line and continuum emission and absorption properties are reviewed and several practical examples are given that illustrate the most important diagnostic features in the X-ray spectra.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 14:59:39 GMT" } ]
2009-11-13T00:00:00
[ [ "Kaastra", "J. S.", "" ], [ "Paerels", "F. B. S.", "" ], [ "Durret", "F.", "" ], [ "Schindler", "S.", "" ], [ "Richter", "P.", "" ] ]
[ -0.0117216706, 0.09749946, -0.020720426, -0.0868944228, 0.0106528075, 0.0380969234, 0.0086763054, -0.0281367861, 0.054028362, -0.0322689302, 0.0007441738, -0.0081448592, -0.0617671758, -0.0297848675, 0.0880409107, 0.0077626957, -0.0012442706, 0.140636161, -0.0115664173, 0.0603818297, -0.09171924, -0.0468627997, 0.013996738, 0.000154041, -0.1606042087, -0.1206681207, -0.0123964278, 0.0580410808, 0.0478420928, -0.0774358734, 0.0113992207, -0.0369504318, -0.0242673811, -0.0792033821, -0.0224521048, 0.1518144459, -0.1478017271, 0.0658754334, -0.0252227895, 0.0036574241, 0.0135429185, -0.0163852591, -0.2025466561, 0.029187737, 0.0414169692, -0.0411303453, 0.0223207362, -0.0744263381, -0.0043441239, -0.0087360181, 0.029402703, 0.0392672978, 0.0475076996, -0.0835504904, -0.1088210568, 0.0333198793, -0.0355412029, 0.0041619991, 0.0319106504, -0.1128337681, -0.0628181249, -0.020218838, 0.0199322142, 0.0012868161, -0.0653021857, 0.0159911532, 0.0519264638, 0.0739008635, 0.0454296842, -0.0001743808, 0.0650155619, -0.0447131284, -0.0863689482, 0.0138773117, 0.0655888095, -0.0721333623, -0.0672130063, -0.0442354232, -0.0333915353, 0.00109872, 0.0516876131, 0.0400316268, 0.0073327618, 0.0239927024, -0.0289966539, -0.0149999168, 0.0417274758, 0.0499678776, -0.01808111, -0.0068610287, 0.0049143834, 0.0337736979, 0.0369982012, -0.0318151116, 0.0621015653, -0.0505888909, 0.0750473589, -0.0486541875, 0.1326107383, 0.0760027617, 0.0325077809, 0.0100676194, -0.0182005353, -0.0466478318, 0.1195216328, -0.1242031306, -0.0812097415, 0.1308909953, 0.0606206842, -0.045023635, -0.0770059451, 0.085270226, 0.0688849688, 0.0758116841, -0.1140758023, -0.0066400906, -0.1162732393, -0.0636302233, -0.0722766668, -0.00576828, -0.094967626, 0.0589009486, 0.0401032828, 0.0079239206, 0.0122650592, -0.0812575147, 0.0874676704, -0.1606042087, -0.1075790226, 0.0575156063, 0.1255407035, -0.1168464869, -0.0194186829, -0.0773403347, 0.0181408226, -0.0799677074, 0.0787734464, -0.0405093282, 0.0199560989, -0.0116739003, 0.0453819148, 0.0413453132, 0.0252705608, 0.043327786, -0.0507322028, 0.0175675787, -0.0519264638, 0.0049651396, -0.0015465679, -0.0044874353, -0.0128621897, 0.0574200638, 0.1060503647, -0.0370459743, -0.0392672978, -0.090190582, 0.0499678776, 0.1011777818, -0.0064788656, -0.0184035599, -0.0080134906, 0.0390045606, -0.0548404604, 0.0266797878, -0.0081508309, -0.0460507013, -0.0242076684, 0.0257004946, -0.0554614775, -0.0391001031, -0.0329138301, -0.069983691, -0.0073387334, 0.0001562802, 0.0015301468, 0.0989803448, 0.134521544, -0.0511143655, 0.0292355064, 0.0424440317, -0.0306208488, 0.0260826573, 0.0716556534, -0.1022287309, 0.0710824057, -0.05163984, -0.1085344329, -0.0112738227, -0.0667352974, -0.0265842471, 0.0013957925, 0.0384074301, -0.0594264232, 0.1017510295, -0.0659231991, -0.0995535925, -0.0467433706, 0.0248167422, -0.0717511922, 0.1111140326, 0.0772447959, 0.0176870041, 0.0729932263, -0.0589009486, -0.0094645172, -0.0681206435, 0.0648244843, -0.0165882837, -0.0925313383, -0.0858912468, 0.0717034265, -0.0430172794, 0.0151193431, 0.1067191511, -0.1595532596, 0.0017152572, -0.0551748537, 0.1064325348, 0.1115917414, 0.0872765854, -0.000991983, 0.0205293447, 0.0276590828, 0.0423007198, 0.0622926503, 0.002652752, 0.0181766506, -0.0936300531, 0.0873721242, -0.0066998038, -0.0148327202, 0.0313851759, -0.0384074301, -0.027085837, 0.0443309657, -0.0624359585, -0.0602862909, 0.0216758363, 0.0251511354, -0.0276829675, -0.0534073487, 0.0161344651, -0.0167913083, 0.0572767518, 0.0355650894, 0.0473166183, -0.0407720655, -0.0407004133, 0.0606684536, -0.0023377656, 0.0977860838, 0.000511293, -0.0400555097, -0.0193589684, 0.0252705608, 0.0041321428 ]
801.1012
George Tsibidis
George D. Tsibidis and Nektarios Tavernarakis
Nemo: a computational tool for analyzing nematode locomotion
12 pages, 2 figures. accepted by BMC Neuroscience 2007, 8:86
BMC Neuroscience 2007, 8:86
null
null
q-bio.OT q-bio.GN q-bio.QM
null
The nematode Caenorhabditis elegans responds to an impressive range of chemical, mechanical and thermal stimuli and is extensively used to investigate the molecular mechanisms that mediate chemosensation, mechanotransduction and thermosensation. The main behavioral output of these responses is manifested as alterations in animal locomotion. Monitoring and examination of such alterations requires tools to capture and quantify features of nematode movement. In this paper, we introduce Nemo (nematode movement), a computationally efficient and robust two-dimensional object tracking algorithm for automated detection and analysis of C. elegans locomotion. This algorithm enables precise measurement and feature extraction of nematode movement components. In addition, we develop a Graphical User Interface designed to facilitate processing and interpretation of movement data. While, in this study, we focus on the simple sinusoidal locomotion of C. elegans, our approach can be readily adapted to handle complicated locomotory behaviour patterns by including additional movement characteristics and parameters subject to quantification. Our software tool offers the capacity to extract, analyze and measure nematode locomotion features by processing simple video files. By allowing precise and quantitative assessment of behavioral traits, this tool will assist the genetic dissection and elucidation of the molecular mechanisms underlying specific behavioral responses.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:00:52 GMT" } ]
2008-02-21T00:00:00
[ [ "Tsibidis", "George D.", "" ], [ "Tavernarakis", "Nektarios", "" ] ]
[ 0.0707964003, 0.1104510054, 0.0199485291, -0.0344014466, -0.0400048159, 0.0369337387, 0.0364218913, 0.0134696346, -0.0284209289, 0.0339704193, 0.0440457053, -0.0881991684, -0.0578116737, -0.0486792587, 0.0806561708, -0.0464433022, 0.0823802873, -0.0540940538, 0.0342128724, 0.1501056105, 0.1065178737, 0.0128028877, -0.0217130519, -0.1137914732, 0.0267911032, -0.102153711, 0.0055057132, 0.0256731231, 0.0247706585, -0.0138602545, -0.0155708976, -0.051292371, -0.0450155213, -0.0678330809, -0.1212267131, 0.0279360227, -0.0971430093, -0.0457428806, -0.0810333267, 0.0533936322, -0.0007757668, -0.0436416157, 0.0302797388, 0.1695018858, -0.0719817281, -0.0295254402, -0.0828113183, 0.0210934486, 0.0151533391, 0.084804818, -0.0161096826, 0.0513731875, 0.080063507, -0.0327312127, -0.0806561708, -0.0408399329, 0.0132069774, 0.0359100476, -0.0559259243, -0.1035545543, -0.0697188303, -0.0410285071, -0.0120014446, 0.0358831063, -0.0141161773, 0.0319499746, -0.1426703781, -0.0484368056, -0.0651391521, -0.0177664477, 0.0064856294, -0.0297409538, 0.0253229141, -0.0536091477, 0.0756454691, -0.1195025966, -0.0717662126, 0.0367451645, -0.0763458908, 0.0799018741, 0.0003171678, -0.0018975348, -0.0220632609, -0.1272611171, -0.0179280844, -0.0727899075, 0.0431567095, -0.0952572599, -0.1535538435, -0.0070244144, 0.0195040312, 0.0557642877, -0.0839427635, 0.1245671809, 0.0744601414, -0.0058424543, 0.0521544255, -0.120580174, 0.0864750519, 0.0390619412, -0.0595357865, 0.0061690928, -0.008533014, -0.0101628397, 0.1219810098, 0.0753221959, 0.0187766701, -0.0175509341, -0.012008179, 0.076669164, 0.0706886426, -0.0145606752, 0.0335393921, -0.048409868, 0.1087268889, -0.0379304923, 0.0313303694, -0.046658814, 0.0069166576, -0.0075025866, -0.0436416157, 0.052369941, 0.0020642215, -0.1177784875, 0.0584043376, -0.0425101668, -0.0606133565, 0.0462816656, 0.0453118533, 0.0242588129, 0.0318422168, -0.0303605571, 0.0365835279, -0.0269662086, -0.1337265372, 0.0207297672, -0.0337549038, 0.0308454633, -0.0095028272, 0.1462263614, 0.0267102867, 0.0825419202, 0.0575422794, 0.0280437805, -0.0263600759, 0.0225212295, -0.0506727658, 0.0699882209, 0.0261445604, 0.0098058945, 0.0535283275, 0.0138333151, 0.0543903857, -0.0275858119, 0.00884955, 0.0165003035, -0.02836705, 0.0215514153, -0.0806561708, 0.0126883956, -0.0896538869, 0.0114895981, 0.0735442042, 0.0596974231, 0.0051757074, 0.1052786633, -0.0963887051, 0.0085666878, -0.0606672354, 0.0281784758, 0.0123449201, -0.0734903291, -0.0417289287, -0.0624452271, 0.0061488883, -0.0701498613, -0.017456647, -0.0772079453, 0.0263600759, 0.0462277867, -0.0496221334, -0.0660012141, 0.053743843, 0.0717662126, -0.0109508131, -0.0061286837, -0.0094422139, 0.0108901998, -0.0654624254, 0.0200966951, -0.0975740328, 0.0888995901, 0.0573267676, 0.0335124508, -0.0432644673, -0.0410285071, 0.149890095, -0.007825858, 0.0921323001, -0.1068411469, 0.0462277867, 0.0369606763, 0.1302783042, -0.0772618279, 0.0070580887, -0.0054956111, 0.0516695194, -0.0083309691, -0.0366912857, 0.0115030678, 0.024501266, 0.0334316343, 0.0351018682, -0.0641154647, -0.1183172688, 0.0251747482, -0.0379304923, 0.1440712214, -0.0205546636, 0.133618772, -0.0515348241, 0.0319769122, 0.1696096361, 0.0479788408, -0.0914318785, -0.0274780542, 0.0111124488, -0.0846970603, -0.0192885175, -0.0013368613, 0.0675098076, 0.076884672, -0.0087081185, -0.0221844893, -0.0557642877, -0.0118532786, -0.033835724, 0.0063913418, -0.0208914038, 0.0148974163, 0.0314650685, 0.0032394473, -0.0578116737, 0.0038085391, -0.0819492564, 0.0693416819, -0.0695571974, -0.0536899641, -0.0199081209, 0.02249429, 0.0335663296, 0.1079725921, 0.1418083161, -0.0920245424, -0.0225481689, 0.0275184643 ]
801.1013
Stephen Jewson
Timothy Hall and Stephen Jewson
SST and North American Tropical Cyclone Landfall: A Statistical Modeling Study
null
null
null
null
physics.ao-ph
null
We employ a statistical model of North Atlantic tropical cyclone (TC) tracks to investigate the relationship between sea-surface temperature (SST) and North American TC landfall rates. The track model is conditioned on summer SST in the tropical North Atlantic being in either the 19 hottest or the 19 coldest years in the period 1950-2005. For each conditioning many synthetic TCs are generated and landfall rates computed. Compared to direct analysis of historical landfall, the track model reduces the sampling error by projecting information from the entire basin onto the coast. There are 46% more TCs in hot years than cold in the model, which is highly significant compared to random sampling and corroborates well documented trends in North Atlantic TC number in recent decades. In the absence of other effects, this difference results in a significant increase in model landfall rates in hot years, uniform along the coast. Hot-cold differences in the geographic distribution of genesis and in TC propagation do not significantly alter the overall landfall-rate difference in the model, and the net landfall rate is 1/4.7 yr in hot years and 1/3.1 yr in cold years. SST influence on genesis site and propagation does modify the geographic distribution of landfall, however. The Yucatan suffers 3 times greater landfall rate in hot years than cold, while the U.S. mid-Atlantic coast exhibits no significant change. Landfall probabilities increase in hot years compared to all years in Florida, the U.S Gulf coast, the Mexican Gulf coast, and Yucatan with at least 95% confidence.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:01:36 GMT" } ]
2008-01-08T00:00:00
[ [ "Hall", "Timothy", "" ], [ "Jewson", "Stephen", "" ] ]
[ -0.0133199235, 0.0807166398, 0.1122649238, 0.0550416969, 0.0445535704, 0.0674596429, 0.006376782, -0.0986163765, 0.0318000056, 0.0589572676, -0.0656696707, 0.041840639, -0.1292137355, 0.0426796898, 0.0054503307, 0.0163754653, 0.0459519848, 0.0684664994, -0.0445535704, 0.0025346309, 0.0090967035, -0.0064886552, -0.0795979053, -0.0510981604, 0.0049294205, 0.0208783671, 0.0105930101, 0.0443577915, 0.0797097757, 0.0444696657, 0.1259694099, -0.0647746846, -0.1063915715, 0.0020731534, -0.0067263865, 0.1029234976, 0.03524011, 0.080269143, -0.0355477631, 0.0955398604, 0.0189345684, -0.0012183709, 0.0176480245, 0.1633351147, -0.0646068677, -0.0490285046, 0.0508744158, -0.097553581, 0.0032495719, 0.0397709832, -0.0403862856, 0.010697891, -0.0354638584, -0.1185857728, 0.0019717682, -0.1061118916, 0.0510981604, 0.084576264, 0.0430153124, -0.1849266738, -0.0410015918, -0.0537271872, 0.0295625385, -0.0151728261, 0.0451129377, 0.0484132022, 0.0454205871, -0.0512100346, -0.1142227128, 0.0725498796, -0.1307799667, -0.080213204, 0.1354786456, -0.0377852321, -0.0333942026, -0.0406939387, -0.1238438189, -0.0550137311, 0.0007704404, 0.004160291, 0.0408058129, 0.0575588495, -0.0012437173, 0.0447493494, -0.0638237596, -0.0403583199, 0.0036498688, 0.0036149083, -0.092183657, 0.0851915702, 0.0240527745, 0.0422042273, 0.002691953, 0.0154664936, 0.0904496163, -0.0593488216, 0.0233255979, 0.0041847634, 0.0755704641, -0.1569583416, -0.033701852, -0.018962536, 0.029786285, -0.0152986832, 0.0570554174, 0.041197367, -0.0952042341, 0.0265699252, 0.0174382608, 0.0252134614, 0.0526923575, -0.0666205883, -0.0051706475, 0.0857509375, -0.0096490784, -0.0060761222, -0.0628168955, -0.0222488157, -0.0169628002, 0.0058383914, -0.0097609516, 0.0056810696, 0.0323593728, 0.0837931558, 0.0929108337, -0.0218153074, -0.0502591096, -0.0287514552, -0.005303497, -0.0734448656, 0.0460358933, -0.0387081876, -0.0089848302, -0.0265279729, -0.0907852426, -0.0738923624, -0.0146134589, 0.0550416969, -0.0272131972, 0.0884358957, 0.0230179466, 0.1363736391, 0.047658056, 0.1113140061, 0.0464554168, 0.039659109, 0.0233255979, 0.0533076599, 0.0243744105, 0.076857008, -0.0370021164, 0.0122920861, -0.0133548835, 0.008907917, 0.0911208615, -0.1034269333, 0.0775841847, 0.0065900409, -0.0412253365, -0.0427076593, 0.0100825876, -0.0169068631, 0.0818353668, 0.1047694087, -0.042791564, 0.0741720423, -0.084632203, 0.0286395829, -0.1035947427, -0.0397709832, -0.0169907678, -0.1612095237, 0.0628728345, -0.069361493, -0.0086422181, 0.0104042236, -0.0729973763, -0.1023641303, 0.0213817973, 0.0512939394, 0.0017637536, -0.0144036962, -0.0553773195, -0.0252554137, -0.1153414473, -0.0245282371, 0.027353039, 0.1877235174, -0.0485530421, -0.050343018, -0.0353799537, -0.0403023809, 0.1329055578, 0.0346807465, -0.060803175, 0.0181794222, 0.0411414318, 0.0674596429, -0.0338976309, -0.0552374758, -0.0115858857, 0.012522825, -0.0366944671, -0.0576707236, -0.0254092384, 0.0593488216, 0.0514617488, 0.1401773393, -0.0800453946, 0.0369461812, 0.0222348329, -0.0149071263, 0.0325831175, 0.0974417031, -0.0099497382, 0.0068172836, -0.1546089947, -0.0043315971, 0.0567197986, 0.0843525231, -0.0361350998, 0.0154944621, 0.0107118748, 0.0150329843, -0.095316112, 0.0867018625, 0.1261931658, 0.0062614125, 0.0500633344, -0.0425678156, 0.073668614, 0.0870934203, 0.0218992122, -0.1133836582, -0.0837372169, -0.0458960496, 0.0158160981, -0.019214252, -0.0429593734, 0.0157461762, -0.0539509319, 0.0269474983, -0.0220670216, 0.0052860165, -0.0581182167, 0.0162915587, -0.0304015875, -0.0752348378, -0.0429593734, 0.0430992171, 0.036330875, -0.0258007962, -0.0174382608, 0.0027548817, 0.0157741457, -0.0386802182 ]
801.1014
Cornelis Jacominus Van Der Beek
Panayotis Spathis (LSI), Sylvain Colson (LSI), Feng Yang (LSI), Cornelis Jacominus Van Der Beek (LSI), Piotr Gierlowski (IFPAN), Takasada Shibauchi, Yuji Matsuda, Marat Gaifullin (NIMS), Ming Li (KOL), Peter H. Kes (KOL)
Nature of c-axis coupling in underdoped Bi2Sr2CaCu2O8 with varying degrees of disorder
10 pages, 9 Figures
null
10.1103/PhysRevB.77.104503
null
cond-mat.supr-con
null
The dependence of the Josephson Plasma Resonance (JPR) frequency in heavily underdoped Bi2Sr2CaCu2O8+\delta on temperature and controlled pointlike disorder, introduced by high-energy electron irradiation, is cross-correlated and compared to the behavior of the ab-plane penetration depth. It is found that the zero temperature plasma frequency, representative of the superfluid component of the c-axis spectral weight, decreases proportionally with T_c when the disorder is increased. The temperature dependence of the JPR frequency is the same for all disorder levels, including pristine crystals. The reduction of the c-axis superfluid density as function of disorder is accounted for by pair-breaking induced by impurity scattering in the CuO2 planes, rather than by quantum fluctuations of the superconducting phase. The reduction of the c-axis superfluid density as function of temperature follows a T^{2}--law and is accounted for by quasi-particle hopping through impurity induced interlayer states.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:04:17 GMT" } ]
2009-11-13T00:00:00
[ [ "Spathis", "Panayotis", "", "LSI" ], [ "Colson", "Sylvain", "", "LSI" ], [ "Yang", "Feng", "", "LSI" ], [ "Van Der Beek", "Cornelis Jacominus", "", "LSI" ], [ "Gierlowski", "Piotr", "", "IFPAN" ], [ "Shibauchi", "Takasada", "", "NIMS" ], [ "Matsuda", "Yuji", "", "NIMS" ], [ "Gaifullin", "Marat", "", "NIMS" ], [ "Li", "Ming", "", "KOL" ], [ "Kes", "Peter H.", "", "KOL" ] ]
[ 0.042000033, -0.0313950256, 0.0361987799, 0.0037767219, -0.0016151966, 0.0646275505, -0.0468037874, -0.0258562714, 0.0021607049, -0.0849450678, 0.0575400479, 0.03772128, 0.0024100801, 0.0743925571, 0.0786975622, 0.0156581383, -0.0868875682, 0.0229031444, -0.0296625234, 0.0270112716, -0.1152900904, -0.0834750682, 0.0070153181, -0.0139781367, -0.0328387767, -0.1272601038, 0.0416325331, 0.0092137577, 0.1103550866, -0.0088068824, 0.0954450741, -0.0524212942, -0.061740052, -0.0435487852, -0.0919800773, 0.0334687755, 0.0515025407, 0.1218001023, -0.0630000532, -0.0107756341, -0.0171281397, -0.0761775598, -0.0733950585, 0.050688792, 0.0599025488, -0.0055584419, -0.0311850253, 0.0312637761, -0.0254493952, 0.0541275442, -0.0131775104, 0.0366187803, -0.014765637, -0.0717150569, -0.0628425479, -0.0047873477, 0.0793800652, 0.0570150465, 0.0009827352, -0.1286251098, 0.0469875373, -0.0341775268, 0.0243075192, -0.0294262748, -0.0592200495, -0.0145950122, 0.0301350243, 0.0145293865, 0.1230600998, 0.0824250653, -0.0465675369, 0.0694050565, 0.0151725123, -0.0024166426, 0.0467512868, 0.0457012877, -0.0264337715, -0.0376950316, 0.0255937707, 0.0562275462, -0.0632100552, -0.0462787859, 0.1040550843, 0.0124031352, -0.030292524, -0.0319462754, 0.0185325146, 0.0338887759, 0.0449925363, -0.0181125142, 0.0645750538, -0.0202518906, -0.0544425435, 0.0705600604, 0.0044920351, -0.1134000942, 0.1008000821, -0.0437587872, 0.0559650473, 0.007048131, -0.0274837725, 0.0011673056, 0.0829500705, -0.0142275114, 0.1483651251, 0.0030007055, -0.1261050999, -0.1126650944, -0.1215901002, -0.0313950256, 0.1921501607, 0.0854175687, -0.068040058, 0.023139393, -0.1131900921, -0.0903525725, -0.0328650251, -0.0630000532, -0.0851550698, 0.1055250838, -0.0761775598, 0.0520800427, 0.0882525742, 0.0074090688, 0.0043181283, -0.0663600564, 0.1365001053, -0.0643650517, -0.0788025633, -0.0821100697, 0.0253968965, -0.0189918913, -0.0886725709, -0.0917700753, -0.0790650621, 0.0171018895, 0.0513187908, 0.085102573, 0.1199100986, -0.0649425536, 0.0663600564, 0.1024275869, 0.1562401205, 0.0246881451, 0.0911925733, -0.0125409476, 0.0559125468, 0.0536287948, -0.0064148488, 0.0369075313, 0.0101784458, -0.0469350368, 0.0779100657, -0.0098634455, 0.0735000595, -0.0988050774, 0.0886725709, 0.0479850397, 0.0448875353, -0.0695100576, 0.1383901089, -0.0382725298, 0.0085443817, -0.0116156349, 0.1056300849, -0.0455962867, -0.1064700857, 0.0227981433, -0.0778050646, -0.0752850622, -0.0222468935, -0.1171800941, -0.0969150811, -0.0221287683, 0.0763350651, 0.0920325741, -0.0222600177, -0.0413175337, -0.016957514, 0.0350175276, 0.1025325805, -0.0253312699, -0.0334950276, -0.0037996906, 0.0453862883, -0.0131250108, 0.0244650207, 0.149520129, 0.0155006377, 0.0133284479, 0.0018998453, 0.0935550779, 0.0348862782, 0.0653100535, -0.0411337838, -0.0539700426, 0.033731278, 0.1130850911, 0.0247931443, 0.03790503, -0.0328125283, 0.0186243895, 0.0434700362, 0.0078750066, -0.0357787795, -0.0291112736, 0.0374587812, -0.0341775268, 0.0199237671, -0.0118584475, 0.0250162706, 0.0205800161, 0.072712563, 0.0107493838, 0.0095550073, -0.0389550328, -0.0299775247, 0.0310275257, -0.0168000143, 0.0444150381, -0.0227850191, 0.0227062684, -0.0122653227, 0.1126650944, 0.0096140699, 0.0652575567, 0.0109725092, 0.0252131447, -0.0162618887, 0.0343350284, 0.0281925239, 0.0693000555, 0.0797475651, 0.0280087721, -0.0602700487, -0.0231656432, -0.0049317228, -0.033337526, 0.0117731346, -0.014201262, -0.1283100992, 0.0103096962, -0.0774375647, 0.0994875804, 0.0294262748, 0.0437325351, -0.0580125488, -0.0390600301, 0.1055775881, 0.0259481464, -0.0930300727, 0.0333637781, -0.0947625786, -0.0064640678, -0.0761775598, -0.0067265681 ]
801.1015
Tomi Paananen
T. Paananen, T. K. Koponen, P. Torma, and J. -P. Martikainen
Noise correlations of the ultra-cold Fermi gas in an optical lattice
25 pages, 11 figures. Some figures are updated and text has been modified
Phys. Rev. A 77, 053602 (2008)
10.1103/PhysRevA.77.053602
null
cond-mat.other
null
In this paper we study the density noise correlations of the two component Fermi gas in optical lattices. Three different type of phases, the BCS-state (Bardeen, Cooper, and Schieffer), the FFLO-state (Fulde, Ferrel, Larkin, and Ovchinnikov), and BP (breach pair) state, are considered. We show how these states differ in their noise correlations. The noise correlations are calculated not only at zero temperature, but also at non-zero temperatures paying particular attention to how much the finite temperature effects might complicate the detection of different phases. Since one-dimensional systems have been shown to be very promising candidates to observe FFLO states, we apply our results also to the computation of correlation signals in a one-dimensional lattice. We find that the density noise correlations reveal important information about the structure of the underlying order parameter as well as about the quasiparticle dispersions.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:08:40 GMT" }, { "version": "v2", "created": "Tue, 22 Apr 2008 09:20:31 GMT" }, { "version": "v3", "created": "Wed, 23 Apr 2008 05:22:56 GMT" } ]
2008-05-08T00:00:00
[ [ "Paananen", "T.", "" ], [ "Koponen", "T. K.", "" ], [ "Torma", "P.", "" ], [ "Martikainen", "J. -P.", "" ] ]
[ -0.0721830204, -0.1096584126, -0.1238846704, -0.0549675934, 0.0497918949, 0.0326594971, 0.0120881656, -0.057071086, -0.0663153827, 0.0188068878, 0.0243839119, 0.0654297024, -0.0411565006, 0.0552166924, 0.0477714352, -0.0072307573, 0.0128077818, 0.0168694612, 0.0117491158, -0.0330469832, -0.1355092376, -0.1217811778, 0.0038817748, -0.0762239471, -0.0986981094, -0.0545801073, 0.1484623253, 0.032050591, 0.0980338454, -0.0187100172, 0.057569284, -0.0301685184, -0.0153195178, -0.0455295518, -0.0104759485, 0.0885681286, -0.0110640964, -0.0089052487, -0.1028497368, -0.0524766147, -0.1321879327, -0.0404092073, -0.0943250582, -0.001788661, 0.0751722008, -0.0254633371, 0.0363406092, -0.0188068878, 0.0287569631, 0.0133474935, -0.0345969237, 0.0714634061, -0.0348737016, -0.0633815676, -0.0387485549, 0.0386655219, 0.053860493, 0.0538328141, 0.1026283205, -0.0126002003, 0.0350120887, -0.0897305831, 0.0831986815, 0.0828665569, -0.0559086315, 0.0311925877, -0.0554104336, 0.0319398828, 0.133737877, 0.2069172859, -0.0055043707, 0.0001112507, 0.0700241774, -0.082368359, -0.0029563073, 0.0199693441, -0.0421805717, -0.0238718782, -0.0498749278, 0.0283141229, 0.0359254479, 0.0888449028, 0.0647654459, -0.0085108439, -0.0283002853, -0.063602984, -0.0434537381, 0.0546354651, -0.0580674782, -0.0593406446, 0.0365620293, -0.0355656371, -0.0948232487, 0.0350951217, 0.0081648743, -0.0911144614, 0.138055563, -0.0655957684, 0.036063835, -0.0605031028, -0.0505115092, -0.0243147183, 0.0123095857, -0.0751722008, 0.1621903777, 0.0341264084, -0.1035693511, -0.0382226817, 0.011493098, 0.0031881067, 0.0110917743, 0.0185301136, -0.0303622615, 0.0155962938, -0.061112009, -0.0230415519, -0.0290337391, -0.0016009727, 0.0043799705, 0.0490169227, -0.0271378271, 0.0134928003, 0.1346235573, 0.1017426327, 0.0384994596, -0.0449760035, 0.0946571827, -0.1317450851, -0.0315247178, 0.0025774708, 0.0407413393, -0.0012255961, -0.0533069409, -0.0074590971, -0.0792684704, -0.0046878834, 0.0021882555, -0.0051480224, 0.0502624139, -0.0815933868, 0.0741758049, 0.0612227172, 0.192414254, 0.0535006858, 0.025158884, 0.0631047934, -0.0165234916, 0.0259200167, -0.0501793809, 0.0001711467, -0.0150980977, -0.0522275195, 0.1064478159, 0.0064281086, 0.0454188436, -0.0773310438, 0.0860771462, 0.082700491, -0.0032036752, -0.1565441638, 0.0797666684, 0.0282034129, 0.0378905535, 0.0380289406, 0.1200098097, 0.0381119736, -0.0689724311, 0.0298640653, -0.0792684704, -0.0352888629, -0.0207858328, 0.0130430404, -0.1020194143, -0.0084139723, 0.0248544309, 0.053362295, 0.0165788457, -0.0568496659, -0.0253803041, -0.0143784815, 0.0110018216, -0.0649315119, 0.0230830684, -0.0425127, -0.0194019545, 0.0588424504, 0.0001284411, 0.0661493167, 0.0224464852, -0.0263766963, -0.1375020146, 0.0803755745, 0.0896752253, 0.1161349565, -0.0222942587, -0.1087727323, 0.010517465, 0.0786042139, -0.015707003, -0.0297256783, -0.039274428, -0.0198171176, 0.0696920455, -0.046138458, 0.0279681534, -0.0384441018, 0.0830326229, -0.0602263249, -0.0486847907, 0.0135412365, -0.0089744423, 0.0694706216, 0.0761685893, -0.0471348502, -0.1113190651, -0.0031517798, -0.0718508959, 0.1163563803, 0.049515117, 0.050317768, 0.021422416, -0.0157208424, 0.0571817979, 0.1037354171, 0.0245499779, 0.023262972, 0.0579014122, -0.0817594528, 0.036063835, 0.002093114, 0.049902603, 0.0062585836, -0.0468027182, -0.019997023, -0.0201215707, 0.0503454432, 0.0077289529, -0.0265150834, 0.0390806869, -0.0489338897, -0.0696920455, -0.0360361561, -0.0063796728, 0.046276845, 0.0528641008, 0.0172569454, -0.0554381125, 0.0017488746, 0.0995837897, -0.0949893147, -0.0445885174, 0.0908376873, -0.0675885528, -0.0850807577, -0.0424850248, -0.0340710506 ]
801.1016
J. S. Kaastra
V. Petrosian, Y. Rephaeli, A. Bykov
Nonthermal radiation mechanisms
17 pages, 6 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 10; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9327-2
null
astro-ph
null
In this paper we review the possible radiation mechanisms for the observed non-thermal emission in clusters of galaxies, with a primary focus on the radio and hard X-ray emission. We show that the difficulty with the non-thermal, non-relativistic Bremsstrahlung model for the hard X-ray emission, first pointed out by Petrosian (2001) using a cold target approximation, is somewhat alleviated when one treats the problem more exactly by including the fact that the background plasma particle energies are on average a factor of 10 below the energy of the non-thermal particles. This increases the lifetime of the non-thermal particles, and as a result decreases the extreme energy requirement, but at most by a factor of three. We then review the synchrotron and so-called inverse Compton emission by relativistic electrons, which when compared with observations can constrain the value of the magnetic field and energy of relativistic electrons. This model requires a low value of the magnetic field which is far from the equipartition value. We briefly review the possibilities of gamma-ray emission and prospects for GLAST observations. We also present a toy model of the non-thermal electron spectra that are produced by the acceleration mechanisms discussed in an accompanying paper.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:06:14 GMT" } ]
2009-11-13T00:00:00
[ [ "Petrosian", "V.", "" ], [ "Rephaeli", "Y.", "" ], [ "Bykov", "A.", "" ] ]
[ -0.0252897628, 0.056496907, -0.0590798892, -0.0266751815, -0.0462354161, 0.0443568826, -0.000586675, 0.0105726235, 0.0121400254, -0.0351285823, -0.0833599418, 0.0501568541, -0.0476443172, -0.0070327614, -0.0577649176, -0.0140185589, -0.0042384421, 0.0155448681, 0.0143120801, 0.0603009388, -0.0945372209, -0.0014903524, 0.003225795, -0.0045965374, -0.1638081521, -0.0419617519, -0.0006761988, 0.0271213334, 0.0672045499, -0.0928465351, 0.0464467518, -0.0475269072, -0.0589390025, -0.1237014532, 0.0257359147, 0.1611782014, -0.0861307755, -0.0470572747, -0.0150282709, 0.0083946986, 0.0556046031, -0.0138189653, -0.1283977926, 0.0841113552, -0.0340014622, 0.0195719749, -0.0333909392, -0.0870230794, -0.0023643109, 0.0238456391, -0.0473860167, 0.0619446561, 0.0298452079, -0.0119169494, -0.1342212409, -0.0377350487, -0.0470807552, 0.0060347901, -0.101816535, -0.060864497, -0.0568726137, -0.0910619274, 0.0733567476, -0.038885653, -0.0341423526, 0.0278492644, 0.0724644437, 0.0054594893, 0.0491706245, 0.1067946479, 0.0812935531, -0.0835008323, -0.0057911677, -0.0061580688, 0.0361852609, 0.0076667666, -0.0194428265, -0.0623673238, -0.0137367789, 0.0731219351, 0.0235286374, 0.002509604, 0.0554637127, -0.0424313843, -0.0495932959, 0.0290468298, 0.0129853655, 0.0021148182, -0.0646685287, -0.0627899989, -0.0318881124, -0.0089699989, 0.0458362252, -0.0089641288, 0.0303148404, 0.004179738, 0.0460240804, -0.0452491865, 0.1340333968, 0.0601600483, -0.0189731922, 0.0015644665, -0.0128796976, -0.1436139196, 0.0926117226, -0.0526928753, -0.1053857505, 0.0560742356, 0.0286711231, 0.017505588, 0.1474649161, 0.0306201018, -0.0742490515, 0.1102699414, -0.1401386261, -0.0648094192, -0.1786485761, -0.0057618157, -0.1252982169, 0.0725114048, -0.0200063866, 0.1483102441, 0.0083125122, -0.0102849733, 0.1006894186, -0.0991865918, 0.0498281121, -0.1051039696, -0.0558394194, -0.008024862, 0.1827813536, -0.1237014532, 0.0401771441, -0.0419852324, -0.074342981, -0.0736385286, 0.1310277432, -0.077771306, -0.014981308, -0.0315593705, 0.0400597341, -0.0136780748, -0.0361852609, 0.060817536, -0.00701515, 0.1034132913, 0.0174938478, -0.0445447341, 0.0423844196, 0.008471014, 0.0570135042, -0.0309018828, 0.0563090518, -0.0115060201, -0.0226715561, -0.1278342307, 0.0958521888, 0.1388236582, -0.0475034267, -0.1049161181, 0.0420087129, 0.0245618299, -0.0439342111, 0.0301739499, -0.0295164641, 0.0235873405, -0.0847688392, 0.0363026671, -0.0923299417, -0.0462823771, -0.0326630063, -0.058845073, -0.0694118291, -0.0308314376, -0.0320994481, 0.0646215677, 0.1111152768, -0.0850036591, 0.0132906269, 0.0954295248, -0.0013164413, 0.081857115, 0.052458059, -0.0282954164, -0.0111009609, -0.0049135401, -0.0099914521, -0.0149930483, -0.0664061755, -0.039331805, 0.0161084272, 0.0008526783, -0.0533503629, 0.125392139, -0.0917194188, -0.0587041825, -0.0142768575, -0.0806830302, -0.0284832697, -0.006510294, 0.0761275887, 0.0812935531, 0.0926117226, -0.0439107306, -0.0356686637, -0.0411398932, 0.0477147624, 0.035339918, -0.0448499955, 0.028718086, 0.003760003, -0.0689421967, 0.0200650897, -0.0220727734, -0.0581406243, -0.0836417228, -0.0192901958, 0.0664531365, 0.0668758079, 0.0725583732, -0.0114238346, 0.0160497241, 0.0762684792, 0.04139819, 0.1021922454, -0.0248201285, 0.0511430837, -0.0553697869, 0.0418208614, 0.0332500488, -0.0199711639, 0.0673454404, -0.0140890041, -0.0185035579, 0.0532564372, -0.0570135042, 0.0658895746, 0.0322168544, -0.0631657019, -0.0542896278, -0.0121987294, 0.0633065924, -0.0043294337, -0.0205816869, -0.0194428265, 0.0041768025, -0.0623203628, -0.0505795255, 0.0642458573, -0.014922604, 0.0735915676, 0.045108296, -0.0330152325, -0.0059878267, 0.0265577734, 0.0079426765 ]
801.1017
Bernhard W. Keil
Ahmad Hujeirat, Max Camenzind and Bernhard W. Keil (ZAH, Landessternwarte K\"onigstuhl (LSW), Universit\"at Heidelberg)
An implicit numerical algorithm for solving the general relativistic hydrodynamical equations around accreting compact objects
30 pages, 8 figures, to be published in New Astronomy
New Astron.13:436-450,2008
10.1016/j.newast.2007.12.004
null
astro-ph
null
An implicit algorithm for solving the equations of general relativistic hydrodynamics in conservative form in three-dimensional axi-symmetry is presented. This algorithm is a direct extension of the pseudo-Newtonian implicit radiative magnetohydrodynamical solver -IRMHD- into the general relativistic regime. We adopt the Boyer-Lindquist coordinates and formulate the hydrodynamical equations in the fixed background of a Kerr black hole. The set of equations are solved implicitly using the hierarchical solution scenario (HSS). The HSS is efficient, robust and enables the use of a variety of solution procedures that range from a purely explicit up to fully implicit schemes. The discretization of the HD-equations is based on the finite volume formulation and the defect-correction iteration strategy for recovering higher order spatial and temporal accuracies. Depending on the astrophysical problem, a variety of relaxation methods can be applied. In particular the vectorized black-white Line-Gauss-Seidel relaxation method is most suitable for modeling accretion flows with shocks, whereas the Approximate Factorization Method is for weakly compressible flows. The results of several test calculations that verify the accuracy and robustness of the algorithm are shown. Extending the algorithm to enable solving the non-ideal MHD equations in the general relativistic regime is the subject of our ongoing research.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:10:46 GMT" } ]
2009-06-23T00:00:00
[ [ "Hujeirat", "Ahmad", "", "ZAH,\n Landessternwarte Königstuhl" ], [ "Camenzind", "Max", "", "ZAH,\n Landessternwarte Königstuhl" ], [ "Keil", "Bernhard W.", "", "ZAH,\n Landessternwarte Königstuhl" ] ]
[ 0.0235099383, 0.0502305999, 0.0262430348, -0.0326114148, 0.0356894657, -0.0559356064, 0.0178978015, 0.0589605868, 0.0078742374, -0.0497795045, -0.0283658281, -0.0485854335, -0.1912636906, 0.0442867801, 0.0302498061, 0.073501721, 0.1300210953, -0.0115891257, 0.0554579794, 0.1174966171, -0.0430661738, -0.0684600919, 0.0837441981, 0.0455339178, -0.1118712127, -0.0163322426, 0.0176855233, 0.0116355615, 0.1046006456, -0.0792863369, 0.1029024124, -0.0245978683, -0.0817275494, -0.0285250377, -0.0495937616, 0.1053966954, -0.0460911542, 0.0542108379, -0.0526983477, 0.0115028871, 0.0638430119, -0.0799231753, -0.0506551601, 0.0668679923, -0.1423332989, 0.0158678815, 0.0129689416, -0.0012554333, 0.1488078237, 0.0077481959, -0.0674517602, -0.0090417732, 0.0293741543, 0.0226608198, -0.0526452772, 0.0315500163, 0.0125178471, 0.0097582163, -0.03263795, -0.03263795, 0.000728881, -0.0679293871, -0.1333114356, 0.0505490191, -0.0568377934, -0.0208299104, 0.0022305916, 0.0115625905, -0.0306743644, 0.0096520763, -0.0431457758, 0.0105011938, 0.0546619296, -0.0904309973, -0.0460115485, -0.0270523485, 0.0074032419, 0.0545027219, 0.0001974571, 0.0675579011, 0.0694684163, -0.014328856, 0.0085508777, -0.0408637747, -0.0825766623, 0.0073501724, 0.0056121349, 0.0111247646, -0.1439253986, -0.089210391, -0.0169558134, 0.0601281226, -0.0416067503, 0.023669146, 0.0447113365, -0.0754122362, 0.0545027219, 0.0162791722, 0.1695050597, 0.0548742115, -0.0194102917, -0.0496733673, 0.0639491528, -0.0874590874, 0.147109583, -0.0118942773, -0.0303294118, 0.0919700265, 0.0433049873, 0.1145247072, -0.0032803793, -0.0139440997, -0.0463565029, -0.0586421676, -0.0374142341, 0.020843178, -0.0779065192, 0.0095459372, -0.1965706795, 0.1016818061, -0.0584829599, -0.034017764, 0.0898472294, -0.0057547605, 0.0661780834, -0.0599158444, 0.049752973, -0.0836380646, -0.1584665328, 0.0168364048, 0.0130220111, 0.0296660382, -0.0345749967, -0.1526288539, -0.01049456, -0.0312050637, 0.0608180314, 0.0281004775, 0.1254570931, -0.0658065975, 0.0579522625, 0.1130387485, 0.0476567112, -0.0266941283, 0.0522207171, 0.1410596222, 0.0270258132, -0.0009660369, -0.051026646, -0.0105608972, -0.1213176474, 0.0821521059, 0.0249162875, -0.0438887551, -0.0715912059, -0.0469402708, 0.0347076729, 0.0351587646, 0.0230455771, -0.0222229939, -0.0804008022, 0.0330359712, -0.0079803765, 0.0041692988, -0.0167700686, 0.0278616641, -0.0451624319, -0.0648513362, -0.1197255477, -0.0575807728, -0.0445255935, -0.055298768, -0.0929783508, -0.0030614662, 0.0834257826, 0.1069357172, 0.1324623078, -0.0636838004, -0.0501775295, 0.0774288923, 0.0122259632, -0.0061627347, 0.0724403262, -0.0322929956, 0.0028392363, 0.0494876206, -0.0457461998, -0.0195695013, 0.0014420069, 0.002696611, -0.056784723, 0.0638430119, 0.0123122018, 0.038289886, -0.0531759746, -0.0409964472, 0.0757306591, -0.0129357725, 0.044658266, 0.0157750081, 0.0927130058, 0.0146605419, 0.0974362195, -0.011071695, -0.0362466983, 0.0061030313, 0.0191714782, 0.0772696808, -0.0007720003, -0.0037248391, 0.0316826925, 0.0234966706, -0.0163720436, 0.1520981491, -0.0366712585, 0.0396962389, -0.0447378717, 0.0526718125, 0.0180172101, 0.039590098, -0.0931906328, 0.0622509159, -0.0076884925, 0.0272248257, -0.0003745984, -0.0125775514, 0.0770043358, 0.0402800068, 0.0239344966, 0.0014221057, 0.107731767, -0.0013192829, -0.0463299677, 0.0694153458, 0.0467810594, -0.0495141558, 0.0257919412, 0.0384225622, -0.031735763, -0.1014164537, 0.020445155, -0.007164428, -0.0797639638, -0.0580583997, -0.0433845893, -0.0387675166, -0.0533351861, -0.0319745764, 0.0176855233, -0.0803477317, 0.0348403491, -0.0561478883, 0.0333013237, -0.0057282252, -0.0993467346, 0.0487977155 ]
801.1018
Cyril Georgy
Andr\'e Maeder, Cyril Georgy, Georges Meynet
Convective envelopes in rotating OB stars
4 pages, 3 figures, accepted by Astronomy and Astrophysics
A&A 479, 37, 2008
10.1051/0004-6361:20079007
null
astro-ph
null
We study the effects of rotation on the outer convective zones of massive stars. We examine the effects of rotation on the thermal gradient and on the Solberg--Hoiland term by analytical developments and by numerical models. Writing the criterion for convection in rotating envelopes, we show that the effects of rotation on the thermal gradient are much larger and of opposite sign to the effect of the Solberg-Hoiland criterion. On the whole, rotation favors convection in stellar envelopes at the equator and to a smaller extent at the poles. In a rotating 20 Msun star at 94% of the critical angular velocity, there are two convective envelopes, with the bigger one having a thickness of 13.2% of the equatorial radius. In the non-rotating model, the corresponding convective zone has a thickness of only 4.6% of the radius. The occurrence of outer convection in massive stars has many consequences.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:15:41 GMT" } ]
2008-07-31T00:00:00
[ [ "Maeder", "André", "" ], [ "Georgy", "Cyril", "" ], [ "Meynet", "Georges", "" ] ]
[ 0.0903657228, 0.0494284034, 0.1053409129, -0.0051621934, 0.0108197005, 0.0635030195, 0.0402168632, -0.057739377, -0.0345818736, -0.0291012619, -0.0030362061, -0.0123249376, -0.0353023261, 0.0642749369, 0.0657673106, 0.0791471973, 0.0045768232, 0.0654070824, 0.0204429291, 0.143988207, -0.0075840824, -0.0670538396, 0.0532107987, 0.0315971263, 0.0037084168, 0.0323433131, -0.0267855115, 0.0338099562, 0.0660760775, -0.1895827651, 0.0718911812, -0.0431244187, 0.0239036903, -0.0942253098, -0.1304024756, 0.1009152532, -0.0356882848, 0.0365631245, 0.0128202513, 0.0111413319, -0.0338871479, 0.0520529225, -0.02300312, 0.117537193, -0.0060273837, -0.0402940549, 0.031983085, -0.0490167141, 0.110641405, -0.0066191866, -0.0921668634, 0.0423267707, 0.0703988075, -0.0655100048, 0.0010380673, -0.047292769, -0.0600036643, 0.0695754364, 0.0032693893, -0.0733320937, 0.0015896661, -0.130196631, -0.0215750746, -0.0076162457, 0.0060788449, -0.0363315493, -0.0678772181, -0.0206873696, 0.0239680167, 0.0724572539, -0.0680830628, -0.0391361825, 0.1437823623, -0.0858371481, -0.0542914793, -0.1035912335, 0.0326778106, 0.014203269, -0.0117138373, 0.0147436103, 0.0793015808, 0.0025794886, 0.0594890527, 0.0603638925, -0.0534166396, 0.0594375916, 0.0830067843, 0.0369233526, -0.06751699, 0.0219996292, -0.0478331111, 0.0775004476, -0.0162617136, -0.0021163386, 0.0793530419, -0.0268369727, 0.0678772181, -0.0110577075, 0.0766770691, 0.0212534424, -0.0750303119, 0.0038177718, 0.0101442728, -0.0385958403, 0.1081712693, 0.0002922831, 0.0201470274, 0.0219867639, -0.0240838043, -0.0328064635, 0.0571218431, -0.0336813033, -0.0549604744, 0.0119775757, -0.0226557571, -0.0036054947, -0.0480646864, 0.0061238729, -0.1415180713, 0.033758495, 0.0565557703, 0.0184359457, -0.016235983, 0.0974159017, 0.0597978197, -0.0672596842, -0.0322918519, -0.0277632736, -0.0719426423, 0.0381841511, 0.0250615645, -0.0195809565, 0.0129875001, -0.1907149106, -0.0886675045, 0.0595919751, 0.0329351164, 0.0459290482, 0.1151699871, 0.066539228, 0.0343760289, 0.0575849935, 0.049145367, 0.0181014482, -0.0183201581, 0.0431244187, -0.0190534797, -0.0011232997, 0.0000396763, 0.0733320937, -0.1055982187, -0.0750817731, -0.0576364547, 0.0081179915, -0.0113214459, -0.0064422889, 0.0809997991, 0.0515897721, -0.020391468, 0.0181529094, 0.0418636203, -0.0319316238, -0.0699356571, -0.0478588417, 0.0887704268, 0.0735893995, -0.0223727208, 0.0229130629, -0.0443337522, -0.0787869766, 0.1225803867, -0.0185517333, -0.0625767186, -0.0321889296, 0.0309538636, 0.0797647312, 0.009468846, -0.0641720146, -0.0271457396, 0.1653960347, 0.0104273092, 0.0381326899, 0.0875868276, 0.0175096449, 0.0225013737, 0.102459088, 0.0592832081, -0.024727067, -0.0140617508, -0.0292041842, -0.04273846, -0.0422238484, 0.0938650817, -0.0124149946, -0.0726630986, -0.091394946, 0.0820290223, 0.026939895, -0.036408741, 0.0265796687, 0.1989486814, 0.0683403686, 0.1320492327, -0.0980334282, -0.1173313484, 0.0682889074, 0.0008515207, 0.0964381397, -0.0428156517, 0.0313398205, 0.0342988372, -0.0020294979, -0.0168406516, 0.047961764, 0.0395221375, -0.0660760775, -0.0663848445, 0.0237621721, 0.0644807816, 0.1101267934, -0.0358941294, 0.0491968282, 0.052207306, 0.0793015808, -0.0185903292, 0.0658702329, 0.0893879607, 0.0355339013, 0.0573791489, 0.0253446009, 0.036408741, 0.0164675582, -0.02946149, 0.0167891905, 0.0454658978, -0.0738467053, -0.0230545811, 0.1081712693, -0.0063457992, -0.0832640901, -0.0092951646, 0.2109905928, -0.0379525758, -0.0287667662, -0.0649953932, 0.0346590653, -0.0348134451, -0.0075840824, 0.069112286, -0.045208592, 0.0687520579, 0.0467266962, -0.0155412583, 0.0458003953, -0.0083688647, 0.0504576266 ]
801.1019
Jean-Eric Wegrowe
J.-E. Wegrowe, S. M. Santos, M.-C. Ciornei, H.-J. Drouhin, J. M. Rub\'i
Magnetization reversal driven by spin-injection : a mesoscopic spin-transfer effect
20 pages, 2 figures
null
10.1103/PhysRevB.77.174408
null
cond-mat.mes-hall
null
A mesoscopic description of spin-transfer effect is proposed, based on the spin-injection mechanism occurring at the junction with a ferromagnet. The effect of spin-injection is to modify locally, in the ferromagnetic configuration space, the density of magnetic moments. The corresponding gradient leads to a current-dependent diffusion process of the magnetization. In order to describe this effect, the dynamics of the magnetization of a ferromagnetic single domain is reconsidered in the framework of the thermokinetic theory of mesoscopic systems. Assuming an Onsager cross-coefficient that couples the currents, it is shown that spin-dependent electric transport leads to a correction of the Landau-Lifshitz-Gilbert equation of the ferromagnetic order parameter with supplementary diffusion terms. The consequence of spin-injection in terms of activation process of the ferromagnet is deduced, and the expressions of the effective energy barrier and of the critical current are derived. Magnetic fluctuations are calculated: the correction to the fluctuations is similar to that predicted for the activation. These predictions are consistent with the measurements of spin-transfer obtained in the activation regime and for ferromagnetic resonance under spin-injection.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:16:50 GMT" } ]
2009-11-13T00:00:00
[ [ "Wegrowe", "J. -E.", "" ], [ "Santos", "S. M.", "" ], [ "Ciornei", "M. -C.", "" ], [ "Drouhin", "H. -J.", "" ], [ "Rubí", "J. M.", "" ] ]
[ 0.0375801846, 0.0135997813, -0.1205551773, -0.0499202944, -0.0127600012, 0.0420123599, 0.0333346277, 0.0409859605, -0.055752106, -0.0645698011, 0.04922048, -0.0017480851, -0.0581314862, 0.072081171, -0.0561719947, 0.0136114452, -0.0214377344, 0.0987208858, 0.0828583613, 0.0265464, -0.03932973, -0.0866840258, 0.0720345229, 0.096761398, -0.084118031, -0.0305820126, 0.0420823433, 0.0191983189, 0.0268963091, -0.0303720683, 0.1013335362, -0.014124644, -0.0613039881, -0.1040394977, -0.1034796387, 0.1285797507, 0.0241203662, 0.0464911908, -0.0526729114, 0.0000093571, 0.0354574062, -0.0673224181, -0.1412697732, 0.1200886369, 0.0611640252, 0.0367870592, -0.0490805134, -0.065036349, 0.0161074605, 0.0146844983, -0.0931223482, -0.1104778126, -0.0296255965, -0.0174254496, -0.0344543345, 0.0278060716, 0.0305820126, 0.0285292156, 0.0034495157, -0.0083103292, 0.0189650469, -0.0734341517, 0.0575716309, -0.0031900003, -0.0658294708, 0.1709420234, -0.0238521043, 0.0829050168, 0.0262431465, 0.0322382487, 0.0137047544, -0.0376268402, 0.0687687099, -0.0502468757, -0.0623770431, -0.0090859607, -0.0023210605, -0.0041930717, -0.0769798979, 0.0304887034, 0.0070098359, -0.0997472852, 0.0858442485, -0.0522063635, -0.0571050867, 0.0049861977, -0.0121185016, -0.1238209978, 0.011220403, -0.0227907151, -0.0050182729, 0.0082461797, -0.0971346349, 0.1230745241, 0.0734808072, -0.0241903495, 0.063450098, -0.1161696613, -0.0065491227, 0.1165428981, 0.0191283375, 0.0220092516, 0.1184090748, -0.0096749729, 0.1188756227, -0.0399129093, -0.0215077158, -0.0519730933, 0.0186384656, -0.0450915582, 0.2036001533, -0.0951751396, -0.0297422316, 0.0630768612, -0.0468177721, -0.1904435903, 0.0101240221, -0.0780529454, -0.0324948467, 0.1259671003, -0.0442051217, 0.0308852661, 0.0333113, -0.0183702018, 0.0265230723, -0.0860775188, 0.0275261439, -0.0398895815, -0.0075813532, -0.0234905314, 0.0434119962, 0.0666692555, -0.0805256367, -0.1053458229, -0.0120368563, -0.0233855583, -0.0063041868, -0.0123984283, 0.050806731, 0.0330313742, 0.0013070544, -0.0111212619, 0.0455114469, 0.0477042086, 0.0732941926, 0.0644298419, 0.024143694, 0.0202013906, 0.1307258606, -0.0145795252, 0.0007286118, -0.0430854149, -0.0256366376, 0.0407760181, 0.0140196718, -0.0723144487, 0.0708215013, 0.069981724, -0.0356906801, -0.0990941226, -0.0300921407, 0.0080712251, -0.0445783585, -0.0710081235, 0.0637300238, 0.0730609149, -0.147521466, 0.003259982, 0.0150344064, -0.0954084173, 0.0030062981, -0.1139302477, -0.0615839176, 0.0097391233, 0.0546323992, 0.0343843549, -0.0581314862, -0.1265269518, 0.0570117757, 0.0550522879, -0.0816919953, -0.0061467281, 0.0188950654, 0.09844096, 0.0353174433, -0.0481940806, -0.0570584312, 0.1327786595, -0.0189417191, -0.0247035474, -0.0419890322, 0.0696084872, 0.0259632189, 0.0081587024, -0.126806885, -0.0383033305, 0.0597643927, 0.0401461832, 0.0566385426, 0.0122234747, 0.0818786174, -0.0090159783, 0.0462345928, -0.0269429628, -0.1125306115, 0.0361805521, -0.0188950654, -0.0009746413, -0.0094591966, 0.0127366735, 0.0449749194, 0.0137164174, 0.0864974111, 0.0542591624, -0.0695151761, 0.0241670217, -0.0976944864, -0.0322615728, 0.0535593443, 0.0588313006, -0.0277360901, -0.0754869506, 0.0169239137, 0.1038528755, -0.0636367127, 0.0935422331, 0.0021315266, -0.0382100195, 0.0650830045, -0.019303292, 0.0449049398, 0.0189067293, 0.0751137137, -0.0921892524, -0.0044292598, -0.0430620871, 0.0176353939, -0.0175187588, -0.0276661068, -0.0417091064, -0.0783795267, 0.0522530191, 0.0425022319, 0.0315617584, -0.1115975231, 0.0525796004, -0.0069340225, 0.0409859605, 0.043435324, -0.0007435558, -0.0712413937, 0.0519264378, -0.0741339698, 0.0328447558, -0.0089751557, -0.0111854123 ]
801.102
Thomas Archer
Thomas Archer, Ruairi Hanafin and Stefano Sanvito
Magnetism of CoO polymorphs
null
null
null
null
cond-mat.other
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
A microscopic explanation for the room temperature ferromagnetism in diluted ZnO:Co is at present rather elusive. Although standard secondary phases can usually be ruled out, it is less clear whether regions with high Co concentration coexist with undoped portions of the film, i.e. whether some form of CoO polymorph can be responsible for the magnetic signal. Since X-ray usually excludes the presence of the native rock-salt phase, the study of CoO polymorphs becomes particularly interesting. In this work we investigate theoretically the magnetism of CoO in both the wurtzite and zincblende phases. By using a combination of density functional theory with the LDA+$U$ approximation and Monte Carlo simulations we demonstrate that wurtzite and zincblende CoO have a complex frustrated anti-ferromagnetic ground state with no net magnetic moment in the bulk. Most importantly the estimated critical temperatures are well below room temperature for both cases. This suggests that bulk CoO polymorphs are not responsible for the room temperature magnetism observed for ZnO:Co, although the role of clusters with uncompensated spins or arranged in a spinodal decomposed structure still remains an open question.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:33:58 GMT" }, { "version": "v2", "created": "Tue, 1 Jul 2008 12:58:53 GMT" } ]
2008-07-01T00:00:00
[ [ "Archer", "Thomas", "" ], [ "Hanafin", "Ruairi", "" ], [ "Sanvito", "Stefano", "" ] ]
[ 0.0861135647, 0.0145705454, -0.1254516989, -0.0026106536, 0.0074489871, 0.088218458, 0.0033473666, -0.0985090509, -0.008203241, -0.1418230981, 0.0381453633, -0.0074139056, -0.0343331657, 0.0306612924, 0.0440156795, 0.0305443536, -0.0373735689, 0.0698824897, -0.0186283141, 0.0142197302, 0.0224638991, -0.0760568455, -0.0531368852, -0.0320177823, -0.0159738082, -0.0327895768, 0.0253756698, 0.0607612804, 0.0142431175, 0.0614629127, 0.063708134, -0.024510324, -0.0360404663, -0.1041221023, -0.1233935803, 0.0113371946, 0.0188037213, -0.0519207269, -0.0285797864, -0.037443731, -0.0425422527, -0.0529497862, -0.0106121749, 0.0031573414, 0.0625855252, 0.0460504107, -0.0211308002, 0.090557225, 0.0231772251, -0.0977606475, -0.0509384423, -0.0425422527, 0.0318072923, -0.1096416041, -0.0642694384, 0.0552417822, 0.0189323537, 0.0571127981, 0.0395252369, -0.0225925315, -0.0179968458, -0.0845699757, 0.0986026004, 0.0514997467, -0.0539788455, 0.0763842762, -0.0610887073, -0.0257732607, 0.1293808371, 0.1291937381, 0.0447173081, -0.030029824, 0.1105771139, -0.0295386836, -0.036765486, -0.01892066, -0.0185581502, -0.0125825899, -0.1137578413, 0.015085076, -0.0531368852, -0.0517336242, 0.1357422918, -0.0314096995, -0.0062737544, -0.0319008417, 0.0419809483, -0.0683389008, 0.005534118, -0.0463778377, -0.0200198833, -0.0461673476, -0.0296790097, -0.0617435649, -0.0533239879, -0.0758697465, 0.0398292765, -0.0193299465, 0.0583289601, 0.0857393593, -0.0847103, -0.0620242171, -0.0373267904, 0.0855054855, 0.0669824108, 0.0925217941, -0.0390340947, -0.0936444104, -0.0556627586, -0.01576332, 0.0780681893, -0.0189440493, -0.1103900075, 0.0338420235, 0.0021516697, -0.1309711933, -0.0665146559, 0.0001648103, -0.0883120075, 0.0911185369, -0.0958896279, 0.0829328373, 0.0181488656, 0.0662807822, 0.0028021405, -0.0282289702, 0.0946266875, -0.0213763714, -0.00483541, -0.0584225096, -0.0371630788, -0.0695082843, -0.034146063, -0.046728652, -0.0872361735, -0.0275741145, 0.0389639325, -0.0552417822, 0.1015962288, 0.0897152722, 0.0470326915, -0.0554288812, 0.0975735411, 0.0338186361, -0.0092732282, 0.0402970314, -0.0170730315, -0.0042916457, -0.0017716193, 0.0540256202, 0.0202537607, -0.0199848022, 0.0891071931, -0.0107992766, 0.0848973989, -0.1024381891, 0.0128983241, 0.1085189953, -0.0403671935, 0.0508448891, 0.0766649246, 0.013295915, -0.0409752764, -0.0207098201, 0.1114190668, 0.097854197, -0.1406069398, -0.0101151867, -0.0668888614, -0.0716131777, 0.0638484582, -0.0236332845, -0.1040285528, 0.0161609109, 0.00483541, 0.0616967902, 0.023399407, -0.1306905448, -0.0469625294, 0.1216161102, 0.0218558181, -0.0248611402, 0.0148628922, -0.0402502567, 0.0373267904, 0.0345202647, -0.0609951578, 0.0157165434, 0.003098872, 0.0603403039, 0.0217973497, 0.0248143654, 0.0146056274, 0.0583289601, -0.0489270985, -0.0826054066, 0.0602467507, 0.0467988141, 0.0397591144, -0.0002654871, -0.0272232983, 0.0603403039, 0.078582719, -0.0209904741, -0.090837881, 0.1021575332, 0.0925685689, 0.0064842436, -0.0793311223, 0.0398058891, 0.0214348398, 0.0804537386, 0.1416359991, -0.0089399535, 0.0370461382, -0.0243466105, -0.1018768847, -0.0710050985, 0.0067415084, 0.1469683945, -0.0271765236, 0.0124890395, -0.0295152944, 0.1118868217, -0.0483657941, 0.0136935068, -0.1114190668, -0.0806408376, 0.0953750983, 0.0862071142, -0.0644565374, 0.0135882618, 0.0679646954, 0.0803134069, 0.006612876, 0.0059989486, -0.0329065137, 0.0232590809, -0.0186049268, 0.0241828971, -0.1621236354, -0.0365549959, 0.0120446729, 0.0865345448, -0.0474770591, -0.0363211185, -0.0469157547, -0.0824183077, 0.0659065768, -0.0869087428, 0.0867216438, 0.0333508812, -0.0560369641, -0.0063263765, -0.0490674227, -0.0012534353 ]
801.1021
Brihaye Yves
Y. Brihaye, E. Radu
Five-dimensional rotating black holes in Einstein-Gauss-Bonnet theory
10 pages, 6 figures, references added, minor modifications, typos corrected
Phys.Lett.B661:167-174,2008
10.1016/j.physletb.2008.02.005
null
hep-th gr-qc
null
We present arguments for the existence of five-dimensional rotating black holes with equal magnitude angular momenta in Einstein-Gauss-Bonnet theory with negative cosmological constant. These solutions posses a regular horizon of spherical topology and approach asymptotically an Anti-de Sitter spacetime background. We discuss the general properties of these solutions and, using an adapted counterterm prescription, we compute their entropy and conserved charges.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:12:30 GMT" }, { "version": "v2", "created": "Mon, 28 Jan 2008 14:59:28 GMT" }, { "version": "v3", "created": "Mon, 3 Mar 2008 16:29:52 GMT" }, { "version": "v4", "created": "Tue, 4 Mar 2008 14:48:10 GMT" } ]
2008-11-26T00:00:00
[ [ "Brihaye", "Y.", "" ], [ "Radu", "E.", "" ] ]
[ -0.0095636752, 0.0517577119, -0.0197829474, -0.0046006856, -0.0239235647, -0.0197254401, 0.0016375566, 0.011035895, -0.073012881, 0.001771264, 0.0299964696, -0.0691483021, -0.1000189036, -0.0165279638, 0.0360003635, 0.102319248, -0.040048968, 0.040486034, 0.1024112627, 0.1381125897, -0.0547481589, -0.0839165077, 0.1006629989, 0.1520986706, -0.0238775592, -0.0104148025, 0.0916916654, 0.0259018596, 0.0589347817, -0.0102882832, 0.0689642802, -0.0524478182, -0.0650997013, -0.0060038948, -0.0576005839, 0.1413330585, 0.0282942168, 0.0418202318, 0.0803279728, -0.003416009, 0.0164819565, 0.0415671952, -0.0060786558, 0.1136369333, -0.0443966165, -0.014250624, -0.0112889325, -0.040647056, -0.0344131291, 0.0726448298, -0.0127208959, 0.017758647, 0.0443506092, 0.0034965212, -0.0341830961, -0.0676760823, -0.1093122885, 0.0243606307, 0.0326188616, -0.0129854353, 0.0157573484, -0.1298313439, -0.0576005839, 0.0344361328, 0.0276041143, -0.0905414969, -0.0197714474, -0.0366214588, -0.0440285616, 0.0557603091, -0.0738870129, 0.0167810004, 0.0205765665, 0.0298814531, 0.024337627, 0.0014628742, 0.0610050932, 0.0827203244, 0.0446496531, -0.0087930607, 0.0045345509, 0.0944060683, 0.0437065139, -0.0275351033, -0.0186097734, 0.0401869901, 0.0572325289, -0.0775675625, -0.1461177766, 0.0166544821, 0.0090576001, 0.0500094518, -0.0573705509, -0.0432464443, 0.1162133217, -0.0137790535, 0.0998348817, 0.0823062658, 0.0553462468, 0.0403020047, -0.0719087198, 0.0143311359, 0.0637655035, -0.0069642877, 0.1910204738, 0.0428783894, 0.0894373283, 0.0794998482, -0.0315377004, 0.0871369839, -0.0283862296, 0.0050233738, -0.0677220896, -0.0094601596, -0.0750371814, -0.0207375903, -0.0159183722, 0.0356553122, -0.0987307131, 0.0985466838, 0.0747611448, -0.0185292605, 0.0305025466, -0.0364374295, 0.0166774858, -0.0877810791, -0.0036949257, -0.1254146844, -0.1244025379, 0.009138112, -0.0018805303, -0.0047243289, 0.018782299, -0.0403940193, -0.0369205028, 0.0641335547, 0.0801899508, -0.0283862296, 0.0819842219, 0.0279031582, 0.0451097228, 0.0428093784, 0.094222039, -0.0124563565, 0.1175935268, 0.0797298849, -0.0245216545, 0.059486866, 0.048537232, -0.032526847, -0.065053694, -0.0046581943, 0.0909555554, 0.0171375535, -0.0453627594, -0.1402288973, 0.061833214, 0.0739790276, 0.0032607359, -0.0808800533, 0.0001560818, 0.0404630303, -0.0398649424, -0.051021602, 0.0912315995, 0.0201625042, -0.0275120996, -0.0829043537, -0.0926578119, -0.1204459518, 0.0907715261, -0.0485832393, -0.0956022441, -0.030111488, 0.0317907371, 0.1516385972, 0.0401409827, -0.0833644271, 0.0250047259, 0.1285431534, 0.0128589161, 0.1145570725, 0.0487672687, 0.0193573851, -0.0525398292, 0.1042515337, 0.0286162645, -0.0096326852, 0.0086090332, 0.0168730151, -0.0986386985, 0.0260858871, 0.1348921061, 0.1093122885, -0.0076658926, -0.0482151844, 0.0433154553, 0.0147451973, -0.0157113411, 0.0964303687, 0.0111739151, 0.0534139611, 0.0829043537, -0.0136295315, -0.0175056085, 0.019000832, 0.1163973436, 0.0792698115, -0.0392438471, 0.0333779752, 0.0055351998, -0.057002496, 0.0434534773, 0.1017671674, -0.0759573206, 0.0457078107, -0.1217341423, -0.0099719865, 0.0567264557, 0.0804199874, -0.0234634969, 0.0321127847, -0.0661578625, 0.0841465369, 0.0379556566, 0.0388757922, 0.0494113639, 0.0345511474, 0.0094659105, 0.0930718705, 0.0462828986, 0.0184027422, -0.0664338991, -0.0213931873, 0.0279031582, -0.0663418844, -0.0188283063, 0.056496419, -0.0820302218, -0.0289383121, 0.0261318944, 0.0081547154, -0.0871369839, -0.0385537446, -0.0735649616, -0.0177011378, 0.0018604023, 0.0444886312, 0.0037926901, -0.0295594055, 0.0526318438, 0.0746231228, 0.0724608004, 0.042901393, -0.0342060961, 0.0584287085 ]
801.1022
George Tsibidis
Nigel J. Burroughs, George D. Tsibidis, William Gaze and Liz Wellington
Study Of Spatial Biological Systems Using a Graphical User Interface
null
Proceedings of the Tenth International Conference on Human-Computer Interaction 2003, pp. 48-52
null
null
q-bio.QM q-bio.OT
null
In this paper, we describe a Graphical User Interface (GUI) designed to manage large quantities of image data of a biological system. After setting the design requirements for the system, we developed an ecology quantification GUI that assists biologists in analysing data. We focus on the main features of the interface and we present the results and an evaluation of the system. Finally, we provide some directions for some future work.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:34:49 GMT" } ]
2008-01-08T00:00:00
[ [ "Burroughs", "Nigel J.", "" ], [ "Tsibidis", "George D.", "" ], [ "Gaze", "William", "" ], [ "Wellington", "Liz", "" ] ]
[ -0.03233812, 0.1356783062, 0.0466530547, 0.0113224313, -0.1358964443, 0.0048534446, 0.042781204, 0.0031339482, -0.089979589, 0.0250443183, 0.117791459, -0.0646762401, -0.0617314503, -0.0236128252, 0.0823994875, 0.0165371578, -0.0044683046, 0.0538514219, 0.0123721939, 0.1253170222, 0.0891070589, 0.031029325, 0.0896523893, 0.0000096125, -0.0031271316, -0.0274710413, 0.0200409088, 0.0445535295, -0.0085889604, -0.021431502, -0.0379822925, -0.0431084037, 0.0064860289, 0.0415269434, -0.0696932822, 0.0195228439, -0.0685480833, 0.0652761012, 0.0080095464, -0.0016138385, -0.0139400195, 0.0232310928, 0.0108657172, 0.0717110038, -0.080381766, 0.0455896594, -0.0374642275, 0.0225630626, -0.0290933996, 0.0200954415, -0.1327335238, -0.0165098906, -0.0592774637, -0.081145227, 0.0197682437, -0.0286298692, -0.1014860719, 0.038800288, -0.0482072458, -0.0227402952, 0.0433810689, 0.0332924463, 0.0016496258, 0.1157192066, -0.1247716993, -0.023817325, -0.0272392761, -0.0203817394, -0.0529516228, -0.0903067887, -0.0259441156, 0.0236264579, -0.0940695703, -0.034928441, 0.0695296824, -0.0293115322, -0.0761827156, 0.0551056825, -0.0315473899, -0.0887798592, 0.0385276228, -0.0229720622, -0.0293115322, -0.0538241528, -0.0404635482, -0.0080095464, 0.0506339669, 0.0297750644, -0.152147308, -0.0550511479, -0.0209270716, 0.034055911, -0.0746012554, 0.0101704197, -0.0062951627, 0.0059406976, 0.070511274, 0.0296932645, -0.0126312254, 0.003507159, -0.09439677, -0.0795637667, 0.0024897761, -0.0387184881, 0.1639264524, -0.1068303138, 0.0849080086, 0.0574233383, -0.0529516228, 0.0329925157, -0.1065031141, -0.0253851507, 0.0678391531, 0.0726926029, 0.1047035232, 0.0160054602, -0.043217469, -0.1760327965, 0.1062304452, -0.0568234734, 0.0003555302, 0.0374914967, 0.0701295435, -0.0322563201, 0.1572734118, -0.0083980951, -0.0672938228, -0.0336469114, -0.034055911, -0.0239945576, 0.0711111426, -0.0611861199, 0.0684390217, -0.0388820879, -0.0963054225, -0.0215405673, -0.0194137786, 0.0402726829, -0.0427266695, 0.0084389951, 0.052815292, 0.0413088128, -0.0032941392, -0.0392638221, -0.0310838576, 0.0426721387, -0.126625821, 0.1767962575, -0.0079550138, 0.1205181181, 0.052379027, 0.0170688555, -0.0725835338, -0.1260804832, -0.0068234522, -0.0259986483, 0.0710566118, 0.0030930485, -0.0209407043, -0.0206953045, 0.0417996086, -0.018323116, 0.0380640924, 0.0119018452, -0.0189229809, 0.1009952724, -0.0640218407, 0.0167007577, -0.067239292, 0.1501841098, -0.0978323519, -0.0577505343, 0.013203823, -0.0404908136, 0.0001111964, 0.035882771, -0.0140968021, -0.0177505184, -0.0277573392, -0.1094478965, -0.0617859848, -0.0090865754, 0.0563872084, -0.0594955944, 0.0057566487, 0.0210088715, -0.0494887754, -0.0506339669, -0.0257805157, -0.001641105, 0.0088479929, 0.0662031621, 0.0441172644, 0.0842536166, -0.0083776452, -0.0458623245, 0.0672938228, 0.0713838041, -0.0099045718, 0.0124335429, 0.0766189843, 0.0687662214, 0.0205317065, -0.1086299047, -0.0345194414, -0.025766883, 0.0847444087, -0.077709645, 0.0016462174, -0.0666394308, 0.0563872084, -0.014860265, 0.0036537165, -0.0152283637, -0.0441990644, -0.0211179368, -0.1213906482, 0.0682208911, 0.0551874824, 0.0963599607, -0.0687662214, 0.0520518273, 0.1077573746, -0.04485346, -0.0045160209, 0.0341377109, 0.0713838041, -0.059822794, -0.0255214833, -0.1836674213, 0.0649489015, 0.0516973622, 0.0671847612, 0.0288480017, -0.0660941005, -0.0363463014, 0.0035923668, -0.0135105718, -0.0648398399, 0.0307293925, 0.0058793481, 0.0273074415, -0.0201772414, -0.038364023, -0.0179550182, -0.0147102997, -0.0874165371, -0.1107566953, -0.0633674413, 0.0351465717, -0.0353647061, -0.0339468457, 0.1101022959, -0.1438582689, 0.0192501787, -0.0059850058 ]
801.1023
J. S. Kaastra
K. Dolag, S. Borgani, S. Schindler, A. Diaferio, A.M. Bykov
Simulation techniques for cosmological simulations
42 pages, 16 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 12; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9316-5
null
astro-ph
null
Modern cosmological observations allow us to study in great detail the evolution and history of the large scale structure hierarchy. The fundamental problem of accurate constraints on the cosmological parameters, within a given cosmological model, requires precise modelling of the observed structure. In this paper we briefly review the current most effective techniques of large scale structure simulations, emphasising both their advantages and shortcomings. Starting with basics of the direct N-body simulations appropriate to modelling cold dark matter evolution, we then discuss the direct-sum technique GRAPE, particle-mesh (PM) and hybrid methods, combining the PM and the tree algorithms. Simulations of baryonic matter in the Universe often use hydrodynamic codes based on both particle methods that discretise mass, and grid-based methods. We briefly describe Eulerian grid methods, and also some variants of Lagrangian smoothed particle hydrodynamics (SPH) methods.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:35:12 GMT" } ]
2009-11-13T00:00:00
[ [ "Dolag", "K.", "" ], [ "Borgani", "S.", "" ], [ "Schindler", "S.", "" ], [ "Diaferio", "A.", "" ], [ "Bykov", "A. M.", "" ] ]
[ 0.0327917412, 0.0940306634, 0.1228652596, -0.0713946745, -0.0723355338, 0.0234661568, -0.0572817735, 0.00148393, -0.0399588794, 0.0637017637, -0.0031926979, -0.0203668531, -0.1370335072, -0.0919829085, 0.0768184587, 0.0374406949, -0.0589421168, 0.051581271, 0.0829617232, 0.0168663003, 0.0257076174, -0.055483073, 0.0466279164, 0.0657495186, -0.0892710164, -0.0906546339, 0.0148600545, 0.0784787983, 0.0056140292, -0.0357250087, 0.0296924375, -0.0173090585, -0.098402895, -0.0337326005, -0.0657495186, 0.1925995946, -0.0976834148, 0.0915401503, -0.0332621709, -0.0128192184, 0.0654174462, -0.0023210188, -0.090599291, 0.0767077655, -0.0707305372, -0.010024311, -0.048094552, -0.1070366725, 0.0174335837, 0.0174750928, -0.0171153508, 0.0099689662, 0.0174059104, -0.0948608294, -0.1166666523, -0.0525498018, -0.0456317142, -0.0350331999, 0.0037634403, 0.0000335906, -0.0573371202, -0.1183269918, -0.0258044712, 0.0673545152, -0.0395991392, -0.0043168874, -0.0168663003, 0.0054722084, -0.0230095629, 0.1239721477, -0.0229818914, -0.0009780448, 0.0936432481, -0.0033760273, 0.0054306998, -0.0620414205, -0.0141959181, 0.0862824023, -0.0480392091, 0.0639784858, -0.0019630077, -0.0108406451, 0.0842899904, -0.0455763675, 0.0047354316, -0.0526051484, 0.0236321911, -0.0035974062, -0.1208728477, 0.0134418467, 0.0273264498, 0.0378281102, 0.0094086006, -0.0299138166, 0.0426154248, -0.0602150448, 0.0765970796, -0.0486756712, 0.1385831535, 0.1267393827, 0.0603257343, -0.0327917412, 0.0414531864, -0.0561195351, 0.1411290169, -0.0157594066, -0.0343413912, 0.0025147253, -0.0629269332, 0.0530479029, 0.0058872937, -0.001339515, -0.0757669061, -0.0357526839, -0.0431965478, -0.019190779, -0.0257076174, 0.0874999836, -0.0874999836, 0.0348118208, 0.0099274572, 0.0443864577, 0.0325426906, 0.0077759316, 0.1080882177, -0.1323845536, 0.0117676686, -0.1279569715, -0.0406506881, 0.0857843012, 0.0486479998, -0.1055977046, 0.0144449696, -0.070011057, -0.1022216827, 0.0096922424, -0.0858396441, 0.1132352799, 0.0899904966, 0.077205874, 0.0382708684, 0.0095054535, 0.0394607782, 0.0809139684, 0.0325426906, 0.0357250087, -0.0470983498, 0.0591634959, -0.0539057478, 0.0026600051, -0.0229265466, 0.023092581, -0.0211001709, 0.007008024, -0.0269252006, -0.0759329423, -0.010709201, 0.0676865801, 0.0336495824, -0.0705091581, -0.0163543615, 0.0482882597, -0.0006693251, -0.0043653138, -0.0462128334, -0.009118041, -0.1074794233, 0.0133449929, -0.0674098581, -0.0154688461, 0.0205605589, -0.0518856645, -0.0565899648, -0.0449399054, 0.0393500887, 0.0187480208, 0.0037599811, -0.0579459108, -0.0346734598, 0.0179870315, 0.0508064441, 0.0281842928, 0.0371639729, -0.008799809, -0.0742172524, 0.0340093225, -0.0436669774, 0.0320445858, -0.0356696658, -0.0398481898, -0.0101765087, 0.0083778054, 0.0237705521, 0.0648086518, -0.0902672186, -0.0743832886, 0.0629269332, 0.0581672899, 0.0018990154, 0.0879427418, 0.1820840985, -0.0185404774, 0.0902118757, -0.1676944643, -0.0079973107, -0.0975727215, 0.0826849937, -0.0152197955, -0.0513875633, -0.0030128276, -0.0082186898, 0.0438606814, 0.0400695689, 0.0095331259, -0.1585072428, -0.0920382515, -0.1152276844, 0.0076029794, 0.0748813897, 0.129395932, 0.0143757882, -0.0174889285, 0.0660815835, 0.0904885978, 0.047956191, -0.0105224131, 0.1223118082, -0.0182084087, -0.0336495824, -0.0989009961, 0.064144522, 0.0407060347, -0.0574478097, 0.0591081493, 0.0753794983, -0.0023798225, 0.0054306998, 0.0534353182, -0.0261780471, -0.0941413492, -0.0574478097, 0.0398205183, -0.0090004336, -0.0559258312, -0.0877767131, 0.0317401923, -0.0168247912, -0.0366381966, 0.0485649817, -0.0687381327, 0.0264824443, -0.0878873989, -0.019010907, -0.0363338031, 0.0200347845, -0.0542378165 ]
801.1024
Matthew Shepherd
M. R. Shepherd
Hadronic Physics at CLEO-c
12 pages, 4 figures, to be published in the Proceedings of the 12th International Conference on Hadron Spectroscopy: HADRON 07, Frascati, October 8-13, 2007
null
null
null
hep-ex
null
The charmonium system provides an opportunity to explore a wide variety of topics in hadronic physics. Studies of the properties of and transitions among cc-bar states yield insight into relativistic and non-perturbative QCD effects. At the same time, studies of the decays of charmonium states are a window into gluon dynamics and the role of glueball mixing in the production of light quark states. A collection of preliminary results utilizing the full CLEO-c psi(2S) data sample is presented including two-body branching fractions of chi_cJ decays, a precision measurement of the h_c mass, and results on the hindered M1 transition: psi(2S) -> gamma eta_c.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:35:34 GMT" } ]
2008-01-08T00:00:00
[ [ "Shepherd", "M. R.", "" ] ]
[ 0.1185279936, -0.0549447574, -0.0266687982, 0.016134372, -0.0411834568, 0.1128024906, -0.0041089286, 0.0759382769, 0.0492945872, 0.0479887687, 0.0539905056, 0.0414094627, -0.1120993569, 0.0740799978, 0.0185074434, -0.0354830623, 0.0083999177, 0.0247979648, 0.0667473301, 0.0866359249, -0.0802575126, -0.0346543714, 0.0360104106, -0.0367135443, -0.0260158908, -0.0756871551, -0.004218793, 0.0009157982, 0.051579766, 0.0345288105, 0.0799059495, -0.0309880394, -0.0066232537, -0.1452470124, -0.0955255255, 0.1100904047, -0.0538398325, -0.031038262, -0.0422883779, 0.0418614745, -0.0863848105, 0.0486919023, -0.0464318357, 0.0822664648, 0.0054210234, -0.0459798202, 0.0257145483, -0.0357844047, 0.0363619775, -0.0071757147, 0.0021784541, 0.0417861417, 0.0663455427, 0.0529358089, -0.1133047268, 0.0090967724, 0.0302095711, 0.0919596404, -0.0118653551, -0.0438955352, 0.0225378964, -0.1448452324, -0.023228474, 0.0649894997, -0.0076151723, -0.0144016538, -0.0422883779, -0.0214078631, 0.0297324453, -0.0244087316, 0.103159532, 0.0257396605, 0.0082178572, -0.0222993344, -0.0071066571, 0.0153810158, 0.0729750767, -0.0165487174, 0.0225881208, 0.051102642, 0.0781481192, 0.0149038909, 0.0060394029, -0.0915578529, -0.0114698438, 0.0094546163, 0.0150545621, 0.0345539227, -0.0960779861, 0.0725732818, -0.0262167845, -0.0175406355, 0.0341772474, -0.0148285553, 0.1425349414, -0.0886448771, 0.0546434149, -0.1028079689, 0.0001095701, 0.0467582904, -0.02737193, 0.0103021422, 0.0086133694, -0.048415672, 0.1217423156, -0.052333124, 0.0204787236, -0.0054116063, -0.0686056092, -0.0462309383, -0.0182563253, -0.0337252319, -0.1618208438, -0.0033555727, -0.0521322265, -0.0553967692, 0.0274472665, 0.0112815043, -0.1068760902, 0.0519815572, -0.0799561739, 0.0508264117, 0.0379691385, -0.0447242297, 0.0456282534, -0.0069873757, 0.0584604181, -0.1493653655, -0.0203908328, 0.0700621009, 0.0833211616, -0.011494955, -0.0069936537, -0.0525842421, 0.0163227115, 0.013572962, -0.0294311028, -0.1582047343, 0.0268194694, -0.0614236183, 0.029958453, -0.0108922701, 0.1195324659, 0.135101825, -0.0232033618, 0.001191244, -0.0143639855, 0.0022318168, 0.0236930419, -0.040229205, -0.0447493382, -0.0598666817, 0.0595151149, -0.0243836194, -0.0323440805, -0.0417861417, -0.0044918847, 0.0693087429, -0.0336247832, -0.0148285553, 0.0970824659, -0.0028690305, -0.1157154664, 0.0070564337, 0.0606702603, -0.042916175, -0.0439708717, 0.0895991251, -0.1285727322, -0.0643365905, -0.0207298435, 0.0083622504, -0.0830198228, -0.0232661404, 0.0311638229, 0.0588622056, 0.0127442703, -0.0208177343, -0.21616292, 0.0356588438, 0.0127505483, 0.0700621009, 0.0297073331, 0.0261163376, -0.1516756564, 0.0499726087, 0.0428659506, 0.1169208363, 0.0068994844, -0.0103398096, -0.0349557139, 0.0204033889, 0.1266642362, 0.0955757499, 0.0821157917, -0.0409072265, 0.094973065, 0.1443429887, -0.0037918913, -0.0337503441, 0.0517304391, 0.0522326753, 0.1053693742, -0.1321888417, 0.0531367026, 0.0314902775, 0.1022555083, -0.0340265743, -0.0780476704, -0.054894533, 0.0229647979, 0.0645877123, -0.0117460741, 0.0405054353, -0.1197333634, -0.0037981693, 0.0164482705, 0.0881928653, 0.0388982743, 0.0444731079, -0.1373116672, 0.0775956586, 0.0661948696, 0.0702127665, 0.0584101938, 0.0208428465, 0.009285111, -0.0637841299, 0.0871381611, 0.0068743727, 0.0035250778, 0.0241199452, -0.0680531487, -0.0239567179, -0.0186957829, 0.0015914643, 0.0778969973, -0.0380193591, 0.0272212587, -0.0693087429, -0.0616245121, -0.0581088513, 0.0171011779, 0.0756369308, 0.0679024756, 0.0057003931, -0.0482649989, -0.0279495027, 0.1037622169, -0.0680029243, 0.0121478634, 0.0766414031, -0.0058008404, -0.0446991175, -0.0106976535, -0.0039519793 ]
801.1025
Claudio Cazorla
C. Cazorla and J. Boronat
Atomic kinetic energy, momentum distribution and structure of solid neon at zero-temperature
20 pages, 7 figures. To be published in Physical Review B
null
10.1103/PhysRevB.77.024310
null
cond-mat.other
null
We report on the calculation of the ground-state atomic kinetic energy, $E_{k}$, and momentum distribution of solid Ne by means of the diffusion Monte Carlo method and Aziz HFD-B pair potential. This approach is shown to perform notably for this crystal since we obtain very good agreement with respect to experimental thermodynamic data. Additionally, we study the structural properties of solid Ne at densities near the equilibrium by estimating the radial pair-distribution function, Lindemann's ratio and atomic density profile around the positions of the perfect crystalline lattice. Our value for $E_{k}$ at the equilibrium density is $41.51(6)$ K, which agrees perfectly with the recent prediction made by Timms {\it et al.}, $41(2)$ K, based on their deep-inelastic neutron scattering experiments carried out over the temperature range $4 - 20$ K, and also with previous path integral Monte Carlo results obtained with the Lennard-Jones and Aziz HFD-C2 atomic pairwise interactions. The one-body density function of solid Ne is calculated accurately and found to fit perfectly, within statistical uncertainty, to a Gaussian curve. Furthermore, we analyze the degree of anharmonicity of solid Ne by calculating some of its microscopic ground-state properties within traditional harmonic approaches. We provide insightful comparison to solid $^4$He in terms of the Debye model, in order to size the relevance of anharmonic effects in Ne.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:37:02 GMT" } ]
2009-11-13T00:00:00
[ [ "Cazorla", "C.", "" ], [ "Boronat", "J.", "" ] ]
[ 0.030726498, 0.051184088, 0.017876992, -0.0346308239, 0.06755016, 0.028399948, -0.0030586103, 0.027370384, 0.03184966, 0.0057027205, 0.0325984359, 0.0021092712, -0.0721497759, -0.021366816, 0.069636032, 0.0357272439, 0.0291754659, 0.0325449519, 0.011632747, -0.0179705899, -0.04064776, -0.0893715918, 0.0008310896, -0.021340074, -0.024281688, -0.030512562, 0.0331065319, -0.01579112, 0.00954019, -0.0916713998, 0.0732194558, -0.0409954078, 0.0545000918, -0.044819504, -0.1173436716, 0.0683524162, -0.022048736, 0.0291219819, -0.1157391518, -0.014333684, -0.03816076, -0.1152043119, -0.0392839201, 0.1199108958, -0.0868043602, 0.002027374, 0.0011281759, -0.020096574, 0.057174284, 0.0060303095, -0.0689942241, 0.0709196478, 0.0845045522, -0.0812955201, -0.0313415639, 0.0138657, -0.0009894521, 0.016218992, -0.0546872839, 0.023011446, 0.015189426, -0.1210875437, 0.0269024, 0.037572436, 0.0016554937, 0.017636314, -0.0746100321, 0.033561144, 0.1022077277, 0.0491784438, -0.019735558, 0.041236084, 0.0322507881, -0.0562115759, -0.11477644, -0.0193745419, 0.08787404, -0.0980359837, -0.0756262317, 0.0416639559, 0.040754728, -0.020377364, 0.0628435761, -0.1098559201, -0.033935532, -0.067443192, 0.0168474279, 0.00583643, -0.0657317117, -0.005398531, -0.0454345681, 0.0351656601, -0.0849859118, 0.0871252641, 0.061132092, -0.053376928, 0.06755016, 0.032625176, 0.0873392001, -0.023091672, -0.011860054, 0.1331748962, -0.0201768, -0.0745030642, 0.0985708237, 0.041851148, -0.0726311281, -0.0208319779, -0.067122288, 0.0168206859, 0.0662130639, -0.010422674, 0.0059734825, -0.012107417, -0.0899064317, -0.012555345, -0.0323042721, -0.01112465, -0.0843441039, 0.1570287198, -0.0561580919, 0.0435893759, 0.0925271437, -0.003304302, 0.0791026801, -0.0463705361, 0.1302867681, -0.0712405518, -0.10049624, -0.046236828, 0.0352191441, -0.0065216925, -0.0420116, -0.042118568, -0.0642876402, 0.021527268, 0.1126370877, -0.031956628, 0.1216223761, -0.0546337999, 0.0925271437, 0.1343515515, 0.0772842318, 0.0018736077, 0.008885012, 0.1262219995, 0.014186603, 0.1431229115, 0.0363957919, 0.013070127, -0.0587253161, -0.0779260397, 0.0235730279, -0.1163809597, 0.061025124, -0.1847333759, 0.0602228679, 0.0972872078, -0.031742692, -0.0852533281, 0.0831139758, 0.024335172, -0.00289983, 0.0341494679, 0.1109255999, 0.033989016, -0.179919824, -0.0580835119, -0.0934898481, -0.1140276641, 0.012267869, -0.0667479038, 0.03543308, -0.037679404, 0.0538582839, 0.0865369439, 0.07359384, -0.055409316, -0.0857346877, 0.0929550081, 0.006411382, -0.0421987958, 0.0392304361, 0.013484627, 0.018318234, 0.021126138, 0.0069529065, 0.1358491033, -0.03872234, -0.033454176, -0.0827395841, 0.0971802399, 0.059206672, 0.01324395, -0.0540187359, -0.0769633278, -0.0071401, 0.061399512, -0.010656666, 0.012033877, 0.013798845, 0.0048135505, 0.05190612, -0.0839697197, 0.0506759919, -0.054526832, 0.0028563743, -0.0340425, -0.0455950201, 0.031956628, 0.05134454, -0.0038508405, 0.019748928, 0.013986039, -0.1235477999, 0.0301916599, -0.0193210579, 0.0896924958, 0.027303528, 0.103919208, -0.0630040318, 0.0605437718, 0.0250304639, 0.016834056, 0.017957218, 0.016994508, 0.03679692, -0.0842371359, 0.0686733201, -0.026969254, 0.0584578998, -0.007661568, -0.0605972558, 0.085574232, -0.075679712, 0.010362505, 0.0034363403, -0.02759769, -0.0239340439, -0.017088104, -0.0564255118, -0.0419848599, -0.0464775041, 0.0995870158, 0.0256054159, -0.010329077, -0.0737542957, -0.027891852, 0.10873276, -0.0534571558, -0.003636905, 0.0494458601, 0.0872857198, -0.0891576558, -0.04669144, -0.0340157561 ]
801.1026
Vincent Colin
Vincent Colin (LMJL), Sebastiao Firmo
Paires de structures de contact sur les vari\'et\'es de dimension trois
21 pages, we correct several mistakes of v1
Algebr. Geom. Topol. 11 (2011) 2627-2653
10.2140/agt.2011.11.2627
null
math.SG math.GT
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We introduce a notion of positive pair of contact structures on a 3-manifold which generalizes a previous definition of Eliashberg-Thurston and Mitsumatsu. Such a pair gives rise to a locally integrable plane field $\lambda$. We prove that if $\lambda$ is uniquely integrable and if both structures of the pair are tight, then the integral foliation of $\lambda$ doesn't contain any Reeb component whose core curve is homologous to zero. Moreover, the ambient manifold carries a Reebless foliation. We also show a stability theorem "\`a la Reeb" for positive pairs of tight contact structures.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:49:49 GMT" }, { "version": "v2", "created": "Fri, 3 Oct 2008 14:34:03 GMT" } ]
2014-10-01T00:00:00
[ [ "Colin", "Vincent", "", "LMJL" ], [ "Firmo", "Sebastiao", "" ] ]
[ 0.0810063928, -0.0317292064, 0.0682535022, -0.0429517552, -0.0496852808, -0.0389728509, -0.0087484866, -0.0782007575, -0.0585102849, 0.0135053163, -0.0315761715, -0.0339992195, -0.0017280173, 0.0089334035, 0.0394829661, 0.1193671077, 0.0653968528, 0.0151759461, 0.0660599992, 0.0549904853, 0.0646826848, -0.0524909198, 0.0425946712, 0.0282604173, 0.0131354826, -0.0573370196, -0.0258246139, 0.0056208391, 0.0448136777, -0.0627952591, 0.0881990269, -0.0205959268, 0.0082383705, 0.0178413019, -0.1888448894, 0.0977381915, -0.0015446945, 0.0790679529, 0.0128740482, 0.1220197082, 0.0296632349, 0.1591561437, -0.0346878767, -0.0072308918, 0.0267555751, -0.0303263869, 0.0340247266, 0.0602446795, 0.0251614638, 0.0227129068, -0.0411918536, 0.0330555066, 0.0583062395, -0.0226874016, -0.0201113168, -0.0373914912, -0.0775886178, 0.1201832891, 0.0049800058, -0.0329534821, 0.0411153361, -0.123754099, 0.0149718998, -0.0174714681, -0.1538509429, 0.0583062395, -0.1277330071, 0.0225088615, 0.1174286678, 0.0335146114, -0.0614179485, 0.0611118786, 0.0046643717, 0.0659579784, 0.0502719171, 0.0769254714, 0.0582552291, 0.1015130505, -0.1096749082, -0.0470326804, 0.0977892056, 0.0259011313, 0.0634073988, 0.0065549887, -0.0455533452, -0.0466756001, -0.0244217962, 0.0509350672, -0.0793740228, 0.0748339966, 0.0174587145, -0.0323668495, -0.0094052609, -0.0111013958, 0.1362009346, -0.0605507493, 0.046828635, 0.0014378891, -0.032290332, 0.0361417085, -0.0946264863, 0.0565208346, 0.0274442323, 0.0128868017, 0.1319159567, 0.0835059658, 0.109776929, -0.0154310036, -0.0463950336, 0.0177647844, 0.0848832726, -0.039457459, -0.020136822, 0.0731506124, 0.0643256083, -0.0710081235, -0.0564698242, -0.0798331276, -0.11120525, -0.0226618964, -0.0003883655, -0.0851893425, 0.1241621971, -0.0170378685, -0.0225088615, -0.0867707059, -0.1032984555, -0.0419825315, -0.0613159239, -0.0684065372, 0.1196731776, 0.0168465748, 0.0062297895, -0.0417784862, -0.1274269372, 0.0475427955, 0.0741708428, -0.0234270692, 0.0543273352, -0.0644786432, 0.0399930812, 0.0123065449, 0.0259011313, 0.0304284096, 0.1174286678, 0.0485375226, -0.0380546413, 0.0700389072, 0.0511136055, -0.0262709651, 0.0008149897, -0.0537662096, 0.0726404935, 0.0127082607, -0.0635094196, -0.0909536555, 0.0773335621, 0.0518022627, 0.1451789737, -0.0642235801, 0.0844241679, 0.0311935842, 0.082485728, -0.0375445262, 0.0542253144, 0.0698348582, -0.026577035, -0.0063700713, -0.0342797861, -0.0908006206, 0.0005061306, -0.0596835539, -0.1207954288, 0.0194736719, 0.0494812354, -0.0111141484, -0.1138578579, -0.030989537, -0.0821286514, 0.0297652595, 0.0373404808, 0.0993195549, -0.0714672282, -0.0464205407, -0.0714162141, 0.0268831048, 0.0111524072, 0.0308620073, 0.029688742, 0.0101257991, -0.1480356157, 0.132732138, 0.0748339966, 0.1107971594, -0.0053625926, -0.0886071175, 0.0359121561, 0.0965139195, -0.0448901951, -0.0205449145, 0.0056367801, -0.0318057239, 0.0368303619, 0.0245620776, 0.0000596796, -0.0374169983, -0.0020133634, 0.1345685571, -0.1316098869, -0.0155202746, -0.0092904847, -0.0281838998, 0.0266280472, 0.0471091978, -0.045017723, 0.0493026972, 0.0115923826, 0.0104063628, 0.0128102843, 0.0389218368, -0.0015789679, 0.0306834672, 0.0533581153, 0.0356826037, 0.0957487449, 0.0489201099, 0.0496087633, -0.0295357071, -0.0285919923, 0.0056272154, 0.0217436869, -0.0426711887, -0.0891682506, 0.025607815, -0.0347899012, -0.0356826037, -0.0608058088, -0.0128294136, -0.0578471348, -0.0204046331, 0.0000483215, 0.0506034903, -0.0186447334, 0.0776906386, -0.0714162141, 0.0044156904, -0.027903337, 0.0603977144, -0.0457573906, 0.0556536391, -0.018019842, 0.0417019688, 0.0143980198, -0.0297907647, -0.0966159403, 0.0622851439 ]
801.1027
Renaud Leplaideur
Renaud Leplaideur (LM), Krerley Oliveira, Isabel Rios
Equilibrium States for Partially Hyperbolic Horseshoes
null
null
null
null
math.DS
null
In this paper, we study ergodic features of invariant measures for the partially hyperbolic horseshoe at the boundary of uniformly hyperbolic diffeomorphisms constructed in \cite{DHRS07}. Despite the fact that the non-wandering set is a horseshoe, it contains intervals. We prove that every recurrent point has non-zero Lyapunov exponents and all ergodic invariant measures are hyperbolic. As a consequence, we obtain the existence of equilibrium measures for any continuous potential. We also obtain an example of a family of $C^\infty$ potentials with phase transition.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:52:12 GMT" } ]
2008-01-08T00:00:00
[ [ "Leplaideur", "Renaud", "", "LM" ], [ "Oliveira", "Krerley", "" ], [ "Rios", "Isabel", "" ] ]
[ 0.0020864911, -0.0270768087, 0.042028863, 0.0536099076, 0.0624723956, 0.0213678423, 0.0367820524, -0.0011434923, -0.0141364867, -0.0108266454, -0.0090663815, -0.0431706533, -0.1134181172, 0.0168278553, 0.0633967072, 0.0871025026, 0.0351237319, 0.0573615134, 0.0463241786, 0.1308168769, -0.0126548745, -0.0759020597, 0.0710630268, -0.0094809607, 0.0758476853, -0.0610043779, 0.021340657, 0.0347159505, 0.0717698559, -0.0512175784, 0.107491672, -0.0491242893, 0.0117373616, -0.103685692, -0.0337644555, 0.1456058174, 0.0096100923, 0.0556488223, -0.0108606275, 0.0693775266, -0.0370539054, -0.052033145, -0.0901472867, 0.1031963527, 0.000227679, 0.032486733, 0.0754670873, 0.0193561129, 0.0441493355, 0.0586664192, -0.0941163749, 0.0192337781, 0.0613849759, -0.0980310962, -0.0202396419, -0.0204843134, 0.0538545772, 0.0355043299, 0.0544526577, -0.0889511257, 0.0244398098, -0.1116782427, 0.0566003174, -0.0514894351, -0.0853082612, 0.0672026798, -0.1818169653, 0.0213134717, 0.063287966, 0.0901472867, -0.0643753856, -0.0102761379, -0.0133005306, 0.0664414838, 0.085960716, -0.0321333222, -0.0385219269, 0.000231502, -0.0436056256, 0.0271175876, 0.0306653008, 0.0525496714, 0.0147209764, 0.0270768087, -0.0069866865, -0.0311274566, 0.0015546737, -0.0011282003, -0.073672846, 0.0239232853, 0.0905278847, 0.0138986129, -0.0026013174, -0.0593732446, 0.1158104464, -0.1777935028, 0.0449105315, -0.0305565596, 0.0368092358, -0.0423279032, -0.0223057438, -0.0221562237, 0.0052196258, -0.0512175784, 0.1319042891, 0.0331391878, -0.0197367109, 0.0378966592, -0.1108626798, -0.0569809154, 0.0282186028, -0.0462154374, -0.0133481054, -0.0635598153, 0.0865587965, -0.0004562075, -0.0155637283, -0.0207017977, -0.012444186, -0.0068405643, -0.0505923107, -0.0179832429, -0.0163792949, -0.0063376315, 0.0210688021, -0.0488796197, -0.0757933185, 0.0048254351, 0.0004173407, -0.0650822073, 0.0257175304, 0.0351509191, -0.0999340862, -0.1310343593, -0.0588839054, 0.0565459467, 0.0992816314, -0.0658434033, 0.0735097304, -0.0369451642, 0.0835140124, 0.0734009892, 0.0069527049, 0.0671483129, -0.0582858212, 0.0678007677, 0.0069934828, 0.0243990328, 0.0655715466, -0.0329217017, 0.1100471094, -0.0378966592, 0.1412561238, 0.0828615576, 0.0221970025, -0.1065129861, -0.0543439165, -0.0088896751, -0.0156588778, 0.0208513178, -0.0081488686, 0.1092859134, -0.0235970579, 0.0347975045, 0.1864928752, -0.0151967229, -0.0979223549, -0.042980358, -0.0378422886, -0.0512175784, 0.0202260502, -0.0787293538, -0.0246844795, 0.0099091334, -0.0065075411, 0.0088828783, -0.019967787, -0.0747602656, -0.0413492247, 0.0146937901, 0.0871025026, 0.0722048208, -0.0322420634, -0.0461338796, 0.0096848523, 0.0157812126, 0.0116761941, 0.046269808, 0.0731835067, -0.0202396419, -0.1655056328, 0.1116782427, 0.0739990696, 0.0807954594, 0.0402074307, -0.1656143814, 0.0306653008, 0.0595363565, -0.0451280139, 0.0246301088, 0.0297409929, 0.0597538427, 0.1150492504, -0.0109489802, 0.0187716223, 0.0051006889, 0.0668220818, 0.0030974536, -0.0302303322, 0.0915065631, -0.0262612421, 0.0026098129, 0.0119684385, 0.0161074381, -0.0350965448, 0.1037944332, -0.0946057141, 0.084057726, 0.0812304243, 0.1381026059, -0.0528487116, 0.0821547359, 0.0275389627, 0.0480368696, 0.0382500701, -0.0246029235, 0.0569809154, -0.0652996972, -0.068290107, 0.036265526, 0.0003595714, 0.0298769213, -0.0664958581, -0.0700299814, 0.0093246438, 0.0090256026, -0.05817708, -0.0119616427, -0.1533265114, -0.0970524177, -0.0128587652, 0.0479553118, -0.0575789958, -0.0363198966, 0.0451280139, 0.0349334329, 0.0009090169, 0.031915836, -0.0038909321, -0.0382772572, -0.0518156588, 0.0774244517, -0.0196551532, 0.0848732889, -0.0758476853, 0.0573071428 ]
801.1028
Emmanuel Lipmanov
E. M. Lipmanov
United Quark and Neutrino Mixing Matrices with Universal Pair of CP-Violating Phases
21 pages; comments, acknowledgments and references added
null
null
null
hep-ph
null
The Standard Model quark and neutrino mixing matrices are of independent empirical origin, but they do suggest unification. In this paper I obtained two united one-parameter quark and neutrino mixing matrices inferred from two semi-empirical deviation-from-mass-degeneracy (DMD) flavor rules (quadratic DMD-hierarchy rule and Dirac-Majorana DMD-duality rule) without use of the common exact-flavor-symmetry suggestions for that particular unification problem. One small empirical parameter quantitatively defines the pattern of particle flavor physics. The main predictions are: 1) hierarchical connections between the 2 large solar and atmospheric neutrino mixing angels, and the 2 small quark mixing angels, 2) universal sequence of 14 equality relations to that one-empirical-parameter of the quark and neutrino mixing-matrix parameters, CP-phases and lepton mass ratios, which are free dimensionless constants in the Standard Model, 3) complementarity connections between doubled large neutrino and small quark mixing angles, 4) tentative solution of the CP-violation problem in framework of Standard Model mixing matrix phenomenology by suggesting a universal set of two nonzero values ~58.8 and ~31.2 degrees for Dirac and Majorana CP-violating phases.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 20:02:53 GMT" }, { "version": "v2", "created": "Mon, 21 Jan 2008 20:16:53 GMT" } ]
2009-03-11T00:00:00
[ [ "Lipmanov", "E. M.", "" ] ]
[ -0.0306815766, -0.0641611591, -0.0271840692, 0.0414394252, 0.0149910375, 0.0277147256, 0.0522937551, 0.0585169047, -0.0855803713, 0.0237830449, -0.0703360662, -0.0296202637, -0.0539822057, 0.1205071956, 0.0367358811, -0.0145206824, 0.0309469029, 0.0847602636, 0.0115055908, 0.0294272974, -0.0386414193, -0.0766074583, 0.0471319184, 0.0899221003, -0.0371700525, -0.0598194227, 0.0257609449, -0.0205388069, 0.0485068001, 0.0014027716, 0.0563460365, -0.0362534672, -0.0754496604, 0.0016809137, -0.0183679406, 0.0734235197, -0.0543681383, 0.1051664054, -0.1116307676, -0.0097206561, -0.0338655114, -0.0729411021, -0.0442856699, 0.0247961171, -0.0710596889, -0.0362775847, -0.015931746, 0.0107035767, -0.0016552855, -0.1107624173, 0.0222875588, 0.0323700272, -0.0074291867, -0.1125955954, -0.049736958, -0.0057980218, -0.0265569296, 0.0495439917, -0.0215880591, -0.0581309721, -0.0370253287, -0.1045875102, 0.0066392324, 0.0574073493, -0.039919816, -0.0696124434, -0.0137970606, -0.04462336, 0.0797431543, 0.0096482942, -0.0231559053, 0.0234453548, 0.0417771153, -0.0213709716, 0.0335760638, 0.003214088, -0.0092563322, 0.0958558023, -0.1191564351, 0.0532103442, 0.027328793, 0.0064583272, -0.0386655405, -0.0494957492, -0.0823481902, 0.007742756, 0.0297167469, 0.0345408916, -0.0814316049, -0.0160885304, -0.0156543572, -0.0809974298, -0.0799843594, 0.0138935437, 0.1067101359, -0.0981231555, 0.0701430961, -0.0357951708, 0.0338896327, -0.0423077717, -0.0529691353, -0.034733858, -0.0023336811, 0.0182473361, 0.1188669875, -0.0843743309, 0.019923728, -0.0013703593, -0.029306693, 0.0267740171, 0.0413670614, 0.0024467472, -0.0662355423, -0.0065608402, -0.0190191995, -0.0866416842, -0.0354333594, 0.0053698788, -0.0451540165, 0.0834095031, -0.0208161939, -0.0645953268, 0.1288047284, -0.0393409207, 0.0317911282, -0.1346901804, -0.0010748802, -0.0583239384, -0.099473916, 0.0737612098, 0.1338218451, 0.0374112613, -0.0350715481, -0.004356808, -0.1176127046, 0.0046221358, 0.0804185346, -0.0285830721, 0.1031402647, -0.0369529687, 0.0701430961, 0.047421366, 0.0118734324, 0.0466495045, 0.0447680838, 0.0507017858, -0.0385449342, -0.0010130709, -0.0203217193, -0.0365670361, -0.0772828385, -0.0343479291, -0.0021497605, 0.0250614434, 0.0372665375, -0.1015965417, -0.0198393054, 0.0362293459, 0.0350715481, -0.0361087397, 0.0874617845, -0.000187501, 0.0258815493, 0.011529712, 0.0513289236, 0.1118237302, -0.130637899, -0.0348544642, -0.1390319169, -0.157363683, -0.0854838863, -0.0280524157, -0.0999563262, -0.0809974298, 0.0720727593, -0.0597229414, -0.0641129166, -0.184185937, -0.0519078225, -0.0064221458, 0.0391479544, 0.0692265108, 0.0165227037, 0.0157146584, -0.1032367498, 0.0459017605, -0.0138211818, 0.1075784788, -0.0027407187, -0.0551399998, 0.0237227436, 0.0766074583, 0.077041626, 0.1289976984, 0.0460464843, -0.1332429498, 0.1050699279, 0.0731823146, 0.1214720234, 0.0543681383, -0.0463118106, 0.0344202891, 0.0685993731, -0.1469435245, -0.0369047262, -0.0487238877, 0.1102799997, -0.074195385, -0.0526314452, -0.0070613455, -0.0056110863, 0.0507982709, 0.0507982709, 0.0069226511, -0.0547540709, 0.057793282, -0.1417334378, 0.04066756, -0.0027874524, 0.0483861938, -0.1043945402, 0.016305618, 0.0355057232, 0.0411017351, -0.0412223376, -0.0337207876, 0.0521007888, 0.0070492849, 0.0198513661, 0.0589993186, 0.0716385841, 0.0084663779, -0.1192529202, -0.0478555411, 0.0663320199, -0.0599641502, -0.057793282, -0.0806597397, 0.0165227037, 0.0288725197, -0.0925753862, 0.0660908148, 0.0038321819, 0.0230111815, 0.003609065, 0.0593370087, -0.0104382485, 0.0322494246, 0.0607360117, 0.0427419432, -0.0183438193, 0.1371022612, -0.0123980585, 0.0012060368, -0.1094116569, 0.0635822564 ]
801.1029
EDA Publishing Association
Wladyslaw Szczesniak
Reducing Average and Peak Temperatures of VLSI CMOS Digital Circuits by Means of Heuristic Scheduling Algorithm
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
This paper presents a BPD (Balanced Power Dissipation) heuristic scheduling algorithm applied to VLSI CMOS digital circuits/systems in order to reduce the global computational demand and provide balanced power dissipation of computational units of the designed digital VLSI CMOS system during the task assignment stage. It results in reduction of the average and peak temperatures of VLSI CMOS digital circuits. The elaborated algorithm is based on balanced power dissipation of local computational (processing) units and does not deteriorate the throughput of the whole VLSI CMOS digital system.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:54:42 GMT" } ]
2008-01-08T00:00:00
[ [ "Szczesniak", "Wladyslaw", "" ] ]
[ 0.0648211092, 0.0569298416, -0.0102996388, -0.0675369352, -0.014450239, 0.008038586, 0.016115604, 0.0250573289, -0.0480905995, -0.0489617139, 0.0168586131, 0.0024227849, -0.0727636144, 0.0535991155, 0.0774266347, -0.0512163602, 0.0869064033, 0.0485517792, 0.0013138765, -0.0012089906, 0.0422746353, 0.0346139595, 0.0152060585, 0.1099652946, -0.019177312, -0.0277475342, 0.1096578464, -0.0199715625, 0.1298471838, -0.1131422967, 0.0623614937, -0.0186392721, -0.0878287554, -0.0382521413, 0.0049640671, 0.0861890167, -0.0504989736, 0.0977184623, -0.0600556023, 0.0462715104, 0.016115604, -0.0801937059, -0.0532916635, 0.0664096102, -0.0131820003, -0.0022306275, 0.0368429869, -0.0129642216, 0.1358937323, -0.0148089333, 0.0782465041, 0.1033550799, -0.0043811896, -0.0874188244, -0.0110554574, -0.0297203492, 0.0915181786, 0.0579034388, 0.0467070676, 0.0822433829, 0.0431457497, -0.0639499947, 0.0514981933, -0.0010952974, -0.0840368494, -0.0320518613, -0.0036926253, 0.01111951, 0.0545727126, -0.1039699838, -0.0383290015, 0.0851641744, 0.1913375556, -0.0291823093, 0.0602093302, -0.0910057575, 0.0312063675, 0.0621565245, 0.0160899833, 0.1314869225, -0.0000626513, 0.0520618558, 0.1292322874, 0.0607217476, -0.0330766998, -0.0898271948, -0.0293104146, 0.0212141816, -0.1304620802, -0.0609779581, -0.0108184638, 0.0328204893, 0.0487567447, 0.0893660188, 0.0871626139, 0.0607729927, 0.0311551262, 0.0209707823, 0.0419928059, 0.0560074858, -0.0013066706, -0.102740176, 0.0420952886, 0.0114653939, 0.0451954268, -0.0591332465, -0.0516519174, 0.0132076209, 0.0075197611, -0.0310270209, -0.0394050851, -0.0203814991, -0.1061733887, -0.0098256506, 0.005780736, -0.0396612957, 0.0220724847, 0.0752744749, 0.0364586711, 0.0646161437, -0.0060593644, 0.0417878367, 0.0072763613, -0.009780813, -0.0578009561, 0.0016509526, 0.0512419827, -0.1268751472, 0.0196513012, -0.0697403401, -0.0293616559, -0.0117151979, 0.084959209, -0.1045848876, -0.0136431782, -0.0711238682, -0.0218547061, 0.1230832413, 0.0551876165, -0.0174094643, 0.0430688858, 0.059235733, 0.0609267168, 0.0520618558, 0.0412241742, 0.0470401384, 0.0650773197, 0.0408398584, -0.06856177, 0.1611047983, 0.0135406936, -0.0832682252, 0.0150907636, 0.0104661752, 0.0831144974, -0.1168317199, 0.0864964649, -0.0228923559, -0.0171532538, -0.1433750689, -0.0063700192, -0.077324152, 0.0470913835, 0.0638987496, 0.0400968529, 0.0399943665, -0.0838831291, -0.006555771, -0.129027307, -0.0940802768, 0.0038783776, -0.1404030323, 0.0159490667, -0.0425820872, -0.0157056674, 0.0117536299, -0.0625664592, -0.0667683035, 0.0059120436, 0.0088520525, -0.0615416206, 0.0385083482, 0.049550999, 0.0104917958, -0.0457847118, -0.0445292816, 0.1228782758, 0.0199075099, -0.0105110118, -0.047885634, -0.041377902, -0.0264408626, -0.0617978312, 0.0029704336, 0.0253775921, 0.0011793663, 0.0622590072, 0.0535478704, 0.016077172, 0.0084293066, -0.0289773419, -0.0124902334, 0.0885461494, -0.0041089663, 0.0115294456, -0.0814235136, -0.0519337505, 0.0477831475, 0.1054560021, 0.0535478704, 0.040250577, 0.0656409785, 0.1456297189, 0.0295153819, 0.088136211, 0.027696291, -0.0611829273, 0.1105801985, 0.0825508311, 0.0289517194, -0.0953100845, -0.0414547622, -0.0511395, 0.0543165021, -0.0036541938, 0.0678443834, -0.0007898471, -0.0247498769, -0.0032010225, -0.0423258767, 0.034280885, 0.0220084321, -0.05508513, 0.0282343328, 0.0213166643, 0.0137328515, 0.0011353302, -0.0559050031, -0.0349726528, -0.0790663809, 0.007129041, -0.0119265718, -0.0570323281, -0.0775291175, -0.046297133, 0.0672294796, -0.0874700621, -0.123185724, -0.0555975512, 0.0119778132, -0.1035600454, -0.1024327204, -0.123185724, -0.0874188244, -0.0932091698, 0.0141427871 ]
801.103
EDA Publishing Association
Z. Szucs, G. Nagy, S. Hodossy, M. Rencz, A. Poppe
Vibration Combined High Temperature Cycle Tests for Capacitive MEMS Accelerometers
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
In this paper vibration combined high temperature cycle tests for packaged capacitive SOI-MEMS accelerometers are presented. The aim of these tests is to provide useful Design for Reliability information for MEMS designers. A high temperature test chamber and a chopper-stabilized read-out circuitry were designed and realized at BME - DED. Twenty thermal cycles of combined Temperature Cycle Test and Fatigue Vibration Test has been carried out on 5 samples. Statistical evaluation of the test results showed that degradation has started in 3 out of the 5 samples.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 15:56:46 GMT" } ]
2008-01-08T00:00:00
[ [ "Szucs", "Z.", "" ], [ "Nagy", "G.", "" ], [ "Hodossy", "S.", "" ], [ "Rencz", "M.", "" ], [ "Poppe", "A.", "" ] ]
[ 0.0969133154, 0.0707678199, -0.0172544811, -0.0627903566, -0.0469126329, 0.0396299809, -0.0195061862, -0.0978397354, 0.0908916146, -0.0965015739, 0.0350236371, -0.0779218078, -0.0749366879, 0.0079581635, -0.0188371073, 0.0944943428, 0.0099782627, 0.0414056107, -0.0923841745, -0.0137160905, 0.0362588577, 0.0483279899, 0.0103385355, -0.0143723013, 0.0297996867, -0.1206398383, 0.1015968621, 0.0531144664, 0.1123021021, -0.1506968588, 0.0765321851, -0.041637212, -0.066238679, -0.0712824985, -0.1181693971, 0.0350751057, -0.1167283058, 0.0597537756, -0.0227100383, -0.0377514176, -0.0363875292, -0.0388579667, 0.0127703752, 0.1145666689, -0.0865683481, -0.044467926, 0.0165854041, 0.0297224857, 0.0392182395, -0.0198921915, 0.0955236927, 0.0155045865, 0.1221838593, -0.1223897338, -0.0145267043, -0.0668048263, 0.0506182946, 0.0808554515, -0.0062050512, 0.0220023599, 0.00448089, -0.0916121602, 0.0159420613, -0.0810098574, -0.0794658288, -0.0547614284, -0.0245114006, 0.0607316606, -0.0220023599, 0.0365933962, 0.0931561887, 0.106537737, 0.0025958924, 0.0439275168, -0.0007185346, -0.075399898, 0.0219894927, 0.0229030401, 0.0439532511, 0.0304687638, 0.005018082, -0.0077908938, 0.0554305054, 0.0649005249, -0.0625844896, 0.0182966981, -0.0757601708, -0.0556878448, -0.0267631039, 0.0386520997, -0.0852816626, 0.1428737938, 0.0089810798, 0.0308547709, 0.0045709582, -0.078899689, 0.0547614284, -0.0581582822, 0.0382146239, -0.0300312899, -0.0247944724, -0.0544526242, -0.0272263121, 0.0985088125, 0.0737014711, -0.0523681901, -0.1073612198, -0.0350236371, -0.0474015735, 0.0039436975, 0.1575935036, -0.0688120574, -0.0619154125, 0.0163151994, 0.0545040891, 0.0079581635, -0.0158905927, -0.0979426652, -0.0407365337, 0.0157747902, -0.0782820806, 0.0552246347, 0.0476074442, -0.0785394162, -0.0251804776, -0.0615036711, -0.009521489, 0.0036027255, -0.0509013645, -0.0877521038, 0.0603199191, -0.0772012621, 0.1557406783, -0.0638197064, 0.0894505307, -0.0615551397, -0.0398615859, 0.0093413526, -0.0330421403, 0.0506697595, 0.0070510483, -0.0505410917, 0.1236249506, -0.0109304115, 0.1243454963, -0.0228515733, 0.0502580218, -0.0284615308, 0.098302938, 0.0216678213, -0.0627903566, -0.0060699494, -0.0468354337, -0.0392182395, 0.1127138436, -0.0898108035, 0.0406593308, 0.0991778895, -0.0772527307, -0.0727750584, 0.0681944489, -0.0615036711, 0.0436701812, 0.0368507355, 0.0387035646, 0.050335221, -0.0932076573, 0.0320642553, -0.1301098615, 0.0099782627, 0.0083120028, -0.1029864848, -0.0568201281, -0.0223883651, -0.0152343819, -0.0341229588, -0.022233963, -0.0730323941, -0.1143608019, 0.023198979, 0.0432841741, -0.0367735326, 0.001126656, 0.0406593308, -0.1174488515, -0.0290276743, 0.0498205461, 0.0757087022, -0.0019959742, -0.0490485355, -0.097170651, -0.0199436583, 0.0167784076, 0.0255021509, -0.0311635751, -0.1557406783, 0.0965015739, 0.0262741633, 0.0069481134, -0.0100618973, -0.0390895717, -0.0051982184, 0.1116844937, -0.008665842, 0.0357699171, 0.021564886, -0.075194031, 0.1130226478, 0.0456002131, 0.0203553997, 0.0291820765, 0.0644887835, 0.0649519935, 0.031832654, 0.0264800321, -0.0178720914, -0.0244213324, 0.0224398337, 0.0494345427, 0.0688120574, -0.036953669, 0.0093091857, 0.0762233809, 0.1176547259, -0.0018061878, 0.0722089112, -0.0270204414, 0.0095922565, 0.0143208336, -0.0836346969, -0.0468868986, 0.0239195246, 0.0185283031, 0.0986632109, -0.0252319463, 0.0428981669, 0.0228644405, 0.024910273, -0.0025460334, -0.0343545601, -0.0588788278, 0.1130226478, 0.0003152385, -0.0383175611, 0.0155817876, -0.001641331, -0.0875462294, -0.124860175, 0.07169424, -0.0575921424, -0.0260682926, 0.0046095587, 0.0088202441, 0.008807377, 0.0472471714, 0.0163924005 ]
801.1031
Alessandro Patruno
Alessandro Patruno (API, Univ. Amsterdam), Diego Altamirano (API, Univ. Amsterdam), Jason W.T. Hessels (API, Univ. Amsterdam), Piergiorgio Casella (API, Univ. Amsterdam), Rudy Wijnands (API, Univ. Amsterdam), Michiel van der Klis (API, Univ. Amsterdam)
Phase-coherent timing of the accreting millisecond pulsar SAX J1748.9-2021
22 pages, 7 figures, ApJ accepted. Two figures removed, one typo in the Timing parameters corrected (Table 2)
Astrophys.J.690:1856-1865,2009
10.1088/0004-637X/690/2/1856
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We present a phase-coherent timing analysis of the intermittent accreting millisecond pulsar SAX J1748.9-2021. A new timing solution for the pulsar spin period and the Keplerian binary orbital parameters was achieved by phase connecting all episodes of intermittent pulsations visible during the 2001 outburst. We investigate the pulse profile shapes, their energy dependence and the possible influence of Type I X-ray bursts on the time of arrival and fractional amplitude of the pulsations. We find that the timing solution of SAX J1748.9-2021 shows an erratic behavior when selecting different subsets of data, that is related to substantial timing noise in the timing post-fit residuals. The pulse profiles are very sinusoidal and their fractional amplitude increases linearly with energy and no second harmonic is detected. The reason why this pulsar is intermittent is still unknown but we can rule out a one-to-one correspondence between Type I X-ray bursts and the appearance of the pulsations.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:37:34 GMT" }, { "version": "v2", "created": "Thu, 18 Sep 2008 14:50:33 GMT" } ]
2009-06-23T00:00:00
[ [ "Patruno", "Alessandro", "", "API, Univ. Amsterdam" ], [ "Altamirano", "Diego", "", "API,\n Univ. Amsterdam" ], [ "Hessels", "Jason W. T.", "", "API, Univ. Amsterdam" ], [ "Casella", "Piergiorgio", "", "API, Univ. Amsterdam" ], [ "Wijnands", "Rudy", "", "API, Univ. Amsterdam" ], [ "van der Klis", "Michiel", "", "API, Univ. Amsterdam" ] ]
[ -0.0176866185, 0.0746312365, 0.0625392273, -0.0861213878, -0.0002136235, 0.049845349, -0.0582714565, 0.0037890126, 0.0941097736, -0.0597487614, 0.0036522252, -0.0403796583, -0.1169806346, -0.0411183089, 0.0897872895, 0.0943833441, -0.060186483, 0.0017106981, -0.0235548001, 0.0600223355, -0.1223427057, -0.1138071641, -0.0799385905, -0.0014166051, -0.0075438283, -0.042075824, 0.0267145913, 0.0969549492, 0.0572318733, -0.0341421515, -0.0245259907, -0.0634693801, -0.0345798694, -0.0175908674, -0.0728256404, 0.1087186709, 0.0296555217, 0.0327469185, -0.1020981595, -0.0539216176, -0.07676512, -0.1573602855, -0.079610303, 0.0977756754, 0.007058233, -0.0442097075, 0.0314884745, -0.0563564338, 0.0116269337, 0.0789537206, -0.0599676222, 0.0845346525, 0.0137471398, 0.0376439095, -0.041583389, -0.0710747615, 0.0472190306, 0.0877628326, -0.0409541652, -0.0599676222, 0.0408447348, -0.0839874968, 0.0070513934, 0.0110319089, 0.0056527415, 0.0343336537, 0.0666975677, 0.0712936223, -0.0027032623, 0.0467539541, 0.0121330479, 0.0567394383, -0.0545234829, -0.0570130125, 0.0479850397, -0.0559187122, -0.0178781208, 0.069050312, -0.0238010176, 0.024717493, 0.0417475328, 0.0404890887, -0.0212567709, -0.07676512, -0.0344157256, -0.0152928382, 0.0141301444, -0.0106147071, 0.0086107701, -0.0321450531, 0.0427324027, 0.0688314512, -0.0723879263, -0.061444927, 0.0620467924, -0.0483133309, 0.0357015282, -0.0355920978, 0.1284707785, 0.022788791, 0.0413645282, -0.0237599816, 0.0335949995, -0.0773669854, 0.0129879694, -0.0008916833, -0.0085628945, 0.0347440131, 0.0311328247, -0.0602959134, 0.043279551, -0.035373237, -0.1126034334, -0.0318988338, -0.0548244119, -0.0445927121, -0.1045056209, 0.001002823, 0.0258801877, 0.0666975677, -0.0772575587, 0.1057640612, -0.031871479, 0.1030830294, 0.0462341607, -0.0469728149, 0.022159569, -0.0827837735, -0.0731539354, -0.0238420535, -0.0328563489, -0.0666428506, 0.043334268, -0.057943169, -0.0577243082, -0.0914287344, 0.0488878377, -0.0282329321, 0.0154433046, 0.0451672189, 0.0693238825, 0.0202992596, 0.0302300286, 0.1122751459, -0.0015029522, 0.0680654421, -0.0354553089, -0.0831667781, -0.0751783848, -0.0791178644, -0.0672994331, 0.0299838111, 0.0329657793, 0.0094930492, 0.0897872895, -0.0244028829, -0.0398325063, 0.0092741894, -0.0684484467, -0.0321997665, -0.0187809188, 0.0779688507, -0.0365496092, -0.00697958, -0.014923512, 0.0188629907, -0.0172078628, -0.0411183089, -0.1542962492, -0.108773388, -0.0313516855, -0.1375534683, -0.0639618188, 0.0020535218, 0.0403249413, 0.0347440131, -0.0832214877, -0.057396017, -0.121138975, -0.1018245816, -0.0007754139, -0.0381363444, 0.0267556272, -0.0439361334, 0.0327742733, -0.1012227163, -0.024498634, 0.1616280675, 0.0303121004, 0.0268924143, -0.0140207149, 0.0209148023, 0.1037396118, 0.1154486164, -0.0408173762, -0.1030283123, 0.0184936635, 0.0610619225, -0.0508028604, 0.014472113, 0.0462068021, 0.0704728961, 0.0988699719, -0.0106010279, -0.0096366769, -0.1124940068, 0.0438540578, 0.0529367477, -0.0943833441, -0.0628127977, 0.0825101957, -0.0241293069, 0.0253467169, -0.0276994612, -0.1033566073, -0.0421031788, 0.066205129, 0.0493802726, 0.0808140337, -0.1209201142, 0.067244716, 0.1191692352, -0.022515215, 0.0996906981, 0.0819083303, 0.0634693801, 0.149919048, 0.0238283761, 0.0933437645, 0.0039565773, 0.0121330479, 0.0947663486, -0.0684484467, 0.0142395748, 0.0326648466, 0.0025168892, 0.0454955101, -0.030339459, -0.0476293936, -0.0909363031, -0.0650561154, 0.0541678332, -0.0439634882, 0.0511037931, -0.0916475952, -0.0376986228, -0.0616637878, -0.0648919716, -0.0094588529, 0.0351270176, 0.0706917569, 0.0774764195, -0.1171994954, 0.0185894165, -0.0269060936, 0.0027203606 ]
801.1032
J. S. Kaastra
S. Borgani, A. Diaferio, K. Dolag, S. Schindler
Thermodynamical properties of the ICM from hydrodynamical simulations
26 pages, 12 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 13; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9317-4
null
astro-ph
null
Modern hydrodynamical simulations offer nowadays a powerful means to trace the evolution of the X-ray properties of the intra-cluster medium (ICM) during the cosmological history of the hierarchical build up of galaxy clusters. In this paper we review the current status of these simulations and how their predictions fare in reproducing the most recent X-ray observations of clusters. After briefly discussing the shortcomings of the self-similar model, based on assuming that gravity only drives the evolution of the ICM, we discuss how the processes of gas cooling and non-gravitational heating are expected to bring model predictions into better agreement with observational data. We then present results from the hydrodynamical simulations, performed by different groups, and how they compare with observational data. As terms of comparison, we use X-ray scaling relations between mass, luminosity, temperature and pressure, as well as the profiles of temperature and entropy. The results of this comparison can be summarised as follows: (a) simulations, which include gas cooling, star formation and supernova feedback, are generally successful in reproducing the X-ray properties of the ICM outside the core regions; (b) simulations generally fail in reproducing the observed ``cool core'' structure, in that they have serious difficulties in regulating overcooling, thereby producing steep negative central temperature profiles. This discrepancy calls for the need of introducing other physical processes, such as energy feedback from active galactic nuclei, which should compensate the radiative losses of the gas with high density, low entropy and short cooling time, which is observed to reside in the innermost regions of galaxy clusters.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:05:41 GMT" } ]
2009-11-13T00:00:00
[ [ "Borgani", "S.", "" ], [ "Diaferio", "A.", "" ], [ "Dolag", "K.", "" ], [ "Schindler", "S.", "" ] ]
[ 0.0731169656, 0.0706560686, -0.0220060758, -0.006873941, 0.0639359355, 0.0081931222, 0.0354226828, -0.013594076, 0.0480347686, -0.0197581444, -0.0407467335, -0.0179834608, -0.1565507501, -0.0448876619, 0.0015158756, 0.0365111567, -0.0285842363, 0.0356829725, -0.0255791061, 0.0609071404, -0.1173657402, -0.0499277636, -0.0205271728, 0.0450769626, -0.1349706054, -0.0303115956, -0.0333403908, 0.0687630698, 0.1114974543, -0.0874090791, 0.0635100082, -0.0280636624, -0.0711293146, -0.086888507, -0.0817300975, 0.1955464631, -0.0557960533, 0.1005180776, -0.0281819757, -0.0285605751, -0.0121506667, 0.0671067014, -0.1061024144, 0.053808406, -0.0505429879, -0.0500224158, 0.0070159156, -0.1033575684, 0.0466150232, 0.0484133698, -0.0452899262, 0.0672959983, 0.0278980266, -0.1001394764, -0.0965427905, 0.0507796146, -0.0088024307, -0.0118903797, -0.0180899408, -0.0566005744, -0.0416695699, -0.1216249838, 0.0240647085, -0.0251058564, -0.0581622981, -0.0174628869, 0.0661128759, 0.0334587023, 0.0788432732, 0.0390903652, -0.0102162622, -0.0324175544, -0.016267933, -0.0003286862, -0.0624215379, -0.0544709563, -0.0332457386, -0.0974892825, -0.005655325, 0.04145661, 0.0160668027, 0.071602568, 0.0429946668, 0.0068384474, -0.0153687596, 0.0110444473, 0.0234731473, -0.0184803717, -0.074536711, -0.0335533507, 0.0489339419, 0.0497857891, -0.0446037129, -0.0725490674, 0.026123343, -0.137242198, 0.0691416711, -0.0727856904, 0.0911004245, 0.0922835469, 0.0141501436, 0.0032328819, -0.0021828609, -0.0645038337, 0.1151887923, 0.0332694016, -0.0931827202, -0.0183383971, 0.0301696211, -0.020988591, 0.0946024656, -0.0133692827, -0.1243698224, 0.0787013024, -0.145666033, -0.0304299071, -0.1011806279, 0.0821086913, -0.1269253641, 0.0408413857, 0.028513249, -0.0271408278, 0.0278980266, 0.1220982298, -0.0410780087, -0.0793638527, 0.0928514451, -0.1378100961, -0.1088472605, 0.001264462, 0.0265965909, -0.0776601508, -0.0455028862, -0.0518207625, -0.0668227524, -0.0432076305, 0.0087905992, -0.0020763797, 0.0053625023, -0.0461890996, 0.0068147848, 0.0404391214, 0.0418588705, 0.0214973334, 0.0663021803, 0.075009957, -0.0123991231, 0.0301696211, -0.0220534019, 0.0239582285, 0.0421191566, -0.0270225145, 0.0325122029, -0.0484370291, -0.010352321, -0.0991929844, -0.0169304814, 0.04145661, 0.0125647597, -0.0854214355, -0.0617116652, 0.0309741441, -0.1058184654, -0.027732389, -0.0262889788, -0.0213198662, -0.0780387521, 0.0571684726, -0.1192587391, -0.0532405078, -0.0130735021, -0.06563963, 0.0097666755, -0.0194150377, -0.0379545651, 0.0727856904, 0.1273039728, -0.06294211, -0.0358722694, 0.0989090353, -0.0022346224, 0.0533824824, 0.0215801522, -0.0999501795, -0.0856580585, 0.0022715949, -0.1500199139, 0.0399185494, -0.0244196467, 0.0119554522, -0.0708453655, 0.0375759676, 0.0165163893, 0.0726910383, -0.0759564564, -0.0647404566, -0.0487446412, 0.0544709563, 0.0129078655, 0.113769047, 0.1141476482, 0.057026498, 0.1099830568, -0.0971106887, -0.0612384155, 0.011233747, 0.0336953253, 0.0571684726, -0.0968740582, 0.0378835797, 0.0281109884, -0.0412909724, 0.0345235132, 0.0706087425, -0.0413619578, -0.0240055528, -0.1212463826, 0.0676272735, 0.0487919673, 0.1225714833, 0.0615223646, 0.0319916308, 0.0237570982, 0.0721231401, 0.0340975858, -0.0004810132, 0.0216984637, -0.0549915284, -0.0280873254, -0.0067792912, 0.0875037313, 0.0711293146, -0.092804119, -0.0008348408, -0.0012252711, -0.0396109372, 0.0044426247, 0.0103878146, 0.0017569368, -0.0575943962, -0.0603865683, 0.0878823325, -0.0655923039, -0.0226094685, -0.0159484893, 0.0404154621, -0.0243249964, 0.0405337736, 0.0009110043, -0.0412436463, 0.0418588705, -0.0933720171, -0.0441304669, -0.0445563905, -0.0130143464, -0.0530512072 ]
801.1033
George Tsibidis
George Tsibidis, Theodoros N. Arvanitis and Chris Baber
The What, Who, Where, When, Why and How of Context-Awareness
Accepted manuscript at the CHI 2000, April 3-2000, The Hague, The Netherlands
null
null
null
cs.HC
null
The understanding of context and context-awareness is very important for the areas of handheld and ubiquitous computing. Unfortunately, at present, there has not been a satisfactory definition of these two concepts that would lead to a more effective communication in humancomputer interaction. As a result, on the one hand, application designers are not able to choose what context to use in their applications and on the other, they cannot determine the type of context-awareness behaviours their applications should exhibit. In this work, we aim to provide answers to some fundamental questions that could enlighten us on the definition of context and its functionality.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:05:46 GMT" } ]
2008-01-08T00:00:00
[ [ "Tsibidis", "George", "" ], [ "Arvanitis", "Theodoros N.", "" ], [ "Baber", "Chris", "" ] ]
[ 0.0214489661, -0.0030373645, 0.0482508838, 0.1037877202, 0.0526868887, -0.1309489757, 0.0745447651, 0.0132460687, 0.0002197481, 0.0789064243, 0.0230350252, 0.0157738496, -0.0257486738, -0.0379910655, 0.0577424541, 0.0187972747, 0.0199868195, 0.0130354203, -0.0069885715, -0.0018524671, 0.0791542456, 0.0082586575, -0.0687457323, 0.0677048862, -0.0688448623, -0.0804429203, -0.0502830185, 0.104977265, -0.0091136424, 0.025277812, -0.0083392002, -0.0353641547, -0.0809385628, 0.0159225427, 0.0765273347, 0.0385858379, -0.0711743906, -0.0214489661, -0.0563050881, 0.0421792492, -0.0128247719, -0.0193176996, -0.0091694025, 0.0811368227, 0.0261947531, -0.0904053524, -0.0139027964, 0.147007823, -0.0791046843, 0.0780638307, -0.0518442951, -0.0203833338, 0.0037916717, -0.0098385205, -0.081087254, -0.0800464079, 0.0133823715, 0.0267895237, -0.0022133575, -0.020965714, -0.0034478193, -0.085300222, -0.1090415418, 0.0381645411, -0.0485978313, -0.0377928056, 0.0002373667, 0.0044205193, -0.1016068906, -0.0360332727, 0.1585067511, 0.1370949596, -0.0477056764, 0.0772212371, -0.0269382168, 0.0133947618, -0.0193920471, 0.0832680836, -0.0134938909, 0.0846063271, 0.1002686545, -0.0858454332, -0.0587833039, 0.0113750156, -0.1286690235, -0.0312998779, -0.0791542456, 0.0145719154, -0.0776673183, -0.0319937803, 0.019912472, 0.0920905396, 0.0341250449, 0.0304572843, -0.0386601835, -0.042749241, 0.0177068599, -0.0078745345, 0.0937757269, 0.017805988, -0.0742473751, -0.1422496438, -0.0132212872, 0.0080665955, 0.0620545484, -0.0181281567, -0.0283755828, 0.0340506993, -0.0022272975, 0.0270621274, -0.1722856313, -0.0092065753, -0.0339020081, 0.1267855763, 0.0151790781, -0.0122114131, -0.0142497467, -0.0939244181, 0.0249680355, 0.0140143167, -0.0047055143, 0.0010083244, 0.0554624945, 0.0486226156, 0.0027570163, -0.0205568094, -0.0214861408, -0.0298625138, -0.0062667909, -0.0735534728, 0.1036885902, 0.0633432195, 0.0757838711, -0.0284994934, -0.0752386674, -0.0889679864, -0.0389823504, 0.0328115895, -0.1054729074, -0.0498865061, -0.0051794732, 0.0135806287, 0.0773699284, 0.0741482452, -0.0202222504, 0.0146462619, 0.0262443163, 0.1456200182, -0.0473587252, 0.1586058736, -0.0123105422, -0.0676057562, -0.0274586435, -0.0642353818, 0.0274834242, -0.0279295035, 0.062847577, 0.0477552377, -0.043418359, -0.0821281075, -0.0696378946, -0.0696874559, -0.0154888555, -0.0260212775, 0.0221552588, 0.0384123623, -0.0049223583, 0.0337285325, -0.1009625569, -0.0062977686, -0.1602910608, -0.0567511655, -0.1328324229, 0.0257734545, 0.058684174, -0.0929826945, 0.0829707012, 0.004693123, -0.039056696, -0.0921896696, -0.0310272742, 0.0214489661, 0.0766264647, -0.061707601, -0.0008402704, -0.0621536784, 0.0433440134, -0.0625501946, -0.0640371218, -0.0122919558, -0.0064247772, 0.1056711674, 0.0472843759, 0.0458470136, 0.0148321278, -0.0681509674, -0.0273842961, 0.0473587252, 0.0436909646, -0.0725621879, 0.1178639904, -0.0155879837, 0.0704804882, -0.0399984196, 0.0326628983, -0.0724630579, 0.0581885315, -0.0383132324, -0.0153153799, -0.0222667791, 0.0547190271, -0.1840819418, 0.0581885315, 0.0917435884, -0.123117812, -0.0938748568, -0.0411631837, -0.0140390983, -0.0269877817, 0.0408905782, -0.0321424715, 0.1177648678, 0.1265873164, 0.0300855525, -0.0175209939, 0.0178183801, -0.0597250275, -0.0270125642, 0.0810376927, -0.081186384, 0.0395523421, 0.039824944, -0.1140971035, -0.0128123816, 0.0520921201, -0.0748421475, -0.0468878634, -0.0524390675, -0.036950212, 0.0134814996, -0.0095411353, 0.0336294025, -0.0552642345, 0.0426748954, -0.0536286123, 0.0736526027, -0.0027446251, -0.0631945282, 0.0387840942, -0.1181613803, 0.0802446604, -0.041311875, 0.0244476087, 0.0261204056, 0.0263434444, -0.0315229185 ]
801.1034
Rob Beswick
R. J. Beswick, T. W. B. Muxlow, H. Thrall, A. M. S. Richards, S. T. Garrington (Jodrell Bank Centre for Astrophysics, The University of Manchester)
An evolution of the IR-Radio correlation?
To Appear in The Modern Radio Universe: From Planets to Dark Energy Conference (Oct 1-5 2007, The University of Manchester) Editors: Beswick, Diamond & Schilizzi
PoS MRU:056,2007
null
null
astro-ph
null
Using extremely deep (rms 3.3 microJy/bm) 1.4GHz sub-arcsecond resolution MERLIN + VLA radio observations of a 8'.5 by 8'.5 field centred upon the Hubble Deep Field North, in conjunction with Spitzer 24 micron data we present an investigation of the radio-MIR correlation at very low flux densities. By stacking individual sources within these data we are able to extend the MIR-radio correlation to the extremely faint (~microJy and even sub-microJy) radio source population. Tentatively we demonstrate a small deviation from the correlation for the faintest MIR sources. We suggest that this small observed change in the gradient of the correlation is the result of a suppression of the MIR emission in faint star-forming galaxies. This deviation potentially has significant implications for using either the MIR or non-thermal radio emission as a star-formation tracer at low luminosities.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 18:07:15 GMT" } ]
2009-06-23T00:00:00
[ [ "Beswick", "R. J.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ], [ "Muxlow", "T. W. B.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ], [ "Thrall", "H.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ], [ "Richards", "A. M. S.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ], [ "Garrington", "S. T.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ] ]
[ -0.0010117262, 0.0556799471, 0.002354718, -0.0958962739, -0.0480301008, 0.0516911, 0.0360635556, -0.0321566723, -0.0711435601, 0.0273618586, -0.086989671, -0.0182913262, -0.0511446819, -0.0021327359, 0.0424839631, 0.0453253351, 0.0120689971, 0.0270066857, -0.0362548046, 0.0782469884, -0.0508441515, -0.0139268171, -0.0322659537, -0.0139063261, -0.1230532303, 0.0338232443, -0.0860061198, 0.0869350284, 0.1150755286, -0.0218976829, -0.0159144104, -0.0213512648, -0.0120894881, -0.0216791146, -0.1485162824, 0.0984644368, 0.0349707231, 0.0615266152, -0.0906506702, -0.0170072448, 0.0253537726, -0.0371837132, 0.0292606596, -0.0171165299, -0.0071034278, -0.0997758433, -0.0400250852, -0.0095281554, 0.1033275574, -0.0720724687, -0.1562754065, -0.0016853566, -0.02584555, -0.0905413851, -0.0475656465, 0.0437680446, 0.0292333383, 0.0617451817, -0.0979180187, -0.0657340288, -0.0092412867, -0.0313916877, 0.0356264226, -0.0547783561, -0.0111469179, 0.0236188974, -0.0296158306, 0.0989562124, 0.1647995263, 0.0803780183, 0.0297797546, -0.0633297935, -0.0076908269, -0.0676464885, 0.0716899782, -0.0492595397, -0.0193431806, 0.0013908034, -0.0221572313, 0.0027628236, 0.096005559, -0.0054914961, -0.0567727797, -0.0434128717, -0.0660072342, -0.0498879217, -0.0280312188, 0.0544231869, -0.0268700812, -0.0170892086, 0.0056964029, -0.0368831828, -0.0066833692, -0.0160236936, 0.0561170802, -0.1390086263, 0.08830107, -0.0542046204, 0.0791212618, 0.0494234636, 0.001051, -0.0150401425, 0.0439046472, -0.0954044983, 0.0151084447, -0.0131823225, 0.0612534061, -0.0695589483, 0.0046206433, -0.0616358966, 0.0743674263, -0.0223074965, 0.0175673235, 0.0168023389, -0.0605977029, -0.0256406423, -0.0861700475, -0.055570662, -0.0165154692, -0.0118640903, -0.0486584827, -0.0590130948, 0.123162508, 0.1139826998, 0.1208675578, -0.0062906318, 0.0967159048, -0.0797769576, -0.0077386382, -0.0336593203, 0.1311402023, -0.0373476371, 0.0999397635, 0.0241516549, -0.0798862427, -0.0155729, 0.0587398857, -0.0494507849, -0.0023991144, 0.0061301216, 0.0850772113, 0.036200162, -0.0003427916, -0.036801219, 0.1255667508, 0.0486038402, -0.0820719153, -0.0219933055, 0.0355171412, -0.0129091144, -0.0087836618, -0.0515271723, -0.0803233758, 0.0029523622, -0.0230178386, -0.0566088557, 0.0985737219, 0.0466913767, -0.0678650588, -0.074531354, -0.0979726613, 0.0269383844, -0.0925084874, 0.0113518238, 0.019520767, -0.0210643951, -0.0916888639, -0.0159007497, -0.1519040763, 0.043713402, -0.1118516698, -0.0384951159, -0.0493961461, -0.0327030905, 0.0186055172, 0.070160009, 0.0339598507, -0.1482977122, 0.0079981862, -0.002677446, -0.0148352357, -0.0550788864, 0.0793398246, 0.0196163896, -0.0044635483, -0.0274164993, -0.0860061198, 0.0518277027, -0.0133872293, -0.0341237746, -0.0377574526, 0.0631112233, 0.0595048703, 0.1474234462, -0.0628926605, -0.0392874219, -0.0591770187, 0.0209004711, -0.0521555543, 0.0003235816, 0.1156219468, -0.008892945, 0.0359815955, -0.0256269816, -0.0722910389, -0.1172612011, 0.1288452595, 0.024424864, -0.0220342875, 0.0372929946, 0.1131084263, 0.0574831255, 0.078848049, 0.0333314687, -0.046117641, 0.0146166692, -0.0625648052, -0.0489043705, 0.0790666193, 0.0439046472, -0.0106824627, 0.080104813, 0.0578656159, 0.0315282904, 0.0121714501, 0.0633844361, 0.1597724855, -0.0748045594, 0.0979726613, -0.0460903198, 0.0750231296, -0.0077522988, -0.0097467229, 0.0523194782, 0.0566634983, 0.0503796972, -0.0390961729, 0.0163515452, 0.0112083899, -0.0843668655, 0.038303867, 0.0603791364, 0.0037600356, 0.0970437527, -0.0973169655, 0.0192748792, -0.0544778258, -0.0972623229, 0.0427571721, -0.0466640554, 0.1392271817, -0.00010891, -0.0094325328, -0.0143981017, -0.0407354273, 0.0725642443 ]
801.1035
Rob Beswick
R. J. Beswick, T. W. B. Muxlow, H. Thrall, A. M. S. Richards, S. T. Garrington (Jodrell Bank Centre for Astrophysics, The University of Manchester)
An evolution of the IR-Radio correlation at very low flux densities?
Accepted for publication in MNRAS, 14 pages, 9 Figures (7 colour), 2 tables
null
10.1111/j.1365-2966.2008.12931.x
null
astro-ph
null
In this paper we investigate the radio-MIR correlation at very low flux densities using extremely deep 1.4 GHz sub-arcsecond angular resolution MERLIN+VLA observations of a 8'.5 by 8'.5 field centred upon the Hubble Deep Field North, in conjunction with Spitzer 24micron data. From these results the MIR-radio correlation is extended to the very faint (~microJy) radio source population. Tentatively we detect a small deviation from the correlation at the faintest IR flux densities. We suggest that this small observed change in the gradient of the correlation is the result of a suppression of the MIR emission in faint star-forming galaxies. This deviation potentially has significant implications for using either the MIR or non-thermal radio emission as a star-formation tracer of very low luminosity galaxies.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:18:30 GMT" } ]
2009-11-13T00:00:00
[ [ "Beswick", "R. J.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ], [ "Muxlow", "T. W. B.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ], [ "Thrall", "H.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ], [ "Richards", "A. M. S.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ], [ "Garrington", "S. T.", "", "Jodrell Bank Centre for Astrophysics, The University of\n Manchester" ] ]
[ 0.0052549918, 0.0617261492, -0.0170320421, -0.082426019, -0.0184191465, 0.0657274127, 0.048762057, -0.00385455, -0.0550573766, 0.0255547315, -0.1006717756, -0.0023757499, -0.0645537078, 0.0347042866, 0.0574581362, 0.0351577625, 0.0456677489, 0.0175655447, -0.0346509367, 0.0826927647, -0.0745835379, -0.0159517005, -0.0459078215, -0.0073289797, -0.1342290342, 0.0113902614, -0.050309211, 0.064820461, 0.1045129895, -0.0528966971, 0.0070155477, -0.0239275526, -0.0045881146, -0.0403327309, -0.1404176503, 0.1055799872, 0.0423867106, 0.0741567388, -0.0939496532, -0.0448141433, 0.0086227218, -0.0292625688, 0.0495356359, 0.0044180611, 0.0255413949, -0.0949633047, -0.0201663654, -0.0336372852, 0.0530834198, -0.0801319554, -0.1761622727, 0.0379319713, -0.0153515115, -0.0884012356, -0.074850291, 0.0503358878, 0.0199396275, 0.0670611635, -0.1004050225, -0.072822988, -0.0190326739, -0.0535902493, 0.0590052903, -0.0511361398, -0.0393724255, 0.0293425955, -0.022820536, 0.0995514244, 0.1591969132, 0.097950913, 0.014017758, -0.0904818922, 0.0124172522, -0.0845066756, 0.0484419577, -0.0172321051, -0.0287557431, -0.0287023932, -0.0426001139, 0.0258348212, 0.1025923789, 0.0111768609, -0.0528166704, -0.0273419637, -0.064020209, -0.0389722995, -0.0210333057, 0.056017682, -0.0232606754, -0.0222070087, 0.0190460123, -0.0408662334, -0.0023107294, -0.0141511327, 0.0353978388, -0.112462163, 0.0864806324, -0.0467881002, 0.0585784875, 0.0480951816, 0.003311045, -0.010836754, 0.0436937921, -0.080985561, 0.0340374112, -0.0253813434, 0.0317166783, -0.0966171622, -0.0059252037, -0.0675946698, 0.0958169103, -0.0498023853, 0.0202463903, 0.0435604155, -0.0575114861, -0.0118837506, -0.1057933941, -0.0636467561, -0.0086360592, 0.0074756928, -0.0516963154, -0.0650338605, 0.1094745547, 0.1287873089, 0.1126755625, 0.0101165259, 0.0938962996, -0.0604990944, -0.0269818492, -0.0479351282, 0.1556757987, -0.0641802549, 0.0962970629, 0.02648836, -0.077091001, -0.0199929774, 0.0881878361, -0.0718626827, 0.0136709819, -0.0149380481, 0.0851468742, 0.0532968231, 0.0231939871, -0.0178589709, 0.1277203113, 0.0541237481, -0.0860538259, -0.012183846, 0.0474283025, 0.0028675718, -0.000414089, -0.0810922608, -0.0587918907, -0.0061652791, -0.0108700972, -0.0468681268, 0.1017921269, 0.0677547157, -0.0739433393, -0.0725028813, -0.0981109664, 0.029555995, -0.0857337266, 0.0086760717, 0.0035077739, -0.0339840613, -0.0782113522, -0.0188592859, -0.1283605099, 0.0519897416, -0.084453322, -0.018805936, -0.0522564948, -0.0448141433, 0.0164318532, 0.0749036446, 0.0434003659, -0.1312414259, 0.0128573915, 0.0363848172, 0.0055217426, -0.0211400054, 0.0921357498, 0.0337973349, 0.0049282219, -0.0196728762, -0.0894682407, 0.04294689, 0.0013154151, -0.0502025113, -0.0704222247, 0.0622596517, 0.0491888598, 0.1188641861, -0.0419865847, -0.0347042866, -0.0599655919, 0.0434803888, -0.0523098446, 0.0262349471, 0.0991779715, -0.001274569, 0.0375318453, -0.0311831757, -0.0554308295, -0.102859132, 0.1314548254, 0.0171520803, -0.0386522003, 0.0287557431, 0.117156975, 0.0720227286, 0.0742100924, 0.0311831757, -0.0570313334, 0.0261282474, -0.0419599116, -0.023047274, 0.0926692486, 0.0588985905, 0.0059385411, 0.0506559871, 0.0355578884, 0.0335039087, 0.0152981617, 0.0626331046, 0.1473531723, -0.1061134934, 0.0642336085, -0.0359313414, 0.0706356242, -0.001278737, -0.0245944299, 0.0678080693, 0.0617794991, 0.0631132498, -0.0197128877, 0.0377985984, 0.0114636179, -0.0722361356, 0.0331838056, 0.0476683788, -0.0113102365, 0.0876543298, -0.079118304, 0.0073556551, -0.0685549676, -0.0850401744, 0.0528700203, -0.0481485315, 0.1367898434, 0.0078691505, 0.0273686387, 0.0024691126, -0.0498290621, 0.0374251455 ]
801.1036
David Orden
Oswin Aichholzer, Jes\'us Garc\'ia, David Orden, Pedro Ramos
New results on lower bounds for the number of (at most k)-facets
11 pages, 5 figures. Submitted to European Journal of Combinatorics. Changes: last result in the abstract generalized to $d$ dimensions, Section 4 simplified
European Journal of Combinatorics 30:7 (2009), 1568-1574
10.1016/j.ejc.2009.03.010
null
math.CO
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
In this paper we present three different results dealing with the number of $(\leq k)$-facets of a set of points: 1. We give structural properties of sets in the plane that achieve the optimal lower bound $3\binom{k+2}{2}$ of $(\leq k)$-edges for a fixed $0\leq k\leq \lfloor n/3 \rfloor -1$; 2. We give a simple construction showing that the lower bound $3\binom{k+2}{2}+3\binom{k-\lfloor \frac{n}{3} \rfloor+2}{2}$ for the number of $(\leq k)$-edges of a planar point set appeared in [Aichholzer et al. New lower bounds for the number of ($\leq k$)-edges and the rectilinear crossing number of $K_n$. {\em Disc. Comput. Geom.} 38:1 (2007), 1--14] is optimal in the range $\lfloor n/3 \rfloor \leq k \leq \lfloor 5n/12 \rfloor -1$; 3. We show that for $k < \lfloor n/(d+1) \rfloor$ the number of $(\leq k)$-facets of a set of $n$ points in general position in $\mathbb{R}^d$ is at least $(d+1)\binom{k+d}{d}$, and that this bound is tight in the given range of $k$.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:19:11 GMT" }, { "version": "v2", "created": "Thu, 12 Jun 2008 13:11:12 GMT" } ]
2020-07-21T00:00:00
[ [ "Aichholzer", "Oswin", "" ], [ "García", "Jesús", "" ], [ "Orden", "David", "" ], [ "Ramos", "Pedro", "" ] ]
[ -0.0419744886, -0.0238032211, 0.1887084097, -0.0259120483, 0.1150636375, -0.0172494426, 0.0152668944, -0.0075513669, -0.0523797162, 0.0881918818, 0.0090856329, -0.07672593, -0.020280093, -0.003958785, 0.0744529441, 0.0605119579, 0.0671288744, -0.060713999, 0.0356101245, 0.0654115081, -0.0703110546, -0.0706141219, 0.0924347937, -0.0627344325, -0.0154815651, 0.0450051352, 0.0699574798, -0.087888822, 0.1029410437, -0.0294983163, 0.014698647, -0.0192825031, -0.0853632763, -0.0902628303, -0.0168327298, 0.0483388491, -0.0489702336, 0.0953644216, -0.0514957756, 0.0279072262, 0.0132085783, 0.0661691651, -0.1074870154, -0.0711192265, 0.1069819033, 0.0050826506, 0.0227172393, 0.032377433, -0.0654115081, 0.0067621353, -0.1397129148, 0.1831522137, 0.0596027635, -0.1120329872, -0.0246366505, 0.0788473859, -0.0807162821, 0.0269727763, 0.0176787861, -0.0121794203, 0.1670897752, -0.0919801965, 0.0412168242, 0.1088002995, -0.0751095787, 0.0087509984, -0.0382366888, -0.0318470672, 0.0796555579, 0.0469245464, -0.0745539665, 0.1056686267, 0.0041261022, 0.0365950875, 0.0324784555, -0.0264676679, 0.0661691651, 0.0846561268, -0.0589966327, 0.024863949, 0.0620777905, 0.077483587, 0.0131833227, 0.0153300324, -0.0557639413, -0.0997588634, 0.0559659824, 0.0508138798, -0.1520375609, 0.0245861392, -0.0318218134, -0.0199265163, 0.0053352048, -0.0008870962, 0.0445000269, 0.1041532978, 0.156179443, 0.0103926007, -0.0204695072, -0.0011009779, -0.062027283, -0.0339685231, 0.0173757207, -0.0272505842, 0.0751095787, 0.067684494, -0.0139409853, 0.0363930427, -0.0324279442, 0.05571343, -0.0495511107, -0.0994557962, -0.0784432963, 0.0514705218, 0.076069288, -0.0031963876, -0.154866159, 0.0180702433, -0.0580369271, 0.0244472343, -0.0173378382, -0.0615221746, 0.0358121693, 0.0814739466, 0.0437928773, -0.0033526553, -0.0028080856, -0.1348638833, 0.0203684866, -0.0315187499, 0.0873332024, -0.0007035999, 0.0816759914, -0.0136379199, -0.1105176657, 0.0664722323, 0.0648558885, -0.0212650541, 0.0247124173, -0.1103156209, -0.0267454758, 0.0442727283, 0.0052783801, -0.0028459688, 0.0644517988, 0.051192712, 0.0401055887, 0.1146595478, 0.018284915, 0.1413292587, -0.0850097016, 0.0083405981, 0.0721799582, 0.0212903079, 0.0042776349, -0.0837974399, 0.063441582, -0.0107082929, 0.0393226705, 0.0177419242, 0.0602088906, -0.0239294991, 0.0166433137, 0.0358879343, 0.0500814728, 0.0380598977, -0.0400550775, 0.0089277867, -0.0742508993, -0.0909194648, 0.0616231933, -0.0611685961, -0.0402066074, 0.064098224, 0.0561680272, -0.0263666455, -0.0818780288, -0.0577338636, 0.0263161343, -0.0056256419, -0.0618757494, 0.0661691651, -0.0636941344, 0.0034157939, -0.001939931, -0.0132212061, 0.0306853205, -0.0982435346, 0.0672804043, 0.0778371692, -0.0623303466, -0.0053478326, -0.0788473859, 0.1037492156, 0.0420249999, -0.0989001766, 0.0044607362, 0.0301044453, 0.0748065189, -0.0771300122, -0.0167948455, -0.0079617668, 0.0084605617, -0.0444747731, 0.0591481663, -0.0912730396, 0.0524807386, 0.0156583525, 0.0293720383, 0.0559154712, -0.0447525829, 0.0205200184, 0.0250407364, 0.1639581025, 0.0167317074, 0.0638961792, -0.0539455526, -0.0198886339, -0.0045459731, 0.1018298045, -0.0746549815, -0.0160371847, 0.0696039051, 0.0038672343, 0.1172861159, 0.0431614928, 0.0290689748, -0.0268970095, -0.0229319111, -0.0048458814, 0.0107461764, -0.0363172777, -0.0348272063, 0.0108471978, 0.033438161, 0.0155194476, -0.0352818035, -0.0767764375, -0.0867775828, -0.0145092318, -0.0159993004, -0.0535414629, -0.0761703104, 0.0687957332, -0.0319480896, -0.0065916614, -0.005969747, -0.0122615006, -0.0217954163, -0.0380598977, 0.0487176813, -0.0311399177, 0.0122046759, -0.0944047123, -0.0398277789, -0.014029379 ]
801.1037
EDA Publishing Association
D. Mitrani, J. Salazar, A. Turo, M. J. Garc\'ia, J. A. Ch\'avez
Lumped and Distributed Parameter SPICE Models of TE Devices Considering Temperature Dependent Material Properties
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
Based on simplified one-dimensional steady-state analysis of thermoelectric phenomena and on analogies between thermal and electrical domains, we propose both lumped and distributed parameter electrical models for thermoelectric devices. For lumped parameter models, constant values for material properties are extracted from polynomial fit curves evaluated at different module temperatures (hot side, cold side, average, and mean module temperature). For the case of distributed parameter models, material properties are calculated according to the mean temperature at each segment of a sectioned device. A couple of important advantages of the presented models are that temperature dependence of material properties is considered and that they can be easily simulated using an electronic simulation tool such as SPICE. Comparisons are made between SPICE simulations for a single-pellet module using the proposed models and with numerical simulations carried out with Mathematica software. Results illustrate accuracy of the distributed parameter models and show how inappropriate is to assume, in some cases, constant material parameters for an entire thermoelectric element.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:10:08 GMT" } ]
2008-01-08T00:00:00
[ [ "Mitrani", "D.", "" ], [ "Salazar", "J.", "" ], [ "Turo", "A.", "" ], [ "García", "M. J.", "" ], [ "Chávez", "J. A.", "" ] ]
[ 0.0703558251, -0.0469038859, -0.0981507227, -0.114364408, 0.0033929315, 0.1052924618, -0.0109538911, -0.0308832154, 0.0109659545, -0.0461800583, -0.0461076759, -0.095303677, -0.0273364708, -0.0031003854, 0.0311486181, -0.0620077066, 0.0950623974, 0.0182283353, -0.0224989057, 0.0302076451, -0.0299422424, 0.0066109383, 0.0065264921, -0.0522119366, -0.0327169076, -0.0161774978, 0.0160568599, 0.035708718, 0.0747952908, -0.0920223296, 0.0228970088, -0.0311968736, -0.0747952908, -0.0791864991, -0.0474105626, 0.0966548175, -0.0347918719, 0.1010460183, -0.0123894773, 0.0105618183, -0.0385316387, -0.0093614748, -0.1780610383, 0.1946607679, 0.0125583699, -0.1162946075, -0.0282533169, 0.1142679006, 0.0704523325, -0.0061706114, 0.1020111218, 0.0097595789, 0.1415802389, -0.0898991078, -0.0644687116, -0.0433571413, -0.0194105841, 0.0134993428, -0.022872882, -0.060801331, 0.0162498802, -0.0858456865, 0.0098440247, 0.0043731118, -0.0177095942, -0.0412097909, -0.0618629418, -0.004104693, -0.037687175, 0.088789247, -0.0334407315, 0.0331512019, 0.1219887063, 0.0045329565, -0.0788004547, -0.0101697464, -0.0868590474, 0.0219560359, 0.0058690174, 0.0423196554, -0.0404377095, -0.0284222104, 0.0003679446, 0.0901886448, -0.0414993204, -0.095351927, 0.034550596, -0.0710313991, -0.0513916016, -0.0420301259, -0.0042223148, -0.0533700585, 0.0273364708, 0.0912019983, 0.1198654845, -0.0680878386, -0.042223148, -0.0188435875, 0.0223541409, 0.0621524714, 0.0010073236, 0.0180473793, -0.0473623052, 0.031269256, 0.0670262277, -0.0806341469, -0.1288409233, 0.0314864032, -0.1017215922, 0.062924549, 0.1628124565, 0.0144644435, 0.024091322, 0.0470003933, -0.0244170427, -0.060801331, -0.0997913927, 0.029628586, -0.0202188548, 0.0254786536, -0.0390624441, 0.1012390405, 0.1062575653, -0.0323308669, 0.0219560359, -0.0488823391, -0.04666261, -0.1634880304, -0.0615734123, -0.0024082274, -0.0162498802, -0.0552520044, 0.0474346876, -0.0993088409, 0.0503782444, -0.0209668074, -0.0289047603, 0.0630693138, 0.0776905864, -0.07373368, 0.0205687042, 0.0405342206, 0.0410891548, 0.0005609647, 0.0601257607, 0.0000465821, 0.0916362926, 0.0392795913, -0.0104110213, 0.0105497548, -0.0329581834, -0.0550589822, 0.0553485118, -0.0420542546, -0.005642822, -0.1418697685, 0.0440809652, 0.0352261662, 0.0456975102, -0.1826935261, -0.0086436812, -0.0213045944, -0.0984402522, 0.0189280342, 0.0400516689, 0.043067608, -0.0801515952, 0.0032753099, -0.1042308509, -0.0465902276, -0.0638413951, -0.0840602517, -0.0981507227, -0.0415234491, 0.0052628135, -0.0338267721, 0.0637448877, -0.1815354079, -0.0161774978, 0.0740232095, -0.0853148848, 0.003558808, -0.1118551493, 0.0456009991, -0.0026856938, -0.0580507964, -0.0959792435, 0.0450943224, 0.0497509316, -0.0757121369, 0.0298457332, 0.031968955, 0.0917328, -0.0374458991, -0.0348642543, -0.021533804, 0.0140784038, 0.0790899843, 0.0672675073, 0.012775518, 0.0676052868, 0.0877758935, 0.0612838827, -0.0366979465, 0.0063153761, -0.0064360141, -0.050281737, 0.0363119058, 0.0161292423, -0.024513552, 0.0098681524, -0.0522119366, 0.0592089146, -0.0658681095, 0.0299663711, 0.0177216586, -0.0919740796, 0.0715622008, 0.0331270732, 0.1392640024, -0.0189400967, -0.0103265755, 0.0295079481, 0.0993088409, 0.0310521089, 0.0415958315, -0.02822919, -0.0814544782, 0.0104592768, -0.0948693752, -0.0778836086, 0.0007641636, 0.0203636196, 0.0074312738, 0.0176975299, -0.0221369918, -0.038965933, -0.0223541409, -0.0203274284, -0.0900438726, -0.0834329352, 0.0657233447, -0.0124618597, 0.0114786644, 0.0477242209, -0.0044243825, -0.0095846541, -0.059257172, 0.0081731947, 0.0912502483, -0.0634071007, -0.0223420765, -0.0168651305, 0.0006846182, -0.0619594529, 0.0106342006 ]
801.1038
EDA Publishing Association
P. Borthen, G. Wachutka
A Modular High-Temperature Measurement Set-Up for Semiconductor Device Characterization
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
We demonstrate the capabilities of a high temperature measurement set-up recently developed at our institute. It is dedicated to the characterization of semiconductor devices and test structures in the temperature range from room temperature up to 500 degrees C and higher. A detailed description of the experimental aquipment is given. Its practical use is demonstrated by measuring temperature-dependent charcteristics of silicon VDMOSFET and IGBT devices as well as SiC-diodes. For the silicon devices, numerical simulations based on recently developed high temperature physical models were also performed in order to gain a deeper understanding of the measured data, together with a revalidation of the model parameters.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:12:01 GMT" } ]
2008-01-08T00:00:00
[ [ "Borthen", "P.", "" ], [ "Wachutka", "G.", "" ] ]
[ 0.0165447183, -0.0234362967, -0.0742169917, -0.0680527911, -0.0257417075, 0.0137831559, -0.1018819287, -0.0426809341, 0.1191416979, -0.0759429708, 0.001189691, -0.1102652475, -0.0587818287, -0.1018819287, 0.0810715854, -0.0155954314, -0.0178761855, 0.0942383185, -0.0527162552, 0.0474890135, 0.089800097, -0.0065710396, -0.0320045352, -0.0285279267, -0.0099736787, -0.0880248025, 0.0547874272, 0.0460096039, 0.0993669331, -0.0900466666, 0.0552805625, -0.0494862124, -0.0390563831, -0.0663761273, -0.1309769601, 0.1077995673, -0.0095113637, 0.1187471896, -0.0806277618, 0.0439384319, -0.0518779233, -0.0093880799, -0.0817126632, 0.0462315157, -0.0558723286, -0.0865947083, -0.0000415602, 0.0302785598, 0.023411639, -0.1436012536, 0.028799152, 0.0453438684, 0.0239787456, -0.0587818287, -0.0093387663, 0.0500286631, 0.0592256524, 0.0988738015, -0.0405357927, 0.0113359671, -0.0446781367, -0.1261442304, 0.0218952447, -0.0291196909, -0.0691376925, -0.0170501824, 0.0100106644, 0.0819099173, -0.0343962461, 0.0894548967, 0.1055311412, 0.0219445582, 0.0326949283, -0.0183200091, -0.0081675677, -0.0201815981, -0.0681021065, 0.0000184806, -0.0349140391, 0.0206130911, -0.0163967777, -0.0567599721, 0.0762388483, -0.0255937669, -0.0151762655, 0.0256430805, 0.0295881703, 0.0214884076, -0.0351112932, -0.0059885224, 0.0358756557, 0.0360975675, 0.138768509, 0.1062215269, 0.0338784531, -0.0672144592, -0.0770278648, -0.0094867069, 0.0302539039, 0.0725403279, 0.0509409644, -0.0394262373, 0.0474890135, 0.0434699543, 0.0614940785, -0.0186652038, -0.0602119267, -0.0276895948, -0.0089011081, 0.0506943986, 0.0492643043, -0.098134093, -0.0646994635, 0.0293909144, -0.0255197957, 0.0283799861, -0.0095421849, -0.0373797193, 0.0180611126, 0.002619786, -0.0315853693, 0.0948793963, 0.0091353478, -0.0945835188, 0.0169638842, -0.021340467, -0.0333853178, -0.0629734844, -0.0277882218, -0.0371084958, 0.0129571529, -0.1402479261, 0.0560202673, -0.0950766504, 0.0504231714, -0.0340017378, 0.0218336042, -0.0094867069, 0.004148508, -0.0336318873, -0.0520751774, -0.0051101237, 0.1598747373, -0.0154721467, 0.1191416979, 0.0257663652, 0.0281087607, -0.0067004878, 0.0916740149, 0.0710609183, -0.0431494154, -0.1638198346, 0.0022299001, -0.0601132996, 0.1306810826, -0.1179581732, 0.0716033727, 0.0957670435, -0.0671158284, -0.1287085414, 0.0625789762, -0.005122452, -0.0525683165, 0.0601132996, -0.0244225692, 0.0622830987, -0.0558230132, 0.0678555369, -0.1273277551, -0.0197747592, -0.0312648341, -0.0221911278, -0.0520258658, 0.0084819421, 0.0276156254, 0.0407577045, 0.0149543537, -0.0701239631, -0.099169679, 0.056562718, -0.031684, -0.0590283982, -0.0252239145, 0.0066635022, -0.0221541412, -0.064452894, 0.0163844489, 0.104840748, -0.0048912945, -0.0849180445, -0.0478835218, 0.0665733814, 0.0365660451, 0.0620365292, 0.0669185743, -0.1051366329, 0.023830805, 0.0073354002, 0.0417932905, 0.0177775584, 0.019787088, -0.0517792962, 0.0574010499, -0.0194049086, -0.0004515278, -0.0231527425, -0.0061487914, 0.1724990308, 0.0298100803, 0.0198857151, -0.0050361529, 0.0810715854, 0.0620365292, 0.110561125, -0.0178022161, 0.0195035357, -0.0752525777, 0.0073169079, 0.06548848, 0.0716526806, -0.0485985689, 0.0709129795, 0.1061229035, 0.0363441333, 0.0510395914, 0.107405059, -0.0849673599, -0.0196391474, 0.0518286116, -0.0031683999, -0.0265553817, 0.0108798165, -0.0613954514, -0.0083524939, -0.0958163589, 0.1183526814, -0.01606391, -0.0414974093, -0.0269252341, -0.1067146659, -0.093991749, 0.1024736911, 0.056562718, 0.0153611917, 0.0330401212, -0.0237814914, -0.0067436369, -0.0724417046, -0.0044074045, -0.0078840144, -0.0796414912, -0.0476369523, -0.1095748544, -0.1040517315, 0.0190103985, -0.0630721152 ]
801.1039
J. S. Kaastra
S. Bertone, J. Schaye, K. Dolag
Numerical simulations of the Warm-Hot Intergalactic Medium
18 pages, 5 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 14; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9318-3
null
astro-ph
null
In this paper we review the current predictions of numerical simulations for the origin and observability of the warm hot intergalactic medium (WHIM), the diffuse gas that contains up to 50 per cent of the baryons at z~0. During structure formation, gravitational accretion shocks emerging from collapsing regions gradually heat the intergalactic medium (IGM) to temperatures in the range T~10^5-10^7 K. The WHIM is predicted to radiate most of its energy in the ultraviolet (UV) and X-ray bands and to contribute a significant fraction of the soft X-ray background emission. While O VI and C IV absorption systems arising in the cooler fraction of the WHIM with T~10^5-10^5.5 K are seen in FUSE and HST observations, models agree that current X-ray telescopes such as Chandra and XMM-Newton do not have enough sensitivity to detect the hotter WHIM. However, future missions such as Constellation-X and XEUS might be able to detect both emission lines and absorption systems from highly ionised atoms such as O VII, O VIII and Fe XVII.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:12:23 GMT" } ]
2009-11-13T00:00:00
[ [ "Bertone", "S.", "" ], [ "Schaye", "J.", "" ], [ "Dolag", "K.", "" ] ]
[ 0.0077765561, 0.0808300227, -0.0434922986, -0.0194638297, -0.0522112735, -0.0093216095, -0.0192714985, 0.0205024127, -0.0150274094, -0.0481338687, -0.0513137318, 0.0230283514, -0.1181677505, -0.0711365789, 0.0206306335, 0.0843689069, -0.0186560415, 0.0750344694, 0.01528385, 0.0544166602, -0.0755986422, -0.0115462309, -0.0994476005, 0.0093151992, -0.1545822918, -0.0981141105, -0.0647768527, -0.0022101961, 0.0474414825, -0.0158993062, 0.0256568659, -0.0084497128, -0.0762140974, -0.1227836832, -0.1355031282, 0.1653527915, -0.0868820176, 0.0983192623, -0.031208802, -0.0275673475, 0.0064879432, 0.0437230952, -0.0432102121, -0.0052121519, -0.0520830527, 0.0198869556, 0.0146042826, 0.0005621655, -0.0039684158, -0.0400816388, -0.0463644303, 0.0760602355, -0.0653410256, -0.0902157426, -0.0695466474, -0.0039171278, -0.0321576297, 0.0383122005, -0.0194766503, -0.0208229627, -0.098524414, -0.0982679725, -0.0401329286, -0.032542292, -0.0396969803, 0.0096934484, 0.057955537, 0.0539550669, 0.1222708002, 0.0251311623, -0.0432102121, 0.0015105944, -0.019309964, -0.0506469868, -0.0442616194, -0.0293880738, -0.0489031896, -0.0464413613, -0.0406970978, -0.0153607819, -0.0095588174, 0.0390302353, -0.0355169997, -0.0356452204, -0.0408509597, 0.0574426576, 0.015976239, 0.0147581473, -0.1225785315, 0.0144119523, 0.0860614106, 0.0684183091, -0.0412612669, -0.081137754, 0.0037504414, -0.1305794716, 0.0390815213, -0.0710339993, 0.1457607448, 0.0966267586, -0.0346451029, 0.0775475875, 0.0311831571, -0.100524649, 0.0616995692, -0.0013270793, -0.0292598531, 0.0421075188, -0.0342860855, 0.0304138362, 0.0639562458, -0.0147837913, -0.0406201668, 0.0135785211, -0.1340670586, -0.0212717336, -0.1286305189, 0.0190407019, -0.1187832132, 0.017604636, -0.0096485717, 0.0340809338, 0.0955497101, 0.0298753101, 0.0123347854, -0.0327474438, 0.0055006472, -0.1044738367, -0.1040635258, 0.0476722755, 0.0799068436, -0.0924724191, 0.0321576297, -0.0055262912, -0.0115462309, -0.0267210938, 0.0195920486, -0.0645204112, -0.05580144, -0.0290034134, 0.0006198646, -0.013681097, 0.0689824745, 0.0251439847, 0.0875487626, 0.0459028371, -0.0700595304, 0.0009728709, 0.0652897358, 0.0165916961, 0.0241951551, -0.0323114954, 0.039825201, -0.0728290826, 0.0092959655, -0.0708288476, 0.0145273507, 0.0316703953, 0.0347733237, -0.0504931211, -0.0119116586, -0.0275160596, -0.0708288476, -0.0045293793, 0.0825738236, 0.0529805943, -0.047774855, -0.0199254211, -0.1422731578, -0.0817019194, -0.0873949006, -0.0403380804, -0.0259902384, 0.0086997421, -0.0342860855, 0.0901644602, 0.0733932555, -0.0595967583, -0.0062250914, 0.0455438197, 0.0060455832, 0.0913440809, 0.057955537, -0.1372469217, -0.0751883388, 0.0046191332, -0.0608789586, 0.0262082126, -0.011174392, -0.061237976, -0.0646742806, 0.0847792104, 0.0560065918, 0.1068843752, -0.0535447635, -0.0691363439, 0.0030564493, -0.0054910309, 0.0085971653, 0.1073972583, 0.0469542444, 0.0691876262, 0.1085255891, -0.0961138755, -0.0515958145, 0.0054878253, 0.083137989, 0.0761628076, -0.0701621026, 0.1299640089, 0.089702867, -0.0429281294, 0.073649697, 0.0289264806, -0.0908312052, -0.0043787207, -0.1108848453, 0.1012426838, 0.0870871693, 0.0596993342, 0.0082381489, 0.0274391267, 0.1439143717, 0.0401329286, 0.0133605469, 0.0700595304, 0.0281315167, -0.002715063, 0.0234258343, 0.0508008488, 0.0078919549, 0.0383634903, -0.1169368401, -0.0263620764, -0.0552372709, 0.0049717389, 0.035286203, 0.1209373102, 0.0165788736, -0.0584684201, -0.0971396342, 0.0511855111, -0.0183739569, 0.032696154, -0.0022518677, 0.0261569247, -0.0729829445, -0.0582119785, 0.0552372709, -0.0816506371, 0.1223733798, -0.0863691419, -0.0018046995, -0.0310036484, -0.0072893193, -0.0636485144 ]
801.104
EDA Publishing Association
V. Szekely, S. Torok, E. Kollar
Improvements of the Variable Thermal Resistance
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
A flat mounting unit with electronically variable thermal resistance [1] has been presented in the last year [2]. The design was based on a Peltier cell and the appropriate control electronics and software. The device is devoted especially to the thermal characterization of packages, e.g. in dual cold plate arrangements. Although this design meets the requirements of the static measurement we are intended to improve its parameters as the settling time and dynamic thermal impedance and the range of realized thermal resistance. The new design applies the heat flux sensor developed by our team as well [3], making easier the control of the device. This development allows even the realization of negative thermal resistances.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:16:46 GMT" } ]
2008-01-08T00:00:00
[ [ "Szekely", "V.", "" ], [ "Torok", "S.", "" ], [ "Kollar", "E.", "" ] ]
[ -0.0682988167, -0.0017731563, -0.0563334227, -0.063349627, -0.1280966699, 0.0499285869, 0.0067032403, -0.0432908535, 0.0983433053, -0.084776707, -0.0076494091, -0.0338582769, 0.0431744009, -0.0085882992, 0.0950244367, 0.0080642672, 0.1449821442, 0.1010799184, -0.0721417144, 0.110396035, -0.0536841489, -0.1272815019, -0.0263326, 0.0332760215, -0.0540043898, -0.0135593237, 0.0057243197, -0.0558676161, 0.0389530323, -0.0981686264, 0.0459401235, -0.0727239698, 0.0553726964, -0.0581384189, -0.1212260276, 0.0149785765, -0.0261870343, 0.0794781595, -0.0586042255, 0.0638154298, 0.0082389452, 0.0723746195, -0.1277473122, 0.1525514871, -0.0408744812, -0.0766251013, -0.0013564782, 0.088270247, -0.0085591869, -0.0273806639, 0.1083581373, -0.0147238383, 0.0052148444, -0.1229728013, -0.0752859041, -0.0521120541, -0.0914726704, 0.0721417144, 0.0477451235, 0.0450958498, -0.0617193058, -0.0773820356, 0.0485602841, 0.0019869541, -0.0019250892, 0.0556347109, -0.0752859041, 0.0726075247, -0.0385163389, -0.0037337267, 0.0650381744, -0.016419664, 0.065154627, -0.0135738803, -0.0296223555, -0.0127732754, -0.0217182077, 0.0392150469, 0.0557220504, 0.1145300642, 0.0128096668, -0.0475122184, 0.0122638, 0.0461730249, -0.0049091591, -0.0841944441, 0.0195201859, -0.0710354224, -0.0549068898, -0.0148330117, -0.0730733275, 0.0645141378, 0.0417187549, 0.0837286413, 0.0151386969, 0.0023108348, -0.0149203511, -0.0541499555, -0.001111748, 0.0169873647, 0.0128751704, -0.0037992308, 0.0467261709, 0.0327811018, 0.0181664359, -0.0313545726, -0.0247168355, -0.010211342, 0.0105170272, 0.0855918676, 0.0937434733, -0.0521702804, 0.026580058, -0.0321406201, 0.0125258164, -0.0912397653, -0.016244987, -0.0507146344, -0.0466097184, -0.0304520726, -0.0271040909, 0.0650381744, 0.1563943923, 0.0173367206, 0.0318494886, -0.0473375432, -0.0421554483, -0.1396253705, -0.0588080175, 0.0138795655, 0.1076594293, -0.0341494083, 0.1283295751, -0.005269431, 0.0274971146, -0.082971707, 0.061544627, 0.0140469642, 0.0858829916, -0.0650964007, -0.0163905509, -0.003691877, 0.0871057361, -0.025080746, 0.0844855756, 0.0848349333, 0.1185476482, -0.0458818972, 0.0404377878, 0.0590991452, -0.0212815143, 0.0146728912, 0.0151241412, -0.0755188093, 0.0225188117, -0.0327811018, 0.0930447653, 0.168155998, -0.0448047221, -0.1426531076, 0.0403504521, -0.015517165, -0.0056115077, -0.0099202134, 0.1123757139, 0.0386327915, -0.0108518256, 0.0388948061, -0.1502224505, -0.0209321603, 0.0316748135, -0.1137149036, -0.0233339723, -0.0324608609, -0.0160120837, 0.0204954669, 0.0350519083, -0.0480653644, -0.1075429767, -0.0183265582, -0.0201024432, 0.010662592, -0.0052657919, -0.0364784375, -0.0322279558, -0.0461730249, -0.0277009048, 0.0130571267, -0.0614281744, -0.0852425098, -0.0728404224, 0.076857999, 0.0271040909, -0.0107717654, 0.0079769287, -0.0349936821, 0.0413111746, 0.0287780818, 0.0283996146, -0.0275990088, -0.0182392187, 0.0325190872, 0.0695797801, -0.0150950281, 0.0404377878, -0.0800021961, -0.0337709412, 0.1067278162, -0.0239598993, 0.0010043944, 0.0165070035, 0.0698709115, 0.0735973567, 0.1126668453, 0.0878626704, 0.0631749481, -0.0026820239, 0.0695215538, -0.0082826139, 0.0587497912, -0.1304257065, 0.1242537722, 0.0011672445, 0.0759846121, -0.0181809925, 0.0588371307, 0.0159247443, -0.086872831, 0.0799439698, -0.0177443009, -0.019374622, 0.0330140069, 0.0121109579, 0.060496565, -0.0050146934, 0.0443680286, -0.0878626704, -0.0662609115, 0.0070889862, -0.0666102692, 0.0386036783, 0.0535968095, 0.0508019738, -0.0002827134, -0.0186759122, 0.0074674534, -0.0469881855, -0.1770063043, 0.0966547579, -0.0469881855, -0.0707442984, -0.0020433601, -0.0657368824, -0.1088239402, 0.0039993818, 0.0300444923 ]
801.1041
EDA Publishing Association
S. Grauby (CPMOH), L.-D. Patino Lopez, (CPMOH), A. Salhi (CPMOH), E. Puyoo (CPMOH), J.-M. Rampnoux (CPMOH), W. Claeys (CPMOH), S. Dilhaire (CPMOH)
Joule Expansion Imaging Techniques on Microlectronic Devices
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
We have studied the electrically induced off-plane surface displacement on two microelectronic devices using Scanning Joule Expansion Microscopy (SJEM). We present the experimental method and surface displacement results. We show that they can be successfully compared with surface displacement images obtained using an optical interferometry method. We also present thermal images using Scanning Thermal Microscopy (SThM) technique to underline that SJEM is more adapted to higher frequency measurements, which should improve the spatial resolution.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:17:21 GMT" } ]
2008-01-08T00:00:00
[ [ "Grauby", "S.", "", "CPMOH" ], [ "Lopez", "L. -D. Patino", "", "CPMOH" ], [ "Salhi", "A.", "", "CPMOH" ], [ "Puyoo", "E.", "", "CPMOH" ], [ "Rampnoux", "J. -M.", "", "CPMOH" ], [ "Claeys", "W.", "", "CPMOH" ], [ "Dilhaire", "S.", "", "CPMOH" ] ]
[ 0.0135138314, 0.0894955769, -0.0186839215, -0.0641063675, -0.1137832999, 0.0832171142, -0.034861967, -0.0116550773, -0.0161780454, -0.077214025, 0.0909825787, 0.0000407409, -0.0842084512, 0.019482499, -0.0352199525, 0.0504204296, -0.0589844696, -0.0049394672, 0.0664194822, 0.0506407283, 0.0408375189, -0.0264769215, 0.0085227322, 0.0063679544, 0.064381741, -0.0787010342, -0.0388823859, 0.0612425096, 0.1027684584, -0.0203636847, 0.102217719, -0.0400389433, -0.0798025131, -0.0254718177, -0.1357028335, 0.0730834603, -0.0726428702, 0.1039800867, -0.0486580543, 0.0863012746, 0.0250449926, -0.0084194681, -0.0829417482, 0.1156558171, -0.0307314042, -0.0852548629, -0.0812895223, -0.0045711584, 0.0247145481, 0.090927504, 0.1262300611, 0.0342010781, 0.1095425859, -0.076112546, -0.0792517737, -0.1045859084, 0.0029137693, 0.0355503969, 0.0170041602, 0.0204325281, 0.1250184327, -0.0916434675, 0.1297548115, -0.0052699125, -0.0080408333, -0.0126395291, 0.0089495573, 0.050833486, 0.0883940905, -0.0033732948, -0.0152280163, 0.0432332456, -0.0372852348, -0.0326314643, 0.006884275, -0.1053569466, -0.0167700946, 0.041085355, 0.0093350774, 0.0190556739, -0.0120612495, -0.0874578282, 0.0409752056, 0.0284182876, -0.0956088081, 0.0229659416, -0.0319430344, -0.0878984258, -0.0579931326, 0.0086673023, -0.0348895043, 0.0388823859, 0.0114141284, -0.0158751383, 0.0230347849, 0.0361837484, -0.0316401273, -0.0930753946, 0.0813996643, 0.1272214055, -0.0201433878, -0.0134587577, 0.0530915298, -0.0964899957, 0.1363637149, -0.0477493331, -0.04130565, -0.0321357958, 0.0661991909, 0.0853650123, 0.1202820539, -0.0446376391, 0.0139062358, 0.0366243422, 0.0862461999, -0.0197441, -0.1169776022, -0.0853099376, -0.0163983423, -0.0636657774, -0.1503525674, 0.1540976167, 0.0543031618, -0.0693934932, 0.1243575439, -0.0462898649, 0.0377533659, -0.0799677372, -0.0430680253, -0.0627295151, 0.0239710454, -0.0561206117, -0.0045746006, -0.0999596715, 0.0177201238, -0.0138029717, 0.108991839, 0.0290241037, 0.0262428559, 0.004209734, 0.0005343918, 0.0375606045, 0.074955985, 0.0363489725, 0.0078274207, 0.0087636821, 0.0118547212, 0.0451057702, 0.0734139085, 0.0152142476, 0.0321357958, -0.0890549794, -0.0576076135, -0.0534495115, 0.0427926518, -0.1122412235, 0.0465376973, 0.1327288151, -0.0326314643, -0.0321082585, -0.0331271328, 0.0336227976, -0.0151178678, -0.0029808911, 0.0070494977, 0.0239985827, -0.0497595407, 0.0208731219, -0.0572771691, 0.0089151366, -0.0845939741, -0.1159862652, -0.0262703933, -0.0083024353, 0.0323560908, 0.0666948557, 0.0448304005, -0.0614628084, -0.1625790447, -0.015283091, -0.0334575772, 0.0178440399, -0.0082817832, 0.002825995, 0.034035854, -0.0639411435, -0.0293820854, 0.0618483275, -0.0481623895, -0.0372852348, -0.0089357886, -0.0267109871, 0.071871832, 0.0560104623, 0.0174998268, -0.0503928922, 0.0556524806, 0.0946174785, -0.0827214494, 0.0239159707, 0.1409899592, 0.0421042256, 0.0911478028, 0.0161780454, -0.0176237449, 0.0083299726, -0.0244116392, 0.0679615662, 0.0429303385, -0.0245355554, 0.0923043564, 0.0193310436, 0.0997393727, 0.0546611436, -0.0601961017, -0.0008575225, 0.0313372202, 0.034861967, 0.0356880799, 0.0925246552, -0.0711558685, 0.0789764002, 0.0617932528, 0.0823359266, -0.0423245244, 0.1101484001, -0.0806837007, -0.0679615662, 0.1021075696, -0.1431929171, -0.0068085478, 0.0159715172, -0.0251689088, 0.0251138359, -0.009892703, 0.0609671399, -0.0348895043, -0.0266834497, -0.0255819652, -0.0273305718, -0.0340909287, 0.1114701778, -0.0029309802, -0.0211347248, 0.0096655218, 0.0648223311, -0.0322459452, -0.0817851871, 0.0660890415, 0.0124811903, 0.0033044519, 0.0133417249, -0.0707703456, -0.0164671857, 0.0235992949, -0.0021530569 ]
801.1042
Albert Gapud
A. A. Gapud, D. K. Christen, R. Feenstra, F. A. List III, A. Khan
On narrowing coated conductor film: emergence of granularity-induced field hysteresis of transport critical current
text-only: 10 pages, plus 5 figures on 5 pages
null
10.1088/0953-2048/21/7/075016
null
cond-mat.supr-con
null
Critical current density Jc in polycrystalline or granular superconducting material is known to be hysteretic with applied field H due to the focusing of field within the boundary between adjacent grains. This is of concern in the so-called coated conductors wherein superconducting film is grown on a granular, but textured surface of a metal substrate. While previous work has mainly been on Jc determined using induced or magnetization currents, the present work utilizes transport current via an applied potential in strip geometry. It is observed that the effect is not as pronounced using transport current, probably due to a large difference in criterion voltage between the two types of measurements. However, when the films are narrowed by patterning into 200-, 100-, or 80-micron, the hysteresis is clearly seen, because of the forcing of percolation across higher-angle grain boundaries. This effect is compared for films grown on ion-beam-assisted-deposited (IBAD) YSZ substrate and those grown on rolling-assisted-biaxially-textures substrates (RABiTS) which have grains that are about ten times larger. The hysteresis is more pronounced for the latter, which is more likely to have a weak grain boundary spanning the width of the microbridge. This is also of concern to applications in which coated conductors will be striated in order to reduce of AC losses.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 20:26:34 GMT" }, { "version": "v2", "created": "Wed, 9 Jan 2008 18:03:02 GMT" } ]
2009-11-13T00:00:00
[ [ "Gapud", "A. A.", "" ], [ "Christen", "D. K.", "" ], [ "Feenstra", "R.", "" ], [ "List", "F. A.", "III" ], [ "Khan", "A.", "" ] ]
[ 0.0353839435, -0.0078760013, -0.0147273717, 0.0643741861, -0.0566143133, 0.0469144657, 0.0298645962, -0.0593466647, -0.0316406228, 0.0007812816, 0.0938289315, -0.0187985748, -0.0395371169, 0.1391313076, 0.0326242708, 0.0180335157, -0.0315586552, -0.0032839442, -0.0328975059, 0.0305750072, 0.016107209, -0.0129581746, -0.0056798747, 0.0153421508, -0.0490457006, -0.0845389366, 0.1008783951, 0.0269136578, 0.045083791, -0.0099116033, 0.0615325421, -0.0353292972, -0.0419415869, -0.1638317704, -0.1075453311, 0.0565596633, -0.0366408266, 0.1059059203, 0.0117764324, 0.1144308597, 0.041258499, 0.0151235629, -0.0874352306, 0.0123843811, 0.0875991732, 0.0510403141, -0.0237031449, 0.0103146248, 0.0896757618, 0.0586908981, -0.0291541852, 0.0152055332, 0.0303564183, -0.0300285369, -0.0466685556, 0.059401311, 0.0775987655, 0.0532808453, 0.0456575863, -0.1423008442, -0.0229380857, -0.0850307643, -0.0000636125, -0.054592371, -0.023265969, 0.0287443325, -0.0028723839, 0.0289355963, -0.0127327554, 0.0540185794, 0.0490730219, -0.0801125318, 0.0320504755, -0.0063971165, -0.0226921756, -0.0339904465, 0.0325696245, -0.0683634207, 0.0442640856, 0.139896363, 0.0117832636, -0.0620243661, -0.0222549979, 0.0172274727, 0.0294820666, -0.0261212755, 0.0366954729, -0.0397557057, -0.0791288838, -0.0222549979, 0.0029167847, 0.0483626127, -0.0755221769, 0.0892932266, -0.0747024789, 0.045111116, 0.0669425949, -0.0472969934, -0.0290995371, 0.0310121831, -0.001740166, 0.0505484939, 0.0253015701, 0.0349740908, 0.1070535108, 0.0558492541, -0.1579298824, -0.0145087838, -0.0287443325, 0.0281158909, 0.1848162264, -0.063171953, -0.0401109122, 0.094976522, 0.0327608883, -0.0484992303, -0.0898943469, -0.0180881638, -0.0186892804, 0.1190212071, -0.032187093, 0.0521059334, -0.0283891261, -0.060822133, -0.0281705391, -0.0187985748, 0.0760140046, -0.0831727609, -0.1673291773, -0.1413171887, 0.0659589544, -0.0231976602, -0.0281158909, -0.1424101293, -0.0228287932, 0.0229790714, 0.0466958769, 0.0513681993, 0.0609860718, -0.0381162949, -0.0773255304, 0.0126302922, 0.1314807236, 0.0440728217, 0.1091300994, 0.1486398876, 0.0219271164, 0.0866155252, 0.0796207041, 0.1291855574, 0.0583083704, 0.0544830784, -0.0198232066, -0.0442914106, 0.0506304651, -0.0258343779, 0.1086929217, 0.1177096814, -0.0094539346, -0.063226603, 0.0324330069, 0.055576019, -0.0149459597, -0.0049079852, 0.1220814437, -0.0017691973, -0.0467232019, 0.0124321971, -0.1253602654, -0.0486085229, -0.0302198008, -0.1379290819, -0.1104962751, -0.0358484462, 0.0550022237, 0.1196769699, -0.0496741422, -0.1024631634, -0.0287989788, 0.0395097956, 0.0634998381, -0.0204789713, -0.0210254397, -0.0466412306, 0.0077872002, -0.0714236572, 0.0185253397, 0.0925174057, -0.0492916107, 0.0510129929, -0.0722980052, 0.067051895, -0.0045630261, -0.0404114723, -0.0144677982, -0.1066709831, 0.0644288361, 0.036504209, 0.0386354439, -0.0005968479, 0.0309848599, 0.0344822705, -0.0449471734, 0.0267497152, -0.0879270509, 0.0356571786, 0.001131364, 0.0571061336, 0.002445454, -0.0541005507, 0.0497561097, -0.0019792467, 0.0267770402, 0.094976522, 0.0485538766, -0.0265857745, -0.0100140665, 0.0663961247, 0.0163121354, 0.012944513, -0.047433611, -0.0573793687, -0.0268999953, 0.1336666048, -0.0380070023, 0.0763418823, 0.009071405, -0.0018921531, 0.0965612829, -0.0013234825, 0.0267360546, 0.0290448908, 0.0085522588, -0.00513682, -0.0041702506, -0.0214079693, 0.0155197531, 0.0245638359, 0.0897304043, -0.0743745938, -0.0088801403, 0.0520786084, -0.0131426081, 0.0269409809, -0.0649753064, 0.0736641809, -0.0832820609, -0.067051895, 0.0867248178, 0.0338811502, -0.02157191, 0.0468871407, -0.0866155252, 0.1033921614, -0.0412311777, -0.0290175676 ]
801.1043
EDA Publishing Association
Mahendra Wankhede,, V. Khaire, A. Goswami, S. D. Mahajan
Evaluation of Cooling Solutions for Outdoor Electronics
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
The thermal management of an outdoor electronic enclosure can be quite challenging due to the additional thermal load from the sun and the requirement of having an air-sealed enclosure. It is essential to consider the effect of solar heating loads in the design process; otherwise, it can shorten the life expectancy of the electronic product or lead to catastrophic failure. In this paper we analyze and compare the effectiveness of different cooling techniques used for outdoor electronics. Various cooling techniques were compared like special coatings and paints on the outer surface, radiation shields, double-walled vented enclosures, fans for internal air circulation and air-to-air heat exchangers. A highly simplified, typical outdoor system was selected for this study measuring approximately 300x300x400 mm (WxLxH). Solar radiation was incident on 3 sides of the enclosure. There were 8 equally spaced PCBs inside the enclosure dissipating 12.5W each uniformly (100 watts total). A computational fluid dynamics (CFD) model of the system was built and analyzed. This was followed by building a mock-up of the system and conducting experiments to validate the CFD model. It was found that some of the simplest cooling techniques like white oil paint on the outer surface can significantly reduce the impact of solar loads. Adding internal circulation fans can also be very effective. Using air-to-air heat exchangers was found to be the most effective solution although it is more complex and costly.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:19:33 GMT" } ]
2008-01-08T00:00:00
[ [ "Wankhede", "Mahendra", "" ], [ "Khaire", "V.", "" ], [ "Goswami", "A.", "" ], [ "Mahajan", "S. D.", "" ] ]
[ 0.0748748407, 0.0552799366, 0.0370922536, -0.0668563321, 0.0067705973, 0.092133224, -0.0180283748, -0.1212866232, 0.0587847158, 0.0262592975, 0.1003641486, -0.0848581493, -0.0626081079, -0.0212676413, 0.0472614244, -0.0373577662, 0.0634046495, -0.0104479613, -0.053872712, 0.0637232661, 0.0229536518, 0.1118343398, 0.0665377155, 0.012990254, 0.0259539559, -0.0113507072, 0.0709452406, 0.0953193903, 0.097602807, -0.1030192822, 0.092611149, -0.0325519703, -0.0546958037, -0.0502086245, -0.0310916454, 0.0140058435, -0.009551852, -0.0552268326, -0.009060652, 0.0172982123, 0.1399787813, -0.050022766, -0.0188249163, 0.097709015, 0.0067208135, -0.0553861409, 0.003667407, 0.0604840033, 0.1222424731, -0.0317023247, 0.0486420952, 0.0536603034, 0.0869291574, -0.0449249037, 0.0035545635, -0.0606964119, -0.0834243819, 0.0990365818, 0.0393491201, -0.0003876914, 0.0132026644, -0.1159763485, 0.0467569493, -0.0061167702, -0.0827871487, 0.0046829963, 0.0472348742, 0.0352867581, 0.024002431, -0.0668032244, 0.0114436373, 0.0405704826, 0.0681307912, -0.112152949, -0.012253454, -0.0967531651, 0.0517220534, -0.0843271241, 0.1411470324, 0.0580412783, -0.051429987, 0.0314899161, 0.0513237827, 0.0131362863, -0.0165946018, 0.0061499593, 0.0265779141, 0.0524389409, -0.2175087631, -0.0896373987, -0.0225553811, 0.0640949905, 0.0420308076, -0.0105939936, -0.0173911415, 0.0727507323, -0.0604840033, 0.0199267976, 0.0762555078, 0.099567607, -0.0040656771, -0.1138522401, -0.001675225, 0.0420573577, 0.0821499154, -0.0503413826, 0.0452169701, 0.0209622998, 0.0412608162, -0.0061599161, -0.0212278143, -0.0393756703, 0.0026883255, 0.0328440331, -0.072591424, -0.0308261309, 0.0027746174, 0.0156918541, -0.0234183017, 0.0542178825, -0.0316226706, 0.0944166407, 0.0964876488, 0.0290471893, 0.0292861518, 0.0195683539, 0.0484296829, -0.1340312809, 0.0072485218, -0.044606287, 0.0037072338, -0.1026475653, 0.1185252815, -0.1296768486, 0.0163158122, -0.0730162486, 0.0145368706, 0.0086159166, 0.0430928618, 0.0207764413, 0.0982400402, -0.0552799366, -0.0378887951, 0.0755651742, -0.0251574162, 0.0362160578, 0.1084357649, 0.0093527175, 0.0952131823, 0.0652101412, -0.0030550661, -0.0647322237, -0.0354195163, 0.0091203926, 0.1291458309, -0.0280116871, 0.1299954653, 0.0672811493, -0.0003352109, -0.1376422644, 0.0448718034, 0.0178956185, -0.0295782164, -0.031410262, 0.0745031238, 0.0779547989, 0.005150964, 0.0298437309, -0.126809299, 0.0626612157, -0.0362691619, -0.0807692409, 0.011788805, 0.0009616571, 0.1139584482, -0.0078260135, -0.0174309686, -0.0611212365, -0.0183469914, 0.0287285727, -0.072113499, -0.0605371036, 0.0036806825, 0.0566606075, 0.011543205, -0.0214269497, 0.1182066649, -0.0808223486, -0.1207555905, -0.0974434987, -0.0000718235, 0.0021606172, 0.0078791166, -0.0164087415, -0.0301357955, -0.0602184869, 0.0069830082, 0.0197542123, 0.0128641352, -0.0128707727, 0.0215464309, 0.0134615405, 0.0819906071, 0.0229802039, -0.018121304, -0.0011748978, -0.0365346745, 0.1192687154, -0.0047726072, -0.0278258268, 0.0001872078, 0.0223031435, 0.0488545075, 0.024493631, 0.0698300824, 0.0000324113, -0.0965407491, 0.0441814661, 0.0339326411, 0.0542444326, -0.0708390325, 0.094575949, -0.0007704044, 0.0488279536, -0.0098571926, 0.0930890739, -0.1157639399, -0.0405970328, 0.072485216, -0.1400849819, 0.0070161973, 0.0118750967, -0.0730693489, 0.02406881, -0.0416325368, -0.0262725726, 0.0768396407, 0.0275603142, 0.0054363916, -0.0451638661, -0.0084698843, 0.0163423624, -0.0465179868, -0.0265779141, -0.097018674, 0.0320740454, -0.1019572318, -0.1547413319, -0.0395880789, -0.0269230809, 0.0248653498, -0.035764683, -0.0330298953, -0.0702017993, 0.0469162576, -0.072697632 ]
801.1044
EDA Publishing Association
W. Habra (LAAS), P. Tounsi, F. Madrid, P. Dupuy, C. Barbot (LAAS), J.-M. Dorkel (LAAS)
A New Methodology for Extraction of Dynamic Compact Thermal Models
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
An innovative and accurate dynamic Compact Thermal Model extraction method is proposed for multi-chip power electronics systems. It accounts for thermal coupling between multiple heat sources. Transient electro-thermal coupling can easily be taken into account by system designers. The method is based on a definition of the Optimal Thermal Coupling Point, which is proven to be valid even for transient modelling. Compared to the existing methods, the number of needed 3D thermal simulations or measurements is significantly reduced.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:22:53 GMT" } ]
2008-01-08T00:00:00
[ [ "Habra", "W.", "", "LAAS" ], [ "Tounsi", "P.", "", "LAAS" ], [ "Madrid", "F.", "", "LAAS" ], [ "Dupuy", "P.", "", "LAAS" ], [ "Barbot", "C.", "", "LAAS" ], [ "Dorkel", "J. -M.", "", "LAAS" ] ]
[ -0.0500654988, -0.0131504489, -0.0410563499, -0.0856529474, -0.1072115004, 0.0830109715, -0.0729186162, -0.0245968215, 0.0461817868, -0.0983344465, 0.0423244983, -0.1354806721, -0.0604484752, -0.0861813501, -0.0205281749, -0.0053004697, 0.1236446053, 0.0291146059, -0.0107066184, -0.0031406523, -0.0426679552, -0.0520998202, 0.0266047269, 0.0012986977, 0.019550642, 0.028242752, -0.0063044219, 0.0310960896, 0.0473706797, -0.0355081931, 0.0983872861, -0.0299864579, -0.0599200763, -0.0607126728, -0.0808445513, 0.0914124623, -0.0727600977, 0.187369138, -0.0015950947, 0.0610297099, 0.1123369336, -0.0041148821, -0.1118085384, 0.1465769857, -0.0052806549, -0.0530509315, -0.0170011334, 0.0367235057, 0.1165641025, -0.0119285341, 0.0777798519, -0.0133155733, 0.0183221232, -0.0336852297, -0.1716229469, -0.069167003, 0.055270195, 0.0478726551, 0.0528395735, -0.0142006362, -0.0212943479, -0.0924692526, -0.0138703883, 0.0495370999, 0.0004924813, -0.034530662, -0.0444380827, 0.0390220247, -0.0298807789, 0.0701709539, -0.0947413594, 0.0510958694, 0.022258671, -0.0213471875, -0.0134806968, -0.0349533781, -0.0728657767, 0.0645699576, -0.0962208658, 0.0411884487, -0.0442003049, -0.0033354983, 0.0960623473, 0.0323906578, -0.0568553843, -0.0879250541, 0.0295901615, 0.0784667656, -0.138228327, -0.0507524125, -0.0737640485, 0.090461351, 0.1272376925, 0.0284541119, 0.0922050551, 0.0135929808, -0.0084213074, -0.0347420201, 0.0393654816, 0.1049393937, 0.0244515128, -0.0357988104, 0.0248081796, -0.0246628709, 0.0731299743, -0.0389427654, -0.0503296964, -0.009881001, -0.0956924707, 0.0932090133, 0.0700124353, -0.0616637841, 0.0196034815, 0.0246628709, -0.0054061492, -0.1110687852, -0.0270538628, -0.0272388011, -0.0281899124, 0.0114926072, -0.0089364927, 0.0943186432, 0.0625620559, 0.0465516672, 0.0808973908, -0.02106978, 0.0207923725, -0.0547946393, -0.0425622761, -0.0079787755, -0.038995605, -0.0580706932, 0.0489558652, -0.0058189584, 0.0858643129, -0.1147675589, 0.0095969876, 0.0249138605, 0.1301967055, -0.0633018091, 0.0648341551, -0.0314659663, -0.020739533, 0.0638830438, 0.0466573462, 0.0982287675, 0.0564326644, -0.0740810856, 0.0310696699, 0.0767230615, 0.0123644602, -0.0980174094, 0.0277671963, -0.0050263647, 0.0789951682, -0.0980174094, 0.0917823389, 0.0563269854, 0.055164516, -0.1610550284, -0.0462874696, 0.040712893, -0.0594973601, 0.0202903971, -0.0273444802, 0.0644642785, -0.0945828408, 0.0340815261, -0.1211083084, 0.04213956, -0.0389163457, -0.1004480347, -0.0603956357, 0.0009634966, 0.0031323961, 0.0619279817, -0.034424983, -0.1015048251, -0.0782554075, 0.0357988104, -0.0529452525, 0.0493785813, 0.0233815126, 0.0130843995, 0.0044715488, -0.0654682368, -0.0006410927, 0.0100461245, -0.0144119943, -0.0287975688, -0.0353232548, 0.0295901615, 0.0089563075, 0.062984772, 0.0294052232, -0.0341079459, 0.0181636047, 0.0561684668, 0.0625092164, -0.040052399, 0.028242752, -0.0409242511, 0.0047258395, -0.0342928842, 0.0018658974, 0.078308247, 0.0328662172, 0.1087438464, -0.0407393128, -0.0308054723, -0.0054358714, -0.0117105711, 0.1002366766, 0.0984401256, -0.0035699739, 0.0317301638, -0.0949527174, 0.0450721569, 0.095322594, 0.0693255216, -0.0300392993, 0.0235268213, 0.1089552045, 0.067528978, -0.0185995307, 0.0721260235, -0.0500654988, -0.0973304957, 0.0486916676, -0.0836450458, 0.0501711778, -0.0031356986, -0.0147290314, 0.0167369358, 0.0998668, 0.0303034969, 0.0294844825, 0.0292202849, -0.0318622626, -0.0843319595, -0.0991270393, 0.0148347104, -0.0146233523, -0.1069473028, -0.0535529107, 0.0898801163, -0.0366178267, -0.1131823733, -0.0426679552, -0.0145705128, 0.0454156138, -0.0140156969, -0.0234079324, -0.0567497052, 0.0531037711, 0.0261952188 ]
801.1045
EDA Publishing Association
M.-N. Sabry
Flexible profile approach to the conjugate heat transfer problem
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
The flexible profile approach proposed earlier to create CTM (compact or reduced order thermal models) is extended to cover the area of conjugate heat transfer. The flexible profile approach is a methodology that allows building a highly boundary conditions independent CTM, with any desired degree of accuracy, that may adequately replace detailed 3D models for the whole spectrum of applications in which the modeled object may be used. The extension to conjugate problems radically solves the problem of interfacing two different domains. Each domain, fluid or solid, can be "compacted" independently creating two CTM that can be joined together to produce reliable results for any arbitrary set of external boundary conditions.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:23:21 GMT" } ]
2008-01-08T00:00:00
[ [ "Sabry", "M. -N.", "" ] ]
[ 0.0542540327, -0.04817871, 0.0292180572, -0.0518239029, -0.0751644447, 0.0399558358, -0.0473309942, 0.0170391575, 0.0276215188, 0.0890105218, -0.0405774973, -0.0419903621, 0.0446182899, 0.088501893, 0.0227895193, 0.0534628294, 0.0906494483, 0.0029475905, -0.0454377532, 0.0753339827, 0.0086326078, -0.0489134006, -0.0011302923, 0.0066122101, -0.0655569583, 0.0334566534, -0.0464832745, -0.0360563248, -0.0180281624, -0.0579839982, 0.1287402958, -0.0526151098, -0.0921753421, -0.0892365798, 0.0226906184, 0.1056258231, -0.0892930925, 0.1954275519, 0.0014428889, 0.0757295862, 0.0330045372, 0.0699650943, -0.1169852614, 0.0991831571, -0.0577014238, -0.073864609, -0.0583796017, 0.1170982867, 0.0496480912, 0.0371866189, 0.0433749706, -0.0223656595, 0.0512305014, -0.0812115073, -0.05416926, -0.0626747087, -0.021433169, 0.0062378007, -0.0359998122, -0.0535193421, -0.0659525618, -0.0922883675, 0.0518239029, 0.0599054955, -0.0897452161, -0.0726777986, 0.0071314382, -0.0359432958, -0.018098807, 0.0466245599, -0.0471331924, -0.0341913439, 0.0190030411, 0.0373279043, -0.0183389932, -0.0547061488, -0.0647092387, 0.0189041402, -0.0000148461, -0.079063952, 0.0378647931, -0.0538584292, 0.0408600681, -0.0052346666, -0.1178894937, -0.0242165141, 0.0714909881, 0.0016821929, -0.0436292849, -0.0661220998, -0.0734124854, 0.1385738403, 0.0085407719, -0.0217157416, 0.0727343112, -0.0768033639, 0.0518239029, -0.0731299147, 0.0650483221, 0.002223497, -0.0233970508, 0.0955097005, 0.1004829928, 0.0097911572, 0.1586930454, 0.0661786199, -0.0941533521, 0.0532085113, -0.028087765, 0.0695129782, 0.1148942187, -0.0805333331, 0.0912711099, 0.0102785965, 0.0329762809, -0.0600750372, -0.0314503834, -0.0174771454, -0.1100904718, -0.0363388993, -0.0573340803, -0.0222526304, 0.0421599038, 0.0799681842, 0.0105964905, -0.0612618439, 0.0180705488, -0.0835286081, -0.1031956896, -0.049082946, -0.0508348979, -0.0555821247, 0.055186525, -0.0192573555, 0.0064002806, -0.0560907573, 0.0563733317, 0.0771424547, 0.109355785, -0.1013307124, 0.0220124442, 0.057390593, 0.0456920676, 0.0128500108, -0.0057115084, 0.0751079246, -0.0111898948, 0.0743167251, -0.008985824, 0.0657265037, -0.0361128412, -0.0532085113, 0.0233687945, 0.0033343625, 0.0496198349, -0.0638615191, 0.0319307595, 0.0372996479, -0.0016813099, -0.1061344519, -0.0248099174, 0.0171945728, -0.0244425721, -0.0373561606, 0.101952374, 0.0014420057, -0.078272745, 0.0158947371, -0.1315660328, 0.039418947, -0.0622225925, -0.0674784556, -0.0559494719, 0.0358302668, 0.0542540327, 0.0263781976, 0.0240469705, -0.1566585153, -0.0783857778, 0.0924579129, 0.0265194848, 0.0951706171, 0.048969917, -0.0209104083, -0.0350390635, -0.0211788528, -0.0418773331, -0.0196670871, -0.0213342682, 0.005941099, -0.0571362786, 0.0165870395, 0.0584361143, 0.0771424547, -0.0484895408, -0.1090166941, 0.1185676679, 0.0196670871, 0.0040725847, -0.024866432, 0.0766338184, -0.0212918818, 0.0441944301, -0.0459463857, -0.0277062915, -0.0012397894, -0.0041891462, 0.0999178439, -0.0558929555, -0.0675349683, 0.0222950168, 0.0264629703, 0.0515413322, 0.1234279275, -0.018098807, -0.0027391929, -0.1534937024, 0.0369888172, 0.0117338477, 0.1463728547, 0.0013537017, 0.056288559, 0.1264797151, 0.0110909939, -0.0555821247, 0.0252196491, 0.0164316259, -0.0824548304, 0.0100807948, -0.0532085113, 0.0203876477, -0.0247534029, -0.0168978702, -0.0731299147, 0.0076082805, -0.0653309003, -0.0289919991, -0.0018437894, -0.0076789237, -0.0979963467, -0.0587752014, 0.0724517405, 0.0934751779, -0.0847154111, -0.0495915785, 0.0346717164, -0.0762947351, -0.0754470155, 0.0879367441, 0.0492242314, 0.0532650277, -0.0111404443, -0.0218852852, -0.0722256824, -0.0472179614, 0.048856888 ]
801.1046
EDA Publishing Association
R. Linderman, T. Brunschwiler, B. Smith, B. Michel
High Performance Thermal Interface Technology Overview
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
An overview on recent developments in thermal interfaces is given with a focus on a novel thermal interface technology that allows the formation of 2-3 times thinner bondlines with strongly improved thermal properties at lower assembly pressures. This is achieved using nested hierarchical surface channels to control the particle stacking with highly particle-filled materials. Reliability testing with thermal cycling has also demonstrated a decrease in thermal resistance after extended times with longer overall lifetime compared to a flat interface.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:24:32 GMT" } ]
2008-01-08T00:00:00
[ [ "Linderman", "R.", "" ], [ "Brunschwiler", "T.", "" ], [ "Smith", "B.", "" ], [ "Michel", "B.", "" ] ]
[ -0.0547499061, -0.0663502589, 0.0047996063, -0.0230287313, -0.0263274834, 0.0348010547, 0.006534969, -0.0144457212, 0.0835475475, 0.0195111036, 0.0553752631, -0.0236853547, -0.0808585137, 0.01534467, 0.0002065384, -0.0608158596, 0.040335454, 0.0042446032, -0.011975565, -0.0084188534, -0.0025698219, -0.0630671382, 0.0342695042, 0.0268434007, -0.0234352127, -0.025905367, 0.0603155755, -0.1243832856, 0.0033046149, -0.0820466951, 0.152711913, -0.0752928481, 0.083860226, -0.0335190743, -0.0528425723, 0.1008073688, 0.0278283376, 0.0717283189, 0.0124211311, 0.0306737069, 0.0421802551, 0.0525924303, -0.0243888795, 0.0776066631, -0.059627682, -0.0565634407, 0.0788573772, 0.0569073856, -0.0049090437, -0.0225284453, 0.0636299625, 0.0749176368, 0.0241856389, 0.0036974167, -0.0918647796, 0.0133747989, 0.0241700057, -0.033112593, 0.0339255556, 0.0321745612, 0.0031385049, -0.0924901366, 0.0181353204, -0.0175412335, -0.0741672069, -0.1059352905, -0.0310176518, 0.1027459726, 0.0095523112, 0.0854236111, 0.0385531895, -0.0731666386, -0.0640364438, 0.0135155041, -0.042148985, -0.051810734, -0.0911143497, 0.0327686481, -0.0020167727, 0.0874247551, 0.0405543298, -0.0139376195, 0.0086533623, 0.0022121964, -0.0596589521, -0.0485588834, 0.0773565248, 0.0301265195, -0.0629733354, -0.0781069472, -0.1022456884, 0.0978056639, 0.0571575277, 0.0666629374, 0.0010953499, 0.0104747107, -0.0043735825, 0.0071681417, 0.0039690556, 0.1432064921, 0.0564071015, -0.0544684976, -0.046682816, 0.0729164928, 0.0022200134, -0.0686015412, -0.0428681448, -0.0078130402, -0.0312990621, 0.085548684, -0.0479960628, -0.0101151317, 0.0036505149, 0.0552814603, -0.051216647, -0.0118192267, 0.0324872397, -0.0155791789, 0.0704150721, 0.0344258398, -0.0477771908, 0.1343264431, 0.0552189238, 0.0257646628, -0.029079048, -0.1004321575, 0.0768562406, -0.1664697379, -0.090301387, -0.0856112242, 0.090926744, -0.0484338142, 0.0781694874, -0.0229192935, -0.0027124812, -0.074667491, 0.0335816108, 0.0463076048, 0.0852360055, -0.0992439762, -0.0171503853, -0.11268913, 0.0993690491, -0.0161967166, 0.0881751776, 0.0862365738, 0.076043278, 0.0092552667, 0.1006822959, 0.0414298289, -0.0897385702, 0.0104590775, -0.0172285549, -0.0191827919, -0.0166188329, -0.0916146338, 0.0787948444, 0.1339512318, 0.0722911432, -0.1665948033, -0.0147427646, -0.0005403465, -0.0401165783, 0.037021067, 0.0203396995, 0.056344565, 0.042148985, 0.076668635, -0.1791019291, -0.022012528, -0.028594397, -0.0976180509, -0.0692268983, 0.0250455029, 0.031658642, 0.0274218563, 0.0008359249, -0.1090620682, -0.0921149254, -0.0043892167, 0.0082625151, 0.0558130145, 0.0236384533, -0.071603246, -0.0801080912, 0.0142893819, -0.1176294386, 0.0750427097, -0.0940535218, -0.0025483253, -0.067600973, 0.1284480989, -0.0099744266, 0.0739170685, -0.0314084999, -0.1111257374, 0.0777942687, -0.0694145039, 0.035801623, -0.001525282, 0.014305016, -0.031643007, 0.0504662208, 0.0286100321, -0.0061206706, -0.0318306163, 0.0210275911, 0.0671632215, -0.0737919956, 0.0059017963, 0.0098728063, 0.0741672069, 0.052811306, 0.0587209165, -0.0320494883, -0.0038459387, -0.0036094759, 0.0211213958, 0.1334509403, 0.1497101933, -0.0235290155, 0.0195111036, 0.0474645123, 0.1015577987, -0.0028316895, 0.1333258748, -0.0055109486, -0.0889256075, 0.1171291545, -0.0331751294, -0.0333940051, 0.0241074692, -0.0339880921, -0.0066365893, 0.0242325403, 0.0198394153, -0.0209494215, -0.0552814603, 0.0042133355, -0.1355771571, -0.0225440804, 0.0303766616, 0.0096539315, 0.024685923, 0.0296418685, 0.0262493137, -0.0462450683, -0.1155657694, 0.0208712518, -0.051591862, 0.0481211357, -0.0807334483, -0.0393348858, 0.0019552142, 0.074042134, -0.0672882944 ]
801.1047
EDA Publishing Association
A. Petropoulos, G. Kaltsas, D. Goustouridis, A.G. Nassiopoulou
A Novel Thermal Position Sensor Integrated On A Plastic Substrate
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
A thermal position sensor was fabricated and evaluated. The device consists of an array of temperature sensing elements, fabricated entirely on a plastic substrate. A novel fabrication technology was implemented which allows direct integration with read out electronics and communication to the macro-world without the use of wire bonding. The fabricated sensing elements are temperature sensitive Pt resistors with an average TCR of 0.0024/C. The device realizes the detection of the position and the motion of a heating source by monitoring the resistance variation of the thermistor array. The application field of such a cost-effective position sensor is considered quite extensive.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:25:50 GMT" } ]
2008-01-08T00:00:00
[ [ "Petropoulos", "A.", "" ], [ "Kaltsas", "G.", "" ], [ "Goustouridis", "D.", "" ], [ "Nassiopoulou", "A. G.", "" ] ]
[ 0.0528001264, -0.010875538, -0.0392523855, -0.0830378607, -0.0163937956, -0.024725914, -0.0084930938, -0.0709839761, 0.0115645155, -0.1508280635, 0.0315255411, -0.0694386065, -0.0008346605, 0.047520116, 0.0674811378, 0.0050192317, 0.0670175254, 0.0144363279, -0.013921204, 0.0706749037, 0.107248649, -0.0900435373, -0.0941645205, -0.0754655451, 0.0067867478, -0.0778866261, 0.0676871911, -0.0485761166, -0.0754140317, 0.048370067, 0.0296195839, -0.0566120371, -0.0925161242, -0.0579513609, -0.019265607, 0.0544485226, 0.0237858128, 0.0457171835, -0.0231934208, 0.0389690697, -0.0075336765, 0.0680477768, -0.0432703495, 0.0958644226, -0.0880860686, -0.0457944535, -0.0759806708, 0.1556702256, 0.0245842542, -0.0305983182, 0.0832439065, -0.0363676958, -0.0163809173, -0.0629480556, -0.125071913, -0.0809773654, -0.0254599638, 0.0654721558, -0.0082226535, 0.0451763049, -0.033148177, -0.0846862495, 0.0828833207, -0.073611103, -0.0270954799, -0.036599502, -0.0602179021, 0.0818530768, -0.0617632717, 0.0355177447, 0.1848261952, -0.0055440133, 0.0318088569, 0.0608875602, 0.0009618316, -0.0686659217, -0.0457171835, 0.053418275, -0.0546545722, 0.1152845696, -0.0397932678, -0.0422916152, 0.0605269745, 0.0557363294, 0.0147067672, -0.0985430703, 0.0118091991, -0.1061153784, -0.148355484, -0.0394326821, -0.0565605275, 0.0929797366, 0.063257128, 0.130841285, -0.0305210482, -0.1083819196, -0.045433864, -0.0489109457, 0.0741262287, 0.062329907, -0.0654721558, -0.0959159359, -0.0515638329, 0.0499927066, 0.0002047413, -0.0394326821, -0.0648540109, 0.0797925815, 0.0183255076, 0.0839135647, 0.1113696322, 0.0505593419, 0.0100384634, 0.0378100425, -0.0206178054, -0.0589816049, 0.0146423765, -0.0467216745, 0.0648024976, -0.030108951, 0.0002819092, 0.0815440044, 0.1423800439, -0.0241592769, -0.0377842858, -0.046515625, -0.0148226703, -0.1215690747, -0.0390720926, 0.0135477399, 0.0617632717, -0.0835529789, 0.0302119758, -0.0253569391, 0.0625874698, -0.0797410682, 0.1317685097, -0.0091434363, 0.0456656702, -0.0560454018, 0.026915187, -0.0639267862, 0.057796821, 0.0829863474, 0.0260008425, 0.0617117584, 0.0288726557, 0.0730444714, 0.1156966686, 0.0535728112, 0.0354919881, 0.0463095754, 0.0260523558, -0.0278939214, 0.0223949812, -0.0505850986, 0.0943705663, 0.0934948623, -0.0999854133, -0.1219811738, -0.0220987853, -0.0293362662, 0.0474686027, 0.1301201135, -0.0362646729, 0.1147694439, 0.0413128808, -0.0814409778, -0.203576684, 0.0761352107, 0.0035092768, -0.0634631738, -0.0966886207, 0.0553757437, -0.0273530409, -0.0236441549, 0.0773715004, -0.0615057088, -0.0348738395, 0.0389948264, -0.0265288446, -0.0156211108, 0.0219184924, -0.0835014731, 0.0617632717, -0.1006035581, -0.0378100425, 0.077629067, -0.0184285324, 0.0188148748, 0.008055239, 0.0453565978, 0.0087442165, -0.0498381704, 0.0820591226, -0.0753625259, 0.0343844742, 0.0742292553, 0.0355177447, -0.022459371, -0.0163809173, 0.029362021, 0.0368828215, 0.005659916, 0.0029281534, 0.0371661372, -0.0920009986, 0.0463868417, -0.011989492, 0.0086927041, 0.0379130654, -0.0228972267, 0.0719627067, 0.0197292175, 0.0342556909, 0.015183256, -0.0258591846, -0.041055318, 0.0013264422, 0.0481382608, -0.081080392, 0.0742807612, 0.0872618705, -0.0044622547, -0.053830374, 0.068150796, -0.0035640085, 0.0263356734, 0.1136361733, -0.0825742483, -0.0857165009, 0.04988968, 0.0184800439, 0.0683568493, 0.0034706425, 0.0285635814, -0.0108562214, 0.0043141567, -0.0087377774, -0.0304180253, -0.0601148754, 0.0199867804, -0.0445581563, -0.0171407238, -0.0333799832, 0.0323497355, -0.0108690998, -0.0459747463, 0.0647509843, -0.0182353612, 0.0385827273, -0.0152991591, -0.0256016217, 0.050816901, -0.012659152, 0.0021409807 ]
801.1048
J. S. Kaastra
K. Dolag, A.M. Bykov, A. Diaferio
Non-thermal processes in cosmological simulations
27 pages, 16 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 15; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9319-2
null
astro-ph
null
Non-thermal components are key ingredients for understanding clusters of galaxies. In the hierarchical model of structure formation, shocks and large-scale turbulence are unavoidable in the cluster formation processes. Understanding the amplification and evolution of the magnetic field in galaxy clusters is necessary for modelling both the heat transport and the dissipative processes in the hot intra-cluster plasma. The acceleration, transport and interactions of non-thermal energetic particles are essential for modelling the observed emissions. Therefore, the inclusion of the non-thermal components will be mandatory for simulating accurately the global dynamical processes in clusters. In this review, we summarise the results obtained with the simulations of the formation of galaxy clusters which address the issues of shocks, magnetic field, cosmic ray particles and turbulence.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:27:16 GMT" } ]
2009-11-13T00:00:00
[ [ "Dolag", "K.", "" ], [ "Bykov", "A. M.", "" ], [ "Diaferio", "A.", "" ] ]
[ -0.0284149293, 0.0993699953, -0.0220926665, -0.0224452093, -0.0142544704, -0.0461830758, -0.0182264503, 0.0029657644, -0.0533044338, -0.0235850979, -0.0346431807, 0.0127150351, -0.0971137211, -0.0372519977, -0.0084551461, 0.0426341482, -0.0447494015, 0.0540565252, 0.0454779901, 0.0285089407, -0.0357008092, -0.0247719903, 0.0340086035, 0.0405423939, -0.1306757778, -0.0743629783, 0.0073387609, 0.062376529, 0.0551846623, -0.0742219612, 0.0637396947, -0.0071154837, -0.1218387112, -0.0065572914, -0.0973957554, 0.2105854154, -0.1348122805, 0.0890287459, -0.0557957366, -0.003678194, 0.0119218137, 0.0193310827, -0.1503241509, 0.0893577859, -0.0531634167, -0.0283209179, -0.0594621785, -0.136880517, -0.0116809104, -0.0185554903, -0.0366879292, 0.0950454697, -0.0024384193, -0.0684402585, -0.0873835459, 0.0141487075, -0.0082788747, 0.0018405659, -0.024160916, -0.0577229671, -0.1018142924, -0.0468881615, -0.0278273597, 0.0514712147, -0.0183909703, 0.0018728824, -0.05758195, 0.0016892664, 0.0044361604, 0.0941523686, 0.033938095, -0.0969256982, -0.0034519793, -0.0663720146, -0.0079968404, -0.0336325616, -0.1121555418, -0.0502490662, -0.0278743654, 0.0675471574, -0.0250540245, 0.0356773064, 0.062705569, -0.0209292769, 0.0017538993, -0.002041809, -0.0043303976, -0.0199069027, -0.1162920371, -0.0278038569, -0.0161464494, 0.0596502014, 0.0487918891, 0.0254535731, 0.0113871247, -0.0450549386, 0.0690043271, -0.0508131348, 0.1027544066, 0.0851272792, -0.0119394409, -0.0177093875, -0.0193428341, -0.0542915538, 0.1641438156, -0.0422581024, -0.0846102163, 0.0290965121, -0.0324339159, 0.0758671612, 0.0864904374, 0.0220574122, -0.0636456832, 0.0526933596, -0.1475038081, -0.099087961, -0.080238685, 0.0518942662, -0.1141297743, 0.0315643102, 0.005197065, 0.0568298586, -0.0139371827, 0.0697564185, -0.0093541294, -0.1127196103, 0.0856913477, -0.0290495064, -0.0855973363, -0.0244429503, 0.0484158434, -0.0438797958, -0.0180854332, -0.1354703605, -0.0668890774, -0.0038574031, -0.0143132275, 0.0010524865, 0.0026969505, -0.0289789978, 0.0089134509, -0.0099416999, 0.0357948206, 0.1062328219, 0.0290730093, 0.0694743842, -0.008437519, -0.0012698877, 0.0087313037, -0.015723398, -0.0107172942, -0.0358418263, -0.0212818198, 0.0142074646, -0.0219046436, -0.0615304261, 0.0156293865, 0.1495720595, 0.0159466751, -0.1219327226, -0.0141017027, 0.0533984452, -0.0828710049, -0.0051265564, -0.0396727882, -0.0391087197, -0.0774183422, 0.0421170853, -0.1107453704, -0.0528343767, 0.0118513061, -0.1140357628, -0.1098052561, -0.0316818245, 0.0409889482, 0.0869604945, 0.0496379919, -0.0961266011, -0.0680642128, 0.0837171078, 0.0268402398, 0.0375810377, 0.0153238494, -0.0736108869, -0.0148067875, 0.0823539421, -0.0853623077, 0.0358418263, -0.1429912597, -0.0439268015, -0.0275688283, 0.0047387597, -0.0813668221, 0.0855973363, -0.0545735881, -0.0749270469, 0.0337500758, 0.0109817004, -0.0240904074, 0.1070789248, 0.1017202809, -0.0182029475, 0.0619064718, -0.0659959689, -0.0393672511, -0.0469116643, 0.0632226318, 0.0322223902, -0.0500140376, -0.0396727882, 0.0168985408, -0.0578639843, 0.0511421748, -0.0238788817, -0.1185483113, -0.0611543804, -0.1727928519, 0.0431512073, 0.0125975208, 0.0590861328, 0.0659019575, 0.0092013609, 0.0232090522, 0.0580990128, 0.0806617364, -0.0168280322, 0.0571118928, -0.1232488751, 0.0214815941, 0.0710255727, 0.0103647513, 0.0948104486, -0.0372990035, -0.0198246427, 0.051753249, -0.1034124866, 0.041176971, 0.039226234, -0.0742219612, -0.0362883806, -0.0205649827, 0.0292140264, -0.0004362714, 0.0021842949, -0.0497790091, 0.0777943879, -0.0002482487, 0.0407304168, 0.0808497593, -0.0452194586, 0.0587570928, -0.0271927826, -0.0416000225, -0.0004230511, -0.0039749173, 0.0176741332 ]
801.1049
EDA Publishing Association
R. John, G. Atxaga, H. J. Frerker, A. Newerla
Advancement of Multifunctional support structure technologies (AMFSST)
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
The multifunctional support structure (MFSS) technology is promising a reduction of overall mass and packing volume for spacecraft (S/C) electronic components. This technology eliminates the electronic box chassis and the cabling between the boxes by integrating the electronics, thermal control and the structural support into one single element. The ultimate goal of the MFSS technology is to reduce size, weight, power consumption, cost and production time for future spacecraft components. The paper focus on the main challenges and solutions related to the thermal management within the MFSS technology based on the selected charge regulator (CR) application. Starting with the main set of thermal requirements for the CR the paper will include, conceptual and detailed design based on highconductivity carbon fibre CFRP, description and results of the thermal material sample test program ; parameter and results for the performed first thermal simulation
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:31:22 GMT" } ]
2008-01-08T00:00:00
[ [ "John", "R.", "" ], [ "Atxaga", "G.", "" ], [ "Frerker", "H. J.", "" ], [ "Newerla", "A.", "" ] ]
[ 0.0668448135, 0.0047421702, 0.12618424, -0.0227653496, -0.0102612646, 0.0725324824, 0.0402827933, 0.0189393628, 0.0752297267, 0.0238647703, 0.0259023644, -0.0364421494, -0.0768129006, 0.097335428, -0.0317219682, 0.0191739071, 0.0592514761, -0.0217978582, 0.0318392403, -0.0547365174, 0.0878950655, -0.0159929134, 0.0598964691, -0.0089346301, -0.0629162118, -0.0255798679, 0.0006885126, 0.0044306675, 0.0093304217, -0.0537397116, 0.1154538915, -0.0689556971, -0.0434491262, -0.0610398687, -0.0930550098, 0.1474103928, -0.0772819817, 0.0423057303, -0.0125847086, 0.0645580143, 0.0126360152, -0.0325428694, -0.0061530941, 0.0957522616, 0.0156704169, -0.0390221253, 0.0188220907, 0.0335396789, 0.0476122685, 0.0948140845, 0.0199215133, -0.0186315253, 0.0510424636, -0.0304612983, -0.0372337326, 0.0367939658, 0.0123794833, -0.0232930705, -0.0610398687, 0.1013226584, -0.0127826044, -0.087425977, 0.0509545095, 0.0019716287, -0.0769301653, 0.0594860166, -0.0433611721, 0.0979804173, -0.0189686809, 0.0899473131, -0.1252460629, 0.0463516004, 0.079568781, -0.0506906472, -0.0182210747, -0.0758160874, 0.0014365771, 0.0219444484, 0.0305785686, 0.0735879317, -0.069717966, 0.0022025071, -0.0307544768, -0.0429214053, -0.0055337534, -0.07089068, -0.0205811653, 0.0261222478, -0.1545639634, -0.0560851432, 0.022955915, 0.0743501931, -0.03421399, 0.119558394, 0.059222158, -0.0666689053, 0.0100413803, 0.0140506038, 0.0459118299, 0.0496645235, 0.0006564461, -0.0432439037, -0.059837833, -0.0317806043, 0.0958695337, -0.1404913813, 0.024905555, -0.052596312, 0.0441527553, 0.045970466, 0.0304906163, -0.0973940641, -0.0445925258, 0.1088280454, -0.0330119543, -0.1056617126, -0.059222158, -0.0016949411, 0.0269724671, 0.1000913084, -0.0409571044, 0.0767542645, 0.0318392403, -0.0060321577, 0.0402827933, -0.0758747235, -0.0229119379, -0.0525083579, -0.1754383147, 0.0213141125, 0.1031403691, -0.0241286308, 0.1377941221, -0.1197343022, 0.0227506906, -0.0266646296, -0.0773992538, -0.0781615227, 0.0294791479, 0.0264154281, 0.0418659598, -0.06965933, 0.1537430584, 0.0817383006, 0.0954590812, 0.0316046961, 0.0774578899, 0.0288194958, -0.060453508, 0.0288781319, -0.0587530695, -0.0758160874, -0.0100047337, -0.0112580732, 0.0385530367, -0.0666102692, 0.0421884581, 0.0712424964, 0.0195403807, -0.1026126519, 0.0690729693, 0.0417193696, -0.0722979382, 0.0068530589, 0.0603362359, 0.0291273333, -0.0252866875, 0.0053615109, -0.1694574654, -0.0082456591, -0.1049580798, -0.1662911326, -0.1573784798, -0.0154212154, -0.0161248446, -0.0030105817, -0.0403414294, -0.13521415, -0.0362955593, -0.0021493684, 0.0195403807, 0.0145636667, -0.0334224068, -0.0047128522, -0.0345658027, -0.0470259115, 0.0536810756, 0.0479054488, 0.0007361542, 0.0240406785, -0.0205518473, 0.0178252831, 0.0024297209, 0.0890677795, 0.0277640503, -0.0150400829, 0.0455306992, -0.0238940883, 0.0822660252, -0.0196283329, -0.0122255646, -0.0025030156, 0.0840250999, 0.0467327312, 0.0083189541, -0.0091105374, -0.0411036946, 0.0989185944, 0.0067101344, 0.0087220753, 0.0255358908, 0.0893023238, 0.0255945269, 0.0653202832, -0.0445338897, 0.0542967506, -0.0271190573, 0.0401068851, 0.0021713569, 0.0222376268, 0.0117564779, -0.0021475363, 0.0181917567, 0.077516526, -0.0632680282, 0.0815037638, -0.0306665227, -0.0570526309, 0.1384977549, -0.0442113914, 0.0245097633, -0.0111188134, -0.0518926829, 0.0718874931, -0.0975113362, -0.0995635837, -0.0104518309, 0.0284823403, 0.0334810428, -0.0265180394, 0.0228533018, 0.012833911, 0.1212588325, -0.0291419923, -0.0734706596, 0.0738811046, -0.0580201223, -0.1226660907, 0.1306405663, -0.0272216704, 0.0963386148, 0.0113826748, 0.0263861101, 0.0649684668, -0.0321030989, 0.0373510048 ]
801.105
Boris Tsirelson
Boris Tsirelson
Moderate deviations for random fields and random complex zeroes
56 pages
null
null
null
math.PR
null
Moderate deviations for random complex zeroes are deduced from a new theorem on moderate deviations for random fields.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:35:48 GMT" } ]
2008-01-08T00:00:00
[ [ "Tsirelson", "Boris", "" ] ]
[ 0.0735485926, 0.0450978167, 0.0043103942, 0.044546783, 0.0291903224, -0.0506371632, 0.0966340303, 0.0002490077, -0.034454152, 0.0846272856, 0.048230011, 0.0452428237, -0.0749986842, 0.0358462371, 0.0772608221, 0.0549584329, -0.0283637717, -0.0074969679, -0.0076347268, 0.1024923995, -0.0710544363, 0.0647320449, 0.1588139236, 0.0003928839, 0.0900796279, -0.0935598388, 0.0643840209, -0.0400805026, 0.1497653574, -0.0958799869, 0.0305679087, -0.0339031182, -0.0377893597, -0.0276387259, -0.1074807122, 0.0326850414, 0.0247820467, 0.0165890362, 0.010070879, 0.0409505554, -0.0653120801, 0.0485780351, -0.0932118222, 0.0779568702, 0.0769128054, -0.0049303076, 0.0853813291, -0.0647900477, 0.0485200286, -0.0418496132, -0.0658341125, 0.0456778519, 0.0564665273, 0.0614838377, -0.0145661598, 0.04854903, 0.0097881109, 0.0357592329, -0.0043321457, -0.011484717, 0.0164150242, -0.0921097547, -0.0284072738, 0.0157624837, -0.0419656187, 0.0054342141, -0.0541463792, 0.0290598143, 0.0845112801, 0.0664721504, -0.1220396236, 0.0488680527, 0.1238957345, 0.0299298689, -0.0056299767, 0.0724465251, 0.0973880813, 0.0596277229, 0.0432416983, 0.036426276, -0.0166035369, 0.0435317196, 0.0429516807, 0.0471279435, -0.0665301532, -0.0743606463, 0.0482010096, -0.0118907429, 0.0063296454, -0.0188946798, -0.0718084872, -0.0226504151, 0.0053472091, 0.0665301532, -0.0045714104, -0.1250558048, 0.0670521855, 0.0102738915, -0.0008102381, -0.0466639139, -0.041588597, 0.0741866305, 0.0496220998, -0.0083525218, 0.1545216441, 0.0644420236, -0.0489840582, -0.0890355632, -0.0925737768, 0.0204317756, -0.0149504337, -0.0029110569, -0.107538715, 0.0034965309, -0.0012842364, -0.0658341125, -0.1055085883, 0.0116442274, 0.0075477213, 0.0484330244, 0.0017999249, -0.069894366, -0.0161975119, 0.0121662598, 0.0285087805, -0.03265604, 0.0919937417, -0.0962860137, -0.0504921526, 0.0012969248, 0.1038844883, -0.0192862041, 0.0508401729, 0.0328300484, -0.0472149476, 0.0005818488, 0.06362997, -0.0355852209, 0.0198952425, -0.0463158935, 0.01392812, 0.0060867551, 0.0213018302, 0.0774348378, -0.0151534462, 0.0854393318, 0.0078449901, 0.104232505, -0.0131595721, -0.0186046623, -0.0425166562, -0.0743606463, -0.0802770108, 0.0655440912, 0.0321340077, -0.0836412236, 0.0335550942, 0.0094618406, 0.0912396982, -0.0565825328, 0.1033044532, 0.0580616258, -0.0352372006, -0.0348891802, 0.1545216441, -0.0116877295, 0.0136671038, 0.0535663441, -0.052174259, -0.0363102667, -0.0151679469, -0.0665301532, -0.1240117401, -0.0752886981, -0.0370933153, 0.0774348378, -0.0525222793, -0.1489533037, -0.0313509591, -0.0984901488, 0.0349181816, 0.1202995107, -0.0079319952, 0.1488372982, 0.0170240626, -0.0791749433, 0.1447770447, 0.0050716917, -0.0256376006, -0.0361652598, -0.0647900477, 0.0667621717, 0.1020283699, 0.0811470672, 0.0859033614, -0.1243597642, 0.0422266349, -0.036919307, 0.0490710624, -0.040921554, -0.0059054936, -0.0550744385, 0.046750918, 0.0339031182, -0.0753467083, -0.0451848209, 0.0746506602, 0.0774928406, -0.0277402326, 0.0704744011, 0.0081712604, -0.0474179611, 0.0059381207, 0.0113107059, -0.0291178189, 0.0389494337, -0.040283516, 0.0167775471, -0.0213018302, 0.0597437322, -0.0278272368, 0.0916457251, 0.1649623066, 0.0560314991, 0.0233464576, 0.0584676526, 0.0987221673, -0.0279142428, 0.0734325871, 0.0628179237, 0.0578876138, -0.0069495589, -0.0184161495, -0.1286520362, 0.0163570214, 0.0162555147, -0.0235929731, -0.0730265602, -0.1180953756, -0.0618318617, -0.0575395934, 0.0217948612, -0.0280302502, -0.0072830799, -0.0734325871, 0.0238394886, -0.0261451323, 0.0712284446, 0.105566591, -0.0957059786, 0.0070655663, -0.017053064, 0.0053435839, -0.061773859, -0.010476904, -0.0352081992 ]
801.1051
Irit Idan
Irit Idan, Jean-Pierre Lasota, Jean-Marie Hameury, Giora Shaviv
Spectra of accretion discs around white dwarfs
10 pages. Talk presented at "Jean-Pierre Lasota, X-ray binaries, accretion disks and compact stars" (October 2007); Abramowicz, M. Ed., New Astron. Rev., in press
New Astron.Rev.51:759-767,2008
10.1016/j.newar.2008.03.004
null
astro-ph
null
We present spectra of accretion discs around white-dwarfs calculated with an improved and updated version of the Shaviv & Wehrse (1991) model. The new version includes line opacities and convective energy transport and can be used to calculate spectra of hot discs in bright systems (nova--like variables or dwarf novae in outburst) as well as spectra of cold accretion discs in quiescent dwarf novae.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:29:47 GMT" }, { "version": "v2", "created": "Mon, 7 Jan 2008 22:02:09 GMT" }, { "version": "v3", "created": "Wed, 30 Jan 2008 19:22:27 GMT" }, { "version": "v4", "created": "Mon, 4 Feb 2008 17:08:43 GMT" } ]
2009-06-23T00:00:00
[ [ "Idan", "Irit", "" ], [ "Lasota", "Jean-Pierre", "" ], [ "Hameury", "Jean-Marie", "" ], [ "Shaviv", "Giora", "" ] ]
[ 0.0230280031, 0.0934979618, 0.0332626738, -0.0372072831, 0.0244272742, -0.0028002078, 0.0601286776, 0.015711816, -0.0244272742, 0.014965537, 0.0098615298, -0.035634771, -0.1653538644, 0.0151920859, 0.0124468496, 0.138168022, 0.0476285219, 0.028864963, 0.0213488787, 0.1121549085, -0.0415516868, -0.0142325861, 0.0385932289, 0.0493342988, -0.1078371555, -0.0518663153, -0.0715360641, 0.0288116578, 0.2055462599, -0.0470421612, -0.0089686615, -0.0310238376, -0.0536787026, -0.0699369013, -0.0854488164, 0.0385399237, -0.0094750645, 0.0552245639, -0.0986685976, -0.0073828208, -0.059169177, 0.1100226864, -0.0783591792, 0.0738815144, 0.0124934921, -0.0334758945, -0.0237076506, -0.0347552262, 0.0250269622, 0.0045676203, -0.0298511162, 0.1045855209, 0.0370207131, 0.0316101983, 0.0377136879, 0.0104145743, 0.0193765722, 0.0192433093, -0.0544516332, -0.1001611575, 0.0147389881, -0.0135862557, -0.066578649, 0.0295845885, -0.0014484121, -0.0758005157, -0.027798852, 0.0565572046, 0.0444568396, 0.0174042676, -0.0279054623, -0.0237609558, 0.0250003096, -0.0568770356, -0.0091885468, -0.0042411238, -0.0014409161, -0.0707897916, -0.0338490345, -0.0704699531, 0.1248416305, 0.0410985909, -0.1019202396, -0.0033482558, -0.1133276299, 0.0917921811, 0.0282786023, 0.0441636592, 0.0062767304, -0.0198429972, 0.056290675, 0.0219885446, -0.1227094084, -0.0557576194, 0.0133130644, -0.0401124358, 0.0568237305, 0.0239208713, 0.0742546543, -0.0022255073, -0.1100226864, 0.1086900458, 0.0718025938, -0.1174854636, 0.1151400208, -0.0284651723, 0.0011718895, -0.005350546, -0.0043510669, 0.0540251881, 0.1039458513, -0.0261597056, -0.0385132693, -0.0328895338, -0.0581563711, 0.0254134275, -0.0485880226, 0.0008341488, -0.0489345081, 0.0080891196, 0.0178973433, -0.0267593935, -0.0234144684, -0.0303841718, 0.0803847909, 0.0027452365, 0.0417382568, -0.1274002939, -0.1339035779, -0.0439504385, 0.0844893232, -0.0860351846, 0.0391795896, -0.1343300194, -0.0254400801, -0.038140133, -0.0045442996, 0.0252934899, 0.0844360143, 0.0518130101, 0.1016004086, 0.0744678751, 0.1329440773, -0.0535987467, 0.0036214469, -0.0137261832, 0.03344924, -0.0680712089, -0.0228147823, 0.0926983729, -0.0434440337, 0.0949905142, 0.0006709005, -0.0402190499, 0.0056070792, -0.0859818757, 0.118658185, -0.0181905236, 0.0210556984, -0.0992549583, -0.0406188406, 0.0454429947, -0.161302641, -0.071962513, 0.0859285668, -0.0129399262, -0.0783058777, -0.0175775103, -0.1403002441, 0.0485613681, -0.0399258696, 0.0333426297, 0.0447233692, -0.0078625707, 0.0312637128, 0.0723889545, 0.1234556884, -0.0478950478, -0.0249203518, -0.0268260259, -0.0156185301, 0.0085688699, 0.0329694934, 0.0208558012, 0.0041311812, -0.0537853129, 0.0248270668, -0.0120403944, 0.0485347174, -0.0307573099, -0.0432574637, 0.0634869263, 0.0581030659, 0.1132210195, -0.0894467384, 0.0271458589, -0.0411785468, 0.0447766744, -0.0715360641, 0.0287850052, 0.0625274256, 0.1014937982, -0.0154452873, -0.0865682364, -0.0818240419, 0.0070163449, 0.0817174315, 0.0396060348, -0.0579431504, 0.0453630351, 0.1051718816, 0.004910775, -0.0174175929, 0.0438704789, -0.0883273184, 0.060235288, 0.1159929112, 0.0652993172, 0.2078917027, 0.027798852, -0.0227348227, 0.0037813634, 0.0533055663, 0.0647129565, 0.0322765186, 0.0625807345, 0.1092764065, 0.0546382032, 0.0236410182, 0.085022375, -0.0064399787, 0.0195897948, -0.0855021253, 0.0255466923, -0.0324097835, -0.0288916156, -0.0156318564, 0.0680179, 0.0359546021, -0.0889136791, -0.0625274256, 0.0422979668, 0.0001720978, 0.0840095729, -0.0060268603, 0.0029118164, -0.0234411228, -0.0683377311, -0.0227348227, 0.0533855222, 0.038140133, -0.0562373698, 0.0079758447, -0.0246804766, -0.0064899526, -0.0170444548 ]
801.1052
J. S. Kaastra
N. Werner, F. Durret, T. Ohashi, S. Schindler, R.P.C. Wiersma
Observations of metals in the intra-cluster medium
28 pages, 12 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 16; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9320-9
null
astro-ph
null
Because of their deep gravitational potential wells, clusters of galaxies retain all the metals produced by the stellar populations of the member galaxies. Most of these metals reside in the hot plasma which dominates the baryon content of clusters. This makes them excellent laboratories for the study of the nucleosynthesis and chemical enrichment history of the Universe. Here we review the history, current possibilities and limitations of the abundance studies, and the present observational status of X-ray measurements of the chemical composition of the intra-cluster medium. We summarise the latest progress in using the abundance patterns in clusters to put constraints on theoretical models of supernovae and we show how cluster abundances provide new insights into the star-formation history of the Universe.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:36:56 GMT" } ]
2009-11-13T00:00:00
[ [ "Werner", "N.", "" ], [ "Durret", "F.", "" ], [ "Ohashi", "T.", "" ], [ "Schindler", "S.", "" ], [ "Wiersma", "R. P. C.", "" ] ]
[ 0.0546663813, 0.0609031692, 0.0072998758, 0.0005378195, 0.0806057453, 0.0446969718, 0.0909531415, 0.0274749361, -0.0775346011, 0.0670927092, -0.0419093184, 0.0305224583, -0.1485489309, -0.0759281591, 0.025939364, 0.0620843805, -0.0833934024, 0.0742744654, -0.0018677878, 0.0751249343, -0.0066561163, 0.0440591201, 0.0535796694, 0.0349401832, -0.1312560141, -0.0712033212, -0.0336172283, 0.0429724082, 0.0167259295, -0.0020228215, 0.0476499982, -0.0210727807, -0.0552333631, 0.0204939879, -0.0871260241, 0.1680152565, 0.0682266727, 0.0206239205, -0.0931738168, -0.0574067906, -0.0763533935, 0.0614229031, -0.019714389, -0.0703056008, -0.0300263502, -0.0467050299, -0.0048045702, -0.0931265652, 0.0110502159, 0.0232107695, -0.0825901777, 0.0382948183, 0.0196789522, -0.1040409431, -0.0978986546, 0.0427834131, -0.0223957356, -0.0402556248, -0.0094851134, -0.1413671672, -0.0428070389, -0.0515479892, 0.1031904742, -0.0012624178, -0.0315146744, 0.0053243027, 0.0174937155, 0.0342787057, 0.0603361875, -0.0104773296, 0.0267898347, -0.0602889396, -0.0224311706, -0.0561783314, -0.051642485, -0.0596274622, -0.0851888433, -0.0823066905, -0.1055528969, 0.0716757998, -0.0641633049, -0.0203404296, 0.0247345306, 0.0316091701, -0.0035111457, -0.015048611, 0.0635018274, -0.0237541255, -0.0726207718, 0.0255850013, -0.0403973684, -0.0549026243, 0.0108139748, 0.0012321493, -0.0055280612, -0.0600527003, 0.012698004, -0.049280066, 0.0669037178, 0.0875512585, -0.0110206865, 0.0000825924, 0.0327667557, -0.1614004821, 0.0667619705, -0.0611394122, 0.0217342582, 0.0287033953, -0.0384365618, -0.0028496683, 0.0336172283, 0.0172574725, -0.107442826, 0.0403973684, -0.1324844807, 0.0502250344, -0.1313505173, 0.1106557176, -0.0302389674, 0.111789681, -0.0718175471, 0.0454765707, 0.0112628341, 0.0229036547, 0.039665021, -0.1239797622, 0.0446024761, -0.0762116462, -0.1389102489, 0.0227028485, 0.0988436267, -0.0785740688, -0.0424526744, -0.0196671411, -0.067423448, 0.0082979975, 0.0355780348, -0.0858503208, -0.0523984618, -0.0109202834, 0.0368773639, -0.0483350977, 0.0436575077, 0.0386728048, -0.0573122911, 0.0002757386, -0.0781015828, 0.0429724082, 0.1222788244, 0.0928903297, 0.0238840599, 0.0468940213, 0.013501226, -0.0262228549, -0.0056786654, -0.0519259758, -0.0370899811, 0.0040485961, 0.0035022865, -0.0174110308, 0.0946857631, 0.0501777865, -0.1095217615, -0.0471302643, -0.0069041704, -0.0079377284, -0.0409171022, -0.0053626918, -0.0887324661, -0.0489493273, -0.0407753587, -0.0614229031, -0.0571705475, -0.0203640535, -0.0032867158, 0.0867952853, 0.0784323215, -0.0849998444, 0.0457836874, 0.078148827, 0.0458545573, 0.0457128137, -0.0048636305, -0.1604555249, -0.0658642501, 0.0498942956, -0.0608086735, -0.0308768209, -0.0485240929, 0.0085106157, -0.0999775827, 0.0221122447, 0.0551388673, 0.1688657254, -0.035790652, -0.0482169762, -0.0577375293, 0.0057465849, 0.0680849254, 0.0610921644, 0.0776763484, 0.1036629602, 0.0098985368, -0.0403028727, -0.0796135291, -0.0037208104, 0.0832516551, -0.021509828, -0.0120306201, 0.0308768209, 0.0399721339, -0.0613284037, -0.0354362912, 0.0018781234, 0.0174464658, -0.0264354721, -0.1576206088, 0.0996940956, 0.0165723711, 0.0310185645, 0.0143398847, 0.0237541255, 0.0740854666, 0.053957656, 0.0780543312, 0.0208129138, 0.0517842323, -0.0447914712, 0.0757864118, -0.0007519138, 0.048476845, 0.0168794859, -0.1263421774, -0.0647775382, -0.0178717021, 0.0477917418, -0.0204231143, 0.0767786279, 0.0118180029, 0.0026828225, -0.0991271138, -0.0303807128, 0.0253487583, 0.1827567518, 0.0054483297, 0.0693606287, 0.0015769149, 0.0156155918, 0.0892522037, 0.0197498258, 0.042051062, -0.043563012, -0.0260811094, -0.0678014308, -0.0005529537, -0.0547136292 ]
801.1053
Stanislav Kuperstein
Chethan Krishnan, Stanislav Kuperstein
Gauge Theory RG Flows from a Warped Resolved Orbifold
32 pages, 3 eps figures; v2: reference added; v3: JHEP version
JHEP 0804:009,2008
10.1088/1126-6708/2008/04/009
ULB-TH/07-35
hep-th
null
We study gauge-string duality of D3-branes localized at a point on the resolution of the ALE orbifold $\IC^3/\IZ_3$. By explicitly solving for the warp factor, we demonstrate the holographic RG flow from $AdS_5 \times S^5/\IZ_3$ (far away from the resolution) to the usual $AdS_5\times S^5$ (close to the stack). On the gauge theory side, this maps to the flow between the quiver gauge theory and ${\cal N}=4$ super Yang-Mills. We present two possible scenarios for this RG flow depending on the choice of the VEVs. In particular, one of the scenarios proceeds by two steps involving both Higgsing and confinement.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:37:21 GMT" }, { "version": "v2", "created": "Fri, 11 Jan 2008 12:54:58 GMT" }, { "version": "v3", "created": "Sat, 29 Mar 2008 21:57:19 GMT" } ]
2014-11-18T00:00:00
[ [ "Krishnan", "Chethan", "" ], [ "Kuperstein", "Stanislav", "" ] ]
[ -0.0062132939, 0.0319611356, -0.0128214741, 0.0814453587, -0.0411175676, -0.0121057425, 0.011636815, -0.0370699801, -0.1320895702, 0.0592329912, -0.0177698974, 0.0620465577, -0.1081989259, 0.0753246173, 0.0882077962, 0.0043992838, -0.0419320203, -0.0128955161, 0.0501999594, 0.1028679609, -0.0042357757, -0.0779407471, 0.0606150925, 0.1022756323, 0.0668345541, -0.0117170261, 0.0789279565, 0.0627869666, 0.0912188068, -0.0107853403, 0.0810504779, -0.0250506196, 0.0098659946, -0.1185647026, -0.0901328698, 0.1760206968, 0.0056024538, 0.1493658572, -0.0075645465, 0.0548892394, 0.0079656029, 0.0720668063, -0.0556790121, 0.1574610323, 0.0841108486, 0.0540994629, -0.0712770298, 0.0836172402, -0.0120995725, -0.0100881187, -0.0203119796, 0.0241868049, 0.0676736906, -0.047262989, -0.1206378564, 0.0106681082, 0.0172269288, -0.068414107, -0.0745842084, -0.1009428874, 0.0217557847, -0.1854979843, -0.0790760443, -0.0103040719, -0.0241374429, -0.0099893967, -0.094822146, -0.0060281907, 0.0422035046, 0.0494842269, -0.0343551338, 0.0934400409, 0.0513846204, 0.0662915856, 0.0260378346, -0.0315662473, 0.060072124, 0.0225702375, -0.0392912179, 0.0308998767, -0.0384767652, -0.0596772395, -0.0026269215, 0.0090515418, -0.0421294644, 0.0015672062, 0.0163137522, 0.0294684134, -0.0465719402, -0.0728072152, 0.0557777323, -0.0689077154, -0.0997582301, -0.0401056707, 0.0424996726, -0.0119329793, 0.0148699488, 0.0042727967, -0.001314232, -0.0257663503, 0.0322572999, 0.0538032986, 0.030011382, -0.036897216, 0.1569674313, -0.0295177735, -0.0007762761, 0.03702062, -0.1005973592, -0.0050594844, 0.0476085171, 0.0316649713, -0.0281603504, 0.1236982271, 0.0013389124, 0.0110815056, -0.070882149, -0.0299126599, -0.0045473659, 0.1111605763, -0.0724123344, -0.0225455575, 0.0949208662, -0.0577028058, -0.0229157638, 0.0028212797, -0.0157337636, -0.1274496466, -0.1033615693, 0.0807543099, 0.0995114222, -0.0412903316, 0.0398095064, -0.024223825, -0.0848512575, 0.0183622278, 0.0065649897, -0.0338368453, 0.0225825775, -0.0314675272, 0.0039488659, -0.0288514029, 0.0415124558, -0.0309985988, 0.1721705645, 0.1337678432, -0.0111061856, 0.1240931153, 0.0502493195, 0.0319611356, -0.0733501837, 0.0253221039, 0.0949702263, -0.0302581862, 0.022039609, -0.0465472601, 0.0405745991, 0.0752752572, 0.0375882685, -0.0276173819, -0.0249765776, 0.0678217709, -0.0421294644, -0.021953227, 0.0510390922, -0.0295918155, -0.0677724108, 0.0018201804, -0.074880369, -0.0853448659, -0.1060270518, 0.0578508861, -0.1568686962, 0.0062842499, 0.0853448659, 0.0005464398, -0.0193494428, -0.0867763311, -0.0009424833, 0.015104413, -0.0004137825, 0.0485463701, -0.0571598373, -0.0585419387, -0.1458118856, 0.0551360436, 0.0332198367, 0.0577028058, -0.050940372, 0.0542475469, -0.0406486392, 0.103164129, 0.0579496101, 0.062490806, 0.0250135977, -0.0836666003, -0.0464238562, 0.1026705205, -0.0216200408, -0.0055931984, 0.0398588665, 0.0231995881, 0.0457328036, -0.1288317591, -0.0620465577, 0.021965567, 0.1145171151, 0.0230268259, -0.0572091974, 0.0327509083, 0.0363542475, -0.0505948476, 0.0426477529, 0.0213979185, -0.0681179389, 0.0154005773, -0.0822844952, 0.0258403923, 0.0360334031, 0.0190162584, 0.0016705554, 0.0914656073, -0.0534084141, 0.0520263091, 0.0507429279, -0.0160422679, -0.0146354847, 0.0283824746, -0.0194358248, 0.0206328258, 0.0523224734, 0.0826793835, -0.0874180198, -0.0621452779, 0.0015733764, 0.0272718556, -0.0024958067, -0.044029858, -0.0199787933, -0.0828768238, -0.0116923451, 0.0008013421, -0.0153512163, 0.0389950536, -0.0379091129, -0.0251987018, -0.0262599587, -0.0745348483, 0.1208353043, 0.0331704766, -0.017387351, 0.0844070092, -0.0031205297, 0.0236685164, -0.0817908868, -0.0375142284 ]
801.1054
Andrea Surroca
Andrea Surroca Ortiz
Conjectural estimates on the Mordell-Weil and Tate-Shafarevich groups of an abelian variety
38 pages. Submitted version. This version improves substantially, in many ways, the unpublished previous version arXiv:0801.1054. In particular, Masser's lower bound for non-torsion points is replaced by Bosser-Gaudron's lower bound. The analytic estimates on the L-function, as well as the part relying the Tamagawa numbers and the Faltings' height were also substantially modified
null
null
null
math.NT
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We consider an abelian variety defined over a number field. We give conditional bounds for the order of its Tate-Shafarevich group, as well as conditional bounds for the N\'eron-Tate height of generators of its Mordell-Weil group. The bounds are implied by strong but nowadays classical conjectures, such as the Birch and Swinnerton-Dyer conjecture and the functional equation of the L-series. In particular, we improve and generalise a result by D. Goldfeld and L. Szpiro on the order of the Tate-Shafarevich group, and extends a conjecture of S. Lang on the canonical height of a system of generators of the free part of the Mordell-Weil group. The method is an extension of the algorithm proposed by Yu. Manin for finding a basis for the non-torsion rational points of an elliptic curve defined over the rationals.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:39:29 GMT" }, { "version": "v2", "created": "Tue, 14 Jan 2020 09:47:36 GMT" } ]
2020-01-15T00:00:00
[ [ "Ortiz", "Andrea Surroca", "" ] ]
[ 0.036836911, -0.022278985, 0.0341220871, 0.0044271541, -0.0001893293, -0.0209589321, -0.0180573091, -0.0174969099, -0.1146701425, -0.0614695735, -0.0074159503, -0.0352677926, -0.0889664963, -0.0235367697, 0.0249066334, 0.0470735393, 0.047696203, 0.0166500844, -0.0048505669, 0.0381071493, 0.0639104247, -0.0790536553, 0.0016033646, -0.0615193881, 0.0475965776, -0.0647572502, -0.0180822164, -0.0233499687, 0.1503364444, -0.0841844231, 0.0107907988, -0.0535990782, -0.0425405316, -0.0727273747, -0.1378831267, 0.1006726176, 0.0913575366, 0.0381320566, -0.0293649212, -0.0172852036, -0.0501868688, 0.0825904012, -0.0820424557, 0.0653550103, 0.1431633383, 0.0235741287, 0.0774098188, -0.0388045348, -0.0295641739, -0.0387049094, -0.0086675091, 0.1389790177, 0.0261519663, -0.0169863254, -0.0647074357, 0.0084744822, -0.0545455292, 0.0576837659, 0.060772188, -0.0387298167, 0.0356413946, -0.1464510113, -0.0034526822, 0.0086488286, -0.136388734, 0.0119925439, -0.0962392315, 0.010367386, 0.1564136595, 0.0542466491, -0.082789652, 0.0176214445, 0.1625905037, 0.0114445984, -0.0121108508, -0.0066251648, 0.0858282596, 0.0129639031, -0.0379078984, 0.0155541934, 0.0650561303, 0.0156662725, 0.0004662211, 0.0889664963, 0.000782224, -0.0316065177, 0.094595395, -0.0063449652, -0.1335991919, 0.0431133844, -0.0312080123, -0.0062546786, -0.0251930598, 0.0926028639, 0.0697883889, 0.0277459901, 0.1178581938, 0.0266999118, -0.0242964216, -0.089912951, -0.0917062238, 0.0481943376, 0.0600249879, -0.0831383467, 0.163885653, 0.0861769542, 0.0322042778, -0.0262266863, -0.0778581351, 0.0246451143, -0.0608219989, -0.0782566443, -0.0285679102, -0.0236363951, 0.0385305621, 0.0143960342, -0.0496638268, -0.04425909, -0.0795019791, 0.0642093047, 0.0214819722, -0.0408966951, 0.0013247216, 0.0331756361, 0.0217061322, 0.0287671629, -0.0502864942, -0.0890163109, -0.061569199, -0.0301121213, 0.0600249879, -0.0500125214, -0.0043742275, -0.0340473689, -0.0757659823, -0.0801993608, 0.0947448388, 0.0015986946, 0.1206477359, 0.092104733, -0.0316065177, 0.0192528274, 0.0437609553, 0.0337733962, -0.04470741, -0.0053300196, -0.041544266, -0.0052179401, 0.0144707542, 0.0185554419, -0.0302615613, -0.047696203, 0.0937983841, -0.0012865834, -0.0724284947, -0.0762641132, -0.0432877317, 0.0029732294, 0.0177833363, -0.0418431461, 0.1086925492, 0.06266509, -0.039053604, -0.0655044466, 0.0884683654, 0.0846327394, -0.0311332922, 0.0510586016, 0.006239112, -0.098431021, -0.008181829, 0.0222914368, -0.0836862922, -0.0342217162, 0.0154296597, -0.0565380603, -0.0525529981, -0.1170611829, 0.0055697463, -0.0487671904, 0.0010787686, 0.1420674473, -0.0436364226, 0.0591781624, -0.0413450114, -0.0346700363, 0.0942467004, 0.086077325, 0.0252304208, -0.0217185859, -0.0766626224, 0.0588294715, 0.061868079, 0.180921793, 0.0260772463, -0.1297137439, 0.0123101035, 0.0117497044, -0.0535492636, 0.0436613299, 0.0441843681, -0.0155790998, 0.0542964637, -0.0492155105, -0.0325280651, -0.0384060293, -0.003997515, 0.0039010015, -0.0210087467, 0.0424658097, -0.0107160797, -0.0516563579, 0.0698382035, -0.040149495, 0.0435118899, 0.0546949692, -0.0397758931, 0.0050062337, 0.0131756095, 0.1427648216, -0.0129265431, -0.006768378, -0.0304857194, 0.042490717, 0.1119802296, 0.1258283108, 0.0536987036, -0.0283935629, -0.0033779622, -0.0882691145, 0.0285430029, 0.0267248191, -0.1101869494, -0.0488170013, 0.022353705, 0.0242590625, 0.0523537435, 0.0603736825, -0.0296638012, -0.0834870413, 0.0379577093, 0.0380324312, 0.0409963205, 0.0915567875, -0.0652055666, 0.0382565893, -0.000557286, 0.009613961, 0.0018633276, 0.066550523, -0.1148693934, 0.0347447544, -0.0612205081, -0.0016204879, -0.1052056253, -0.0418431461 ]
801.1055
Sergej Flach
K.G. Mishagin, S. Flach, O.I. Kanakov and M.V. Ivanchenko
q-breathers in Discrete Nonlinear Schroedinger lattices
19 pages, 9 figures
null
10.1088/1367-2630/10/7/073034
null
nlin.PS nlin.SI
null
$q$-breathers are exact time-periodic solutions of extended nonlinear systems continued from the normal modes of the corresponding linearized system. They are localized in the space of normal modes. The existence of these solutions in a weakly anharmonic atomic chain explained essential features of the Fermi-Pasta-Ulam (FPU) paradox. We study $q$-breathers in one- two- and three-dimensional discrete nonlinear Sch\"{o}dinger (DNLS) lattices -- theoretical playgrounds for light propagation in nonlinear optical waveguide networks, and the dynamics of cold atoms in optical lattices. We prove the existence of these solutions for weak nonlinearity. We find that the localization of $q$-breathers is controlled by a single parameter which depends on the norm density, nonlinearity strength and seed wave vector. At a critical value of that parameter $q$-breathers delocalize via resonances, signaling a breakdown of the normal mode picture and a transition into strong mode-mode interaction regime. In particular this breakdown takes place at one of the edges of the normal mode spectrum, and in a singular way also in the center of that spectrum. A stability analysis of $q$-breathers supplements these findings. For three-dimensional lattices, we find $q$-breather vortices, which violate time reversal symmetry and generate a vortex ring flow of energy in normal mode space.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:40:27 GMT" } ]
2009-11-13T00:00:00
[ [ "Mishagin", "K. G.", "" ], [ "Flach", "S.", "" ], [ "Kanakov", "O. I.", "" ], [ "Ivanchenko", "M. V.", "" ] ]
[ -0.0426496603, 0.1632278264, -0.0540030897, 0.0316231623, 0.0436007343, 0.0216071811, -0.1098488867, -0.0052308994, -0.1122265682, 0.0318014883, 0.0204480607, 0.0468106046, -0.0920162722, 0.0687149912, 0.0814950317, 0.0696660653, 0.0003900884, -0.0188134052, 0.0566185415, 0.0841699243, -0.082624428, -0.0827433169, 0.027952617, -0.0166883525, -0.0308206957, -0.0329308882, 0.0307909753, 0.0218003672, 0.0775718614, -0.0335550308, 0.1102055386, -0.0548649989, 0.0540030897, -0.0004544065, -0.0222313218, 0.0449381806, -0.0335847512, -0.0198833607, -0.1001598313, 0.0197941978, -0.0477319546, -0.153835997, -0.0844076946, 0.0456812046, 0.0716870949, 0.0227365792, -0.0158710238, 0.0371512733, -0.0135750752, 0.0240443032, -0.0218598098, 0.0496935435, -0.05608356, -0.0024872776, -0.0409258418, -0.116030857, -0.0401233733, 0.0304343235, 0.0783446059, -0.0639596283, 0.0716276541, -0.0780473948, 0.0050377124, 0.1041424498, -0.1149609014, 0.0366162956, -0.0872014686, 0.0592934303, -0.0803656355, 0.0735298023, 0.0038117205, 0.0456812046, 0.0042835418, 0.0147193344, -0.0312665105, 0.0121261757, 0.0302411355, 0.0760263652, -0.0745403171, 0.0311179068, 0.0802467465, 0.0293792263, 0.0355463363, -0.1030724943, -0.0710926726, -0.0245495606, -0.0470186509, 0.0239997227, -0.0828621984, -0.097128287, 0.0170152821, 0.0165694673, -0.0116134882, -0.0839915946, 0.0736486837, -0.0885686353, 0.1400454342, 0.0143849729, 0.0204183403, -0.057955984, -0.1044991016, -0.0456514843, 0.0561430044, -0.0800684243, 0.1034291461, -0.0259315893, -0.0241780486, -0.000104546, -0.0345358215, 0.004209239, 0.059560921, 0.0182932876, 0.0073968186, 0.0111082308, -0.0087156883, -0.0162871182, -0.0880336538, -0.0760263652, -0.0310287438, 0.1477729082, 0.0059516341, 0.0355760604, 0.0774529725, 0.0468997657, 0.0571237989, -0.0438682213, 0.0607497618, -0.1046179831, -0.1100272089, 0.0302114151, 0.0076383017, 0.0359327123, 0.0160939321, -0.13148579, -0.0837538317, 0.0535869971, -0.0061559658, -0.0352194086, 0.0381617881, -0.0124159558, 0.0442248769, 0.0097633544, 0.0762046874, 0.0086562466, 0.0714493245, 0.1316046715, -0.0191106144, 0.0623546951, 0.0374782048, -0.0186350793, 0.0209235977, -0.1049151942, 0.0736486837, 0.0598284081, 0.0058253198, -0.0921946019, 0.0411041677, 0.0337927975, 0.00247799, -0.0126462933, 0.0340305641, 0.0603039451, -0.0015891457, -0.0140654715, 0.022528531, -0.0582531951, -0.0901141241, 0.0172530506, -0.0680016875, -0.0351005234, -0.0232418366, -0.0408366807, -0.0742431059, -0.0129137821, 0.0306126494, 0.0038711627, -0.0292009003, -0.1551437229, -0.0333172604, -0.0357841067, 0.0889847279, 0.047969725, -0.0000090846, -0.0256492384, -0.0439871065, 0.0409258418, -0.0507932194, -0.0420552418, 0.0098450873, 0.0322473049, -0.1375488788, 0.1608501524, -0.0186350793, 0.0466917194, 0.0617602766, -0.1711930633, 0.0311476272, 0.0303451605, 0.0563510507, -0.0287550855, 0.0668722913, -0.0366757363, 0.0753130615, -0.0513281971, 0.058817897, 0.1071739942, 0.0910057575, -0.0273879189, -0.0496935435, -0.0809006095, 0.0347141512, 0.0594123155, 0.0975443795, -0.0135453539, -0.0514470823, 0.0167626552, -0.0055355397, 0.0759074837, 0.0458000898, 0.1014675573, -0.0478211194, 0.0643757284, 0.0750752911, 0.1604934931, 0.0635435358, -0.019630732, 0.1262548864, -0.0094735743, -0.0069621485, 0.0459486954, 0.0486830287, 0.0295872744, -0.0190065913, -0.0288888291, 0.0270609874, -0.0376565307, -0.0289631318, -0.0376565307, -0.0466619991, -0.1448007971, -0.066396758, -0.0066017811, 0.0172679108, 0.0099342503, 0.0669911727, 0.0265705902, -0.0957016796, 0.0256046578, 0.0866664872, -0.0714493245, -0.0214734357, 0.0306720901, -0.0428874306, -0.0262139384, -0.0660401061, 0.0370026678 ]
801.1056
EDA Publishing Association
K. Nakabayashi, T. Nakabayashi, K. Nakajima
Very Fast Chip-level Thermal Analysis
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
We present a new technique of VLSI chip-level thermal analysis. We extend a newly developed method of solving two dimensional Laplace equations to thermal analysis of four adjacent materials on a mother board. We implement our technique in C and compare its performance to that of a commercial CAD tool. Our experimental results show that our program runs 5.8 and 8.9 times faster while keeping smaller residuals by 5 and 1 order of magnitude, respectively.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:44:14 GMT" } ]
2008-01-08T00:00:00
[ [ "Nakabayashi", "K.", "" ], [ "Nakabayashi", "T.", "" ], [ "Nakajima", "K.", "" ] ]
[ 0.0332926847, 0.0458153673, -0.0215423256, -0.1037672535, -0.0401056856, -0.026424516, -0.0643235594, -0.1085115299, 0.0305619668, -0.062006589, 0.0988023132, -0.0001581713, -0.0211837459, 0.025017783, 0.0228663087, -0.0044408636, 0.0660337061, -0.0324651934, 0.0602412783, -0.0163153466, 0.0199425109, -0.0731501207, 0.1093390211, 0.0002963018, 0.0272520073, -0.0055200486, 0.0972576663, -0.0371543057, 0.0283277445, -0.1308537722, 0.1008986235, -0.0267555118, -0.00918514, -0.0339822583, -0.050007984, 0.0708883181, -0.0143293701, 0.0629995763, -0.0946097001, -0.0011567621, 0.0489322469, 0.0524352901, -0.0849004835, 0.0800458714, -0.0038409331, -0.0611791015, -0.0437742248, 0.0622272529, 0.0033892614, 0.0005206292, 0.0677438527, 0.0289621521, -0.0626134127, -0.0522146225, -0.1289781183, 0.0113779884, 0.0492908247, 0.0380645432, 0.1285367906, 0.0347821675, 0.0419537462, -0.1146349609, -0.054145433, -0.0090954956, -0.0780047327, -0.0286587402, -0.0249626171, 0.0019739086, 0.0335133485, 0.0091437651, -0.0671370253, 0.0046891104, 0.0432501473, -0.0404918492, -0.0120261889, -0.0177082885, -0.0890930966, -0.014494868, 0.0092472015, 0.1290884465, 0.0429191515, 0.0771772414, 0.0860589668, 0.119820565, 0.0028444971, -0.1350463778, 0.0194735993, 0.0502562299, -0.1054774001, -0.0294310637, -0.013812189, 0.153140828, 0.0443534702, 0.0057027857, 0.0712744817, 0.074970603, 0.0060613649, 0.008626584, 0.005337311, 0.056545157, 0.0161912218, 0.0770117417, 0.0724881291, 0.0338719264, 0.1151866168, -0.0545315966, -0.0263831429, 0.0562693253, -0.0520215444, 0.0313894562, -0.0308377966, -0.0585311316, -0.0221629422, -0.0532903597, -0.0401332676, 0.0093851164, -0.035692405, -0.0001666832, -0.0638270676, -0.0378714614, -0.0514698848, 0.1210342124, 0.0578139722, -0.0318307839, 0.0478289276, 0.0178737864, 0.0128123052, -0.0778943971, -0.0184530281, 0.0337064303, -0.0358579047, -0.0308377966, 0.0521594584, -0.0077990941, 0.0564899892, 0.0444362164, 0.0244937073, 0.0390023664, 0.0454567894, -0.0470841862, -0.0447396301, -0.0135087753, 0.167925328, -0.0975334942, 0.0188253988, 0.1347153783, 0.0572623126, 0.002211812, 0.0526007861, 0.0108883902, -0.0006339781, 0.0448223799, 0.047415182, -0.0489322469, 0.0048615043, -0.0653717145, 0.1301917732, -0.0164808445, -0.0037823191, -0.1154072806, 0.0304792188, -0.0305343848, -0.0021394067, 0.0502562299, -0.0002568667, -0.026410725, -0.0549453422, 0.0217491984, -0.1744349152, -0.0700056627, -0.0045270603, -0.042284742, -0.0456222855, -0.0713296458, 0.0621720888, -0.040822845, 0.1171725988, -0.1253371686, -0.0499528162, 0.0168394223, -0.0938925445, 0.0046546315, 0.0197494291, 0.0744189397, -0.0658682138, -0.0402711853, 0.0908584148, 0.0631650761, -0.0307274647, -0.0639925674, -0.0215009507, -0.0056131412, 0.0375404656, 0.0491253287, 0.0168118402, -0.097698994, 0.0623375848, 0.0446017161, 0.027624378, -0.0691230074, 0.0229076836, -0.0126950769, 0.0966508389, -0.0117365681, 0.0393057801, 0.024990201, -0.004537404, 0.0231835134, -0.0359130688, -0.0348373316, 0.0093713254, 0.0123433936, 0.0975886658, 0.0500631481, -0.0370991379, -0.0335133485, -0.0737569481, 0.0119089615, 0.0718261376, 0.188998729, -0.0053235195, 0.034423586, -0.0431949832, 0.0387541205, -0.0612342656, 0.1325087398, 0.1005124599, -0.022493938, 0.0786667243, -0.1341637224, 0.0178462025, 0.0527387001, -0.0358303189, 0.0478289276, 0.0900860876, -0.0669163615, -0.0186736938, -0.0333202668, -0.0741431117, -0.0762945861, 0.001854957, 0.0621720888, 0.0569864847, -0.0011826212, -0.0373473875, 0.0227421857, -0.1022777706, -0.1587677598, 0.072432965, 0.0046718712, -0.1123731509, -0.0306447167, -0.0636064038, -0.1431006193, 0.0360509828, 0.0227283947 ]
801.1057
Jacek Jurkowski
Andrzej Kossakowski, Rolando Rebolledo
On completely positive non-Markovian evolution of a d-level system
null
null
10.1142/9789814273756_0011
null
quant-ph
null
A sufficient condition for non-Markovian master equation which ensures the complete positivity of the resulting time evolution is presented.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:45:02 GMT" } ]
2017-08-23T00:00:00
[ [ "Kossakowski", "Andrzej", "" ], [ "Rebolledo", "Rolando", "" ] ]
[ 0.0662258416, 0.0228125267, -0.0274508633, -0.0296499655, -0.094333902, -0.0033618461, 0.0346800946, -0.0334920734, -0.0762355477, 0.000699463, 0.0879640952, 0.0349075906, -0.0925139561, -0.0087458547, 0.1253741086, 0.0678435713, 0.0585416183, -0.0088975169, 0.0600076877, 0.0338712297, -0.0765894279, -0.1213297844, 0.0384969302, 0.0463580862, -0.0979232416, -0.0788643584, 0.0756794512, 0.0631925911, -0.0299785677, -0.1654129326, 0.0967099443, -0.0964066237, -0.0505793542, 0.0344778784, -0.0985298902, 0.1008048281, 0.0509079546, -0.0074377684, -0.1053546965, -0.0073113833, -0.0193874873, -0.1605597436, -0.0380924977, 0.1128366962, 0.0093209073, 0.0556600355, -0.0097127017, -0.0003698741, 0.0734045208, 0.0304082762, -0.0947888941, 0.0031928059, 0.0861947015, -0.1301261932, -0.0596032552, -0.0659225136, 0.0166070145, 0.0228504427, 0.0795721114, -0.0999959633, 0.08877296, -0.1668284535, 0.0184143223, 0.0173147712, 0.0081834411, -0.0953955427, -0.1743104458, 0.0126006035, -0.015166223, 0.0083603803, -0.0131946141, -0.0490374528, 0.0184269603, 0.0408729687, 0.000716446, -0.0181362741, 0.019122079, 0.0453470051, -0.0003878445, 0.130935058, -0.0001915525, 0.0438809395, 0.0499221496, -0.0885201842, 0.0455492213, -0.0768421963, 0.0062086722, -0.0665291622, -0.0597549155, -0.0254160613, 0.0202721842, 0.0674391389, 0.0264397822, 0.0228378028, 0.0729495287, -0.0818470493, 0.0626870543, 0.0033207708, -0.0778027251, -0.0334920734, -0.1553021222, -0.0242659561, 0.103332527, -0.0595526993, 0.0491891168, -0.0340481699, -0.0392805152, 0.0069385469, -0.0908962265, 0.0665797144, 0.0138644548, -0.0405443683, -0.0096621476, -0.0187050086, -0.0307874326, -0.0870035663, -0.0512112789, -0.0145722125, -0.0548511706, -0.0169735309, 0.0013112463, -0.0235076454, -0.080482088, 0.0251759291, 0.0357417315, -0.0370561369, -0.0035798606, -0.0180983599, -0.0457767136, -0.0410499088, 0.1185998619, -0.0185659844, 0.011065023, -0.1029280946, -0.1765348315, -0.0117095876, 0.0555589274, 0.0027204412, 0.0656697452, -0.0159624498, 0.0373847373, -0.0183637682, -0.1160721555, 0.0662763938, 0.0559633635, 0.0209420267, -0.0507057384, 0.0709779188, 0.0578844175, -0.0690063164, 0.0303324461, -0.0145595735, -0.02611118, 0.0924634039, 0.0768927485, -0.0512618311, 0.054396186, 0.0048057968, 0.0535367653, 0.0124426214, 0.0647597685, 0.0608165525, 0.0188945848, -0.1017147973, 0.0407465845, 0.0010932318, -0.1033830866, -0.0381177738, -0.0210178569, -0.0680963397, 0.1059613451, -0.0480263717, -0.1169821322, -0.0701185018, 0.0040064105, 0.012145617, -0.0909973383, -0.0922611877, -0.0627376065, -0.0226355866, 0.1276995987, 0.0333909653, 0.0033397286, -0.0413279571, -0.0273750313, -0.002492948, 0.0157855097, 0.0909467787, 0.0238488857, 0.026161734, -0.088621296, 0.0577833094, 0.0418587737, 0.0284619443, 0.075628899, -0.0888235122, 0.1522688717, -0.0359945036, 0.0133083602, -0.0045783035, 0.0117222266, -0.025163291, 0.0969121605, -0.0873574391, 0.0742639378, -0.0084362114, 0.0415301733, 0.0028025915, -0.0960527435, -0.0444875881, 0.0537895374, -0.0199183058, -0.0448920205, -0.0351098068, -0.0302566141, 0.0457008854, -0.1034336388, 0.0765894279, 0.0638497993, 0.0419346057, -0.121633105, 0.0184648763, 0.0121645741, 0.0429709628, 0.0760838836, -0.0236972235, 0.0523740239, 0.0199941378, -0.01407931, 0.0784599259, 0.0296752416, -0.0061233626, 0.0167839527, -0.0187302846, 0.0167839527, -0.0371825211, -0.0198551137, -0.0324557163, -0.0702701658, -0.016152028, -0.079319343, 0.0437798277, 0.0050206515, 0.0075641535, 0.0079369899, 0.0149387289, 0.0247209426, 0.0194885954, -0.0274003092, -0.007008059, 0.0449931286, 0.0601087958, 0.0901884735, -0.0527784564, -0.0444370322, -0.0018831394 ]
801.1058
EDA Publishing Association
J. Hu, L. Yang, M.-W. Shin
Thermal And Mechanical Analysis of High-power Light-emitting Diodes with Ceramic Packages
Submitted on behalf of TIMA Editions (http://irevues.inist.fr/tima-editions)
Dans 13th International Worshop on THERMal INvestigations of ICs and Systems - THERMINIC 2007, Budapest : Hongrie (2007)
null
null
physics.gen-ph
null
In this paper we present the thermal and mechanical analysis of high-power light-emitting diodes (LEDs) with ceramic packages. Transient thermal measurements and thermo-mechanical simulation were performed to study the thermal and mechanical characteristics of ceramic packages. Thermal resistance from the junction to the ambient was decreased from 76.1 oC/W to 45.3 oC/W by replacing plastic mould to ceramic mould for LED packages. Higher level of thermo-mechanical stresses in the chip were found for LEDs with ceramic packages despite of less mismatching coefficients of thermal expansion comparing with plastic packages. The results suggest that the thermal performance of LEDs can be improved by using ceramic packages, but the mounting process of the high power LEDs with ceramic packages is critically important and should be in charge of delaminating interface layers in the packages.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:45:10 GMT" } ]
2008-01-08T00:00:00
[ [ "Hu", "J.", "" ], [ "Yang", "L.", "" ], [ "Shin", "M. -W.", "" ] ]
[ 0.0791294128, -0.0127094006, 0.0008148808, -0.0366916992, 0.047696773, 0.0154484957, 0.006083834, -0.0329178348, 0.0630113557, -0.0379821174, -0.0091850981, -0.0705590844, -0.0715816841, -0.0504480414, 0.0169580411, 0.0194658339, -0.0023784474, -0.0197701789, 0.0387125425, 0.0822458938, 0.0534184389, 0.0355473645, 0.0634983107, 0.0322117582, -0.0301178712, -0.024724897, 0.0826841444, -0.0008278154, 0.1163811013, -0.059018366, 0.0508376025, -0.0336482599, 0.0148276342, -0.1138489619, -0.1553371102, 0.0622322373, -0.0725068897, 0.0516167209, 0.0229597017, -0.0619400665, 0.0642774254, 0.0557071045, -0.0853136778, 0.0349630266, -0.0746981651, 0.0003461912, -0.0158624034, 0.028437892, 0.07421121, -0.0852649808, 0.0920822844, 0.1781263798, 0.123587966, -0.0613557249, -0.0214501563, -0.0533210486, 0.0199527852, 0.0334047861, -0.0085338028, -0.0455054976, 0.0354743227, -0.0453837588, 0.0506428219, -0.1529997587, -0.0583366342, -0.08633627, -0.0054964507, -0.010250302, 0.1076159999, 0.0625244081, 0.0093737915, 0.0443855114, 0.0359612741, -0.0022384492, 0.0212797243, -0.0097633516, -0.0064155692, 0.0531262681, 0.0561453588, 0.1192054078, -0.0657382756, 0.0255892333, 0.0268066097, -0.0371786468, -0.0530775711, -0.0440689921, -0.0378360301, -0.0388342775, -0.1438450962, -0.0299230907, -0.0625731051, 0.0831224024, 0.0258083604, -0.0188449733, 0.0276344251, 0.0379334204, -0.0415855497, -0.0131476559, 0.086725831, 0.0901344866, 0.0754772797, 0.0029749614, -0.0622322373, -0.0075659887, 0.0282431114, -0.0209388584, -0.0803467855, -0.0139998188, -0.1272887886, 0.0514706373, 0.1270940006, 0.0317978486, 0.0193684455, 0.0576549061, -0.0734807849, -0.0050277608, -0.0338673852, -0.0093494439, 0.0067320867, 0.0235927384, -0.0915953368, 0.0917901173, 0.0985587239, -0.0507402122, 0.0260274895, -0.0353769325, 0.0448968075, -0.0218275432, -0.0548305921, -0.0338673852, 0.0197336581, -0.0585314147, 0.0822945833, -0.1232957914, 0.0066042622, -0.046162881, 0.0838041306, 0.0689034536, 0.0715816841, -0.0557557978, 0.0818563327, -0.0211701598, 0.0673452169, 0.0468446091, 0.0608200803, 0.0808824301, 0.1370277852, -0.0315787196, 0.0879919007, 0.0608200803, -0.0006699369, -0.048037637, -0.0019538878, -0.0935918316, 0.0897449255, -0.1194001883, 0.044531595, 0.0771329105, -0.0569244809, -0.080444172, 0.0767433494, 0.0010743339, -0.0536132194, 0.0160084888, 0.0085764108, 0.0515680276, 0.0186258461, 0.0503506511, -0.1445268244, 0.0564375296, -0.0228136182, -0.0417559817, 0.0470637381, 0.0247735921, 0.0117781078, 0.002392143, 0.1240749136, -0.0690982342, -0.0956370234, 0.0566810034, 0.0113459397, -0.0170919523, 0.0057338388, -0.057216648, -0.0020299738, -0.0126850531, -0.0336969532, 0.1187184602, -0.1249514222, -0.0891605839, -0.0174206439, 0.0579957701, -0.0093372706, -0.0233857837, 0.0153511055, -0.0474776439, 0.0815154687, 0.0969030932, 0.014218946, 0.0164345689, 0.0152537152, 0.0542462543, 0.0097207436, 0.0951013789, -0.0190275796, -0.0915466398, 0.0057094912, 0.1269966215, 0.0065251328, 0.0500584804, -0.0012980266, 0.0789833218, 0.1191080213, 0.0791294128, 0.0164589174, 0.0126607055, 0.0155945802, -0.0081807636, 0.1143359095, 0.0237631705, -0.0528340973, 0.1000195742, 0.0980717689, 0.0694877952, 0.0276100766, 0.0308239479, -0.0443368182, 0.0086068446, 0.0268309563, -0.0291926656, -0.035352584, 0.0101163909, -0.0583853312, 0.0315300263, 0.0396864414, -0.1102455258, 0.0000344051, 0.0081016337, 0.0410255566, -0.0486463271, -0.0426811874, 0.0109807272, 0.0390290581, -0.0247127227, -0.0822945833, 0.0822458938, -0.1418972909, -0.2000391483, -0.0267579146, -0.0363264866, 0.0226431843, -0.0248709824, -0.0220101494, -0.0205127783, 0.0161058791, -0.0456759296 ]
801.1059
Frank Vallentin
Christine Bachoc, Gabriele Nebe, Fernando Mario de Oliveira Filho, Frank Vallentin
Lower bounds for measurable chromatic numbers
18 pages, (v3) Section 8 revised and some corrections, to appear in Geometric and Functional Analysis
Geom. Funct. Anal. 19 (2009), 645-661
10.1007/s00039-009-0013-7
null
math.CO math.CA math.MG
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The Lovasz theta function provides a lower bound for the chromatic number of finite graphs based on the solution of a semidefinite program. In this paper we generalize it so that it gives a lower bound for the measurable chromatic number of distance graphs on compact metric spaces. In particular we consider distance graphs on the unit sphere. There we transform the original infinite semidefinite program into an infinite linear program which then turns out to be an extremal question about Jacobi polynomials which we solve explicitly in the limit. As an application we derive new lower bounds for the measurable chromatic number of the Euclidean space in dimensions 10,..., 24, and we give a new proof that it grows exponentially with the dimension.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 20:01:02 GMT" }, { "version": "v2", "created": "Mon, 11 Aug 2008 09:59:34 GMT" }, { "version": "v3", "created": "Fri, 17 Jul 2009 09:38:07 GMT" } ]
2009-11-21T00:00:00
[ [ "Bachoc", "Christine", "" ], [ "Nebe", "Gabriele", "" ], [ "Filho", "Fernando Mario de Oliveira", "" ], [ "Vallentin", "Frank", "" ] ]
[ 0.0452182963, -0.0581662655, 0.1442204714, -0.0259457398, 0.0406865068, -0.0004236881, 0.0622000583, -0.1104561463, -0.0958149806, 0.0195464548, 0.0190235563, 0.0017710085, -0.145216465, 0.0027623374, 0.1816699803, -0.0042641154, 0.0981057733, -0.0343121216, 0.0742018297, 0.0746998265, -0.0266678389, 0.0012955752, 0.0715126395, 0.0455668941, 0.0321956277, -0.0343370214, 0.0481564887, -0.0412841067, 0.0572200678, -0.0795304179, 0.0210404526, -0.0223103482, -0.1049781591, -0.1315712929, -0.0422054045, 0.1166313365, -0.08192081, 0.0669808462, -0.058514867, 0.0433757007, -0.1013427675, 0.0692218393, -0.0003310914, -0.0067603346, -0.0386198126, 0.031871926, 0.0477331914, 0.0514432825, -0.0063930606, 0.0215758011, -0.1038825661, 0.1144401357, 0.0458407961, -0.0473596901, -0.0453925952, 0.1330652982, -0.0666820481, 0.0451933965, 0.0266180392, -0.0505717844, 0.0186998565, -0.0821698084, 0.0253232419, -0.0118212476, -0.148005262, 0.0665824488, -0.0412592068, 0.0263441391, 0.0888429955, 0.0649390519, -0.0676282421, 0.0101342769, 0.0286598336, 0.0260702409, -0.0201191548, 0.0321956277, 0.0376736149, -0.0132965697, 0.0034424171, 0.0164339617, 0.0356567167, 0.1270893067, 0.0859048069, 0.0544312745, 0.0292325336, -0.015786564, -0.0103646014, 0.0732556358, -0.1352564842, 0.0338888243, 0.0540826768, -0.0197705552, 0.020405503, 0.0791818202, 0.1099581495, -0.0059728739, 0.0718114376, 0.0309506301, 0.0496504866, -0.0264188405, -0.0772396252, 0.0122756716, 0.0804766193, -0.0803770199, 0.0702178404, 0.0600088611, 0.0121885221, 0.0398897082, -0.027987536, 0.0066358349, -0.0643414557, -0.0719608366, -0.0597598627, 0.0144793168, 0.0651382506, -0.0668314472, -0.0697696432, -0.0698692426, -0.0479074903, -0.0144793168, -0.0238914955, -0.0240408946, 0.0995997712, 0.0115348985, 0.0914325938, 0.0280622356, -0.0114975488, -0.0907353908, -0.0026565127, -0.0442969985, 0.1616504341, -0.090386793, 0.0243894942, 0.0165709127, -0.0451933965, 0.0237669963, 0.0376487151, -0.0775384232, 0.0124748712, -0.0537838787, 0.0077252071, 0.0649390519, 0.0658354461, 0.0707656369, 0.0018643832, 0.018301459, -0.0290084332, 0.1419296712, 0.1149381399, 0.0818212107, 0.0185131077, -0.0612538606, 0.0108874999, 0.0449692979, 0.0149524156, -0.0616024584, 0.0872493982, 0.0718114376, -0.0050827009, -0.0312494282, 0.0646402538, 0.0372005142, 0.0050204508, 0.0039155162, 0.1278861016, 0.05184168, -0.0778372213, 0.0862534046, -0.0295313317, -0.1561724395, 0.0554770716, -0.0150271161, 0.031871926, -0.0428528003, -0.0163717121, 0.0190111063, -0.065536648, 0.0336398222, 0.0316478275, 0.0145291165, -0.0084659811, 0.1310732961, -0.0527380779, 0.0307514295, -0.0315233283, 0.016521113, 0.0234681964, -0.0071587334, 0.0577180684, 0.0088643795, -0.0798790157, 0.1255953163, 0.0636442527, 0.0651880503, -0.0323201269, -0.0919803903, 0.0828172117, -0.0085406806, 0.0225717984, -0.0358310193, 0.0048181391, 0.0040431283, 0.046164494, -0.0698194429, 0.03037793, -0.0499492846, 0.0297554322, -0.0939225852, -0.0561742708, 0.0905361921, 0.0185878072, -0.0020480203, 0.0612040609, -0.0206296034, -0.0886935964, 0.1122489423, -0.0411596075, 0.0424295031, 0.0932751894, 0.1049781591, -0.0480568893, 0.0611542612, 0.0898887962, 0.0309008285, 0.0151640652, 0.0109808752, 0.023082247, -0.0079306317, -0.0319466256, 0.059710063, 0.0552280731, -0.0067790095, -0.1418300718, -0.0293570329, 0.018612707, -0.0390431099, 0.0038999536, 0.0365780182, -0.0694708377, -0.1026873663, -0.0541324764, 0.0314486288, 0.0868510008, 0.0458158962, -0.0383708104, 0.0339635238, -0.0834148079, -0.0636442527, -0.0462640934, 0.0339137241, -0.0611542612, 0.0443467982, -0.0319217257, -0.0283859354, -0.041383706, 0.061502859 ]
801.106
Navin Kashyap
Akiko Manada and Navin Kashyap
On the Period of a Periodic-Finite-Type Shift
revised version; 5 pages; to appear in the Proceedings of the 2008 IEEE International Symposium on Information Theory (ISIT'08), Toronto, Canada
null
null
null
cs.IT math.IT
null
Periodic-finite-type shifts (PFT's) form a class of sofic shifts that strictly contains the class of shifts of finite type (SFT's). In this paper, we investigate how the notion of "period" inherent in the definition of a PFT causes it to differ from an SFT, and how the period influences the properties of a PFT.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:53:32 GMT" }, { "version": "v2", "created": "Wed, 30 Apr 2008 15:19:23 GMT" } ]
2008-04-30T00:00:00
[ [ "Manada", "Akiko", "" ], [ "Kashyap", "Navin", "" ] ]
[ -0.0290944073, -0.0482998379, 0.1216864511, -0.0070914365, 0.0279493686, 0.0672970787, -0.0387491696, 0.0231740344, -0.0340909436, 0.0006270066, 0.1404234618, 0.0402064919, -0.056106925, 0.03463744, 0.0472588949, 0.0437196828, 0.0066099996, -0.123664245, 0.0203374587, 0.0414296053, -0.0179823209, 0.0194266327, 0.0155621246, 0.0489244051, -0.0846808627, -0.1108606234, -0.0128361508, 0.1334491223, 0.0596461371, 0.0313584618, 0.0773942471, -0.0487162173, 0.0071760132, -0.0490805469, -0.0178912394, 0.0919674709, -0.0838481039, 0.114608027, -0.0234212577, 0.0096677747, -0.1095073968, -0.0628730655, -0.1054477096, -0.0490805469, 0.0627689734, 0.0966517255, 0.0547536984, 0.0827551112, -0.047128778, 0.0976926684, -0.0527238548, 0.0181254521, -0.0048501524, -0.15458031, 0.0385149568, 0.0301613752, -0.0307599194, 0.0523074754, 0.0452030301, -0.0098564466, 0.0988897607, -0.0617280267, -0.0063302456, 0.0602707043, -0.0899896771, 0.0170194469, -0.1663429737, 0.0899896771, -0.0040239021, 0.0152498418, -0.0175269078, 0.0166551173, -0.0697433054, 0.1120056584, 0.0502255857, 0.0869709402, -0.0119448416, 0.0438237749, -0.004316668, 0.0089130895, 0.0679216459, 0.0936329886, -0.0671929866, -0.0181774981, 0.0694830641, -0.0242149793, -0.0911867619, -0.0136103537, -0.1273075491, -0.0271426365, -0.0678696036, 0.0108973905, -0.0809334591, 0.1029494405, -0.0553262159, -0.1033137739, 0.0485340506, -0.0057024257, -0.0407269672, 0.0049607526, -0.007533838, -0.0326075964, 0.0170714948, 0.0248395447, 0.0331020467, 0.0434334241, 0.0152758649, -0.006567711, -0.0466083027, -0.0217687581, -0.0113267805, -0.0273508243, -0.0911867619, 0.0731263757, -0.0154189952, 0.0010425713, -0.0833276287, -0.0169674009, -0.0045476276, 0.0128101269, -0.0875434577, 0.0709403902, 0.0774462968, 0.0363810211, 0.072814092, 0.0042418502, 0.0047883461, 0.0141178137, -0.1126302257, -0.0814018846, 0.0663602352, -0.1200209334, -0.0709924325, -0.0468164943, -0.0868147984, -0.0104875192, -0.004397992, -0.0068767415, 0.0013914504, -0.0455153137, -0.0617800727, -0.0092318794, 0.0058000144, 0.0577203892, 0.0333362594, 0.0123612201, 0.0501214936, 0.079111807, 0.0295368098, 0.0475191325, -0.0056633903, -0.0525937378, 0.1139834598, 0.0806211755, 0.074895978, 0.0134411994, 0.040883109, 0.0454892889, 0.053296376, 0.0350017697, 0.0003681936, -0.0043231738, 0.0135713182, -0.0214955099, 0.0339868478, -0.1062804684, -0.024019802, -0.0304996837, -0.0642783418, -0.0059366385, -0.0437977538, -0.0354701951, -0.1443790495, 0.015197794, 0.0799445584, 0.0895733014, -0.0456974767, -0.0496530682, -0.0482738167, -0.0649029091, 0.0025812178, 0.1455240846, -0.0017061736, 0.1025330648, -0.010481013, -0.1221028268, 0.0938411728, 0.0890007839, 0.0517349578, -0.0168112591, -0.0087959841, 0.0262968689, 0.0859299973, 0.0280794855, -0.0151067115, -0.1404234618, 0.0365631878, -0.0053088185, -0.0238896832, -0.0546496026, 0.0831714869, -0.0197779518, 0.0768217295, 0.0559507832, -0.0067010825, 0.0056048371, 0.0004432148, 0.0067596352, 0.023187045, 0.0214694869, 0.0579285771, 0.0300312582, 0.0576683432, 0.0024169437, 0.0726059005, 0.0445784628, 0.0501214936, 0.0194916911, -0.0512405075, 0.0361728333, 0.0237725768, 0.0136754122, 0.1125261337, 0.1051354259, 0.0596461371, 0.0016638852, -0.0399983041, 0.1009716466, -0.0257763956, -0.0607391298, 0.0587092862, -0.0197389163, -0.0527759008, 0.0300312582, -0.0206887778, -0.0335964933, -0.0678175539, -0.1005552709, -0.1333450377, -0.1029494405, -0.0256723017, 0.1103401482, -0.0493407845, 0.009810905, -0.1590563655, 0.0323473588, -0.0616239347, 0.0814539343, 0.0795802325, -0.0062814513, 0.0221851356, -0.0526718087, -0.0641222, -0.0080998521, -0.0891048759, -0.1218946353 ]
801.1061
J. S. Kaastra
S. Schindler, A. Diaferio
Metal enrichment processes
18 pages, 8 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 17; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9321-8
null
astro-ph
null
There are many processes that can transport gas from the galaxies to their environment and enrich the environment in this way with metals. These metal enrichment processes have a large influence on the evolution of both the galaxies and their environment. Various processes can contribute to the gas transfer: ram-pressure stripping, galactic winds, AGN outflows, galaxy-galaxy interactions and others. We review their observational evidence, corresponding simulations, their efficiencies, and their time scales as far as they are known to date. It seems that all processes can contribute to the enrichment. There is not a single process that always dominates the enrichment, because the efficiencies of the processes vary strongly with galaxy and environmental properties.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:50:02 GMT" } ]
2009-11-13T00:00:00
[ [ "Schindler", "S.", "" ], [ "Diaferio", "A.", "" ] ]
[ 0.0259073637, 0.0674129277, 0.0294259228, 0.0164162144, 0.0456068218, 0.0374715477, 0.0813527033, 0.0141414758, -0.0618997738, 0.0554453433, 0.0409228764, 0.040765997, -0.0681300908, -0.0335047655, 0.0677266866, 0.0063143596, -0.0474669524, 0.1089184955, -0.0168420263, 0.0654855669, -0.0004163583, 0.0324066132, 0.0368440337, 0.0932306498, -0.1370669901, -0.0789322928, 0.0057288664, 0.1230823845, -0.0124942521, -0.0138277188, 0.1132214516, -0.0101634851, -0.0551315844, -0.0618101284, -0.0969957337, 0.1645879596, 0.0535179786, 0.003647425, -0.0351183712, -0.0466153249, 0.0462567434, 0.0133907003, -0.0733743161, -0.0498425402, 0.0344012119, -0.0326755494, 0.0079055559, -0.1495276242, 0.0537869148, 0.008740373, -0.1260406673, 0.0054515279, -0.0181642883, -0.1034501642, 0.0312860534, -0.0214363262, -0.0392868593, -0.0244282223, -0.0869555101, -0.0394213237, -0.0820698664, -0.1196758822, 0.0328548402, 0.0949339047, -0.0702815652, 0.033213418, -0.0121356724, 0.0183547847, 0.0070707379, -0.0127855977, -0.0181082599, -0.1004918814, 0.0467946157, 0.0003942973, 0.0229154658, -0.0944856778, -0.0358355306, -0.0320256241, -0.0690265372, 0.0018741378, 0.044665549, -0.0296948589, -0.0468842573, -0.0235990081, -0.0518147275, 0.0303896051, 0.03655269, 0.0014959485, -0.0858349502, 0.0563866124, 0.0173798967, -0.0910343528, -0.053607624, 0.0062191118, 0.0554901659, -0.0493943132, 0.0613619015, -0.078080669, 0.0453378856, 0.1680840999, 0.0299413819, -0.0979818255, 0.0073620835, -0.149706915, 0.0828318447, -0.135632664, 0.0106733404, 0.0192960557, 0.0050621331, -0.0546385385, 0.0569693036, -0.0432536416, -0.0029918971, 0.0841316953, -0.0341771021, 0.0021808913, -0.0625721067, 0.1257717311, -0.0004832418, 0.1057809293, -0.1087392122, 0.0108358217, 0.0218285229, -0.005933369, 0.0098553309, -0.0987886265, -0.0149482796, -0.0492150262, -0.0797839239, 0.0528904647, 0.0844902769, 0.0463912115, -0.0655752122, -0.0314429328, -0.0728364438, -0.0359699987, -0.0216380265, -0.0322273262, -0.0287311766, 0.0281708948, -0.0783944279, 0.0312412325, -0.0436794572, 0.0783496052, -0.0489012673, -0.0665164813, -0.104436256, 0.0861487091, 0.0514113232, 0.0037902966, -0.0738225356, -0.0282381289, -0.0417969152, -0.0030255138, 0.033908166, -0.0469739027, -0.0458533429, 0.0940374509, -0.0186461303, -0.0476910621, 0.03599241, 0.0394661464, -0.0909447074, -0.0659337938, 0.0024736377, 0.005168586, -0.0069138594, 0.0008460233, -0.1024640724, -0.0707746148, -0.0562073253, -0.0734191388, -0.1592989117, -0.0028518268, 0.0479599983, 0.0815768167, -0.0813527033, -0.0900930762, 0.0808148384, 0.0577312857, 0.006807406, 0.1077531129, -0.0566555485, -0.157506004, -0.0199011583, 0.1196758822, -0.0824284405, 0.0204950552, -0.0212906525, -0.0088132098, -0.0468394384, 0.0134131117, 0.0066225138, 0.1083806306, -0.0755257905, 0.018276345, 0.0100290179, 0.0449344851, 0.0174807459, 0.0378525406, 0.1013883278, -0.0123149622, 0.05298011, -0.0104492288, -0.128730014, 0.0052806423, 0.0031683852, -0.0714917704, 0.0492150262, -0.0263779983, 0.0538765565, -0.0178393256, -0.0193856992, 0.0302999616, -0.0335944109, 0.0150827467, -0.1011193991, 0.1690701991, 0.0171557833, 0.0084042056, -0.0276554376, -0.0324066132, 0.0171109624, 0.0477807075, 0.0349614918, 0.0783047825, 0.0309722982, -0.0477807075, 0.0703263879, -0.0689368919, 0.0297845025, 0.0388834551, -0.1244270578, -0.041460745, 0.0145336725, -0.0058773407, -0.0720296428, 0.0527111739, 0.0491702035, 0.0045718877, -0.0733743161, 0.0458757542, -0.0480048209, 0.0546385385, -0.0491253808, 0.1090977862, 0.0058045043, 0.0345580913, 0.056879662, -0.0068298173, 0.0270727463, -0.0363733992, 0.0056476258, -0.0694747642, 0.0624376424, -0.0965475067 ]
801.1062
J. S. Kaastra
S. Borgani, D. Fabjan, L. Tornatore, S. Schindler, K. Dolag, A. Diaferio
The chemical enrichment of the ICM from hydrodynamical simulations
25 pages, 11 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 18; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9322-7
null
astro-ph
null
The study of the metal enrichment of the intra-cluster and inter-galactic media (ICM and IGM) represents a direct means to reconstruct the past history of star formation, the role of feedback processes and the gas-dynamical processes which determine the evolution of the cosmic baryons. In this paper we review the approaches that have been followed so far to model the enrichment of the ICM in a cosmological context. While our presentation will be focused on the role played by hydrodynamical simulations, we will also discuss other approaches based on semi-analytical models of galaxy formation, also critically discussing pros and cons of the different methods. We will first review the concept of the model of chemical evolution to be implemented in any chemo-dynamical description. We will emphasise how the predictions of this model critically depend on the choice of the stellar initial mass function, on the stellar life-times and on the stellar yields. We will then overview the comparisons presented so far between X-ray observations of the ICM enrichment and model predictions. We will show how the most recent chemo-dynamical models are able to capture the basic features of the observed metal content of the ICM and its evolution. We will conclude by highlighting the open questions in this study and the direction of improvements for cosmological chemo-dynamical models of the next generation.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 16:57:51 GMT" } ]
2009-11-13T00:00:00
[ [ "Borgani", "S.", "" ], [ "Fabjan", "D.", "" ], [ "Tornatore", "L.", "" ], [ "Schindler", "S.", "" ], [ "Dolag", "K.", "" ], [ "Diaferio", "A.", "" ] ]
[ 0.0906600654, 0.0463999063, -0.0529819466, 0.007140236, 0.0687974542, -0.023246469, 0.0764261112, 0.0431902893, -0.0667972565, 0.0055150767, -0.0089892549, -0.0357709564, -0.1270822436, -0.0531680137, 0.0689835176, 0.0567497574, -0.0321659483, 0.0213858206, 0.0171179604, 0.0470511317, -0.0468185507, 0.0233860184, 0.038654957, 0.1101503521, -0.1641091406, -0.0570288561, -0.0235139374, 0.0911717415, 0.0313984305, -0.048469875, 0.1132204235, -0.0117685972, -0.0975909755, -0.0508887172, -0.1437350512, 0.1871811748, 0.0302122701, 0.0729373917, -0.0910321921, -0.0162574109, -0.0148270372, 0.0631224811, -0.0019187931, 0.0722396523, -0.0496327803, -0.1019634977, 0.0251420047, -0.0476325862, 0.0982422084, 0.0041893651, -0.1053126678, -0.002703754, 0.0181296878, -0.137036711, -0.0547495633, 0.0307006892, -0.0210834648, -0.012303534, -0.0790775344, -0.0291656554, -0.0027371873, -0.1475493759, 0.0230836626, 0.043306578, -0.1210351437, -0.02250221, -0.0229092259, 0.0001177441, 0.0195251741, -0.0122105014, 0.0089834407, -0.0408412218, -0.0212811604, 0.005817432, -0.0525633022, -0.1375018805, -0.0971258134, -0.0426320918, -0.0483303294, 0.0264444575, 0.0035410454, -0.0074716639, 0.0122570172, -0.0418878347, -0.008297326, -0.0108847897, 0.0601919591, -0.019420512, -0.0966606587, 0.0103324102, -0.0126175182, -0.0426553525, -0.0843803808, 0.0050382856, 0.10968519, -0.0883807689, 0.022630129, -0.088752903, 0.101591371, 0.1009401456, 0.0433530957, -0.0417482853, -0.0074251476, -0.0815428942, 0.0839617327, -0.0218626112, 0.0086985286, -0.0177459288, 0.0083438428, -0.0480512306, 0.0549821444, -0.0576335676, -0.0687044188, 0.0578661487, -0.1343387663, -0.0059947749, -0.1643882394, 0.1094060913, -0.0664716437, 0.0754027516, -0.0500514284, -0.0088845938, 0.0488885231, 0.0590755679, 0.0161760077, -0.0927067772, 0.0151991667, -0.0656343549, -0.0507026538, 0.014768892, 0.0651691929, -0.0218160953, -0.0331893042, -0.029002849, -0.0872643813, -0.0217114352, -0.0607966669, 0.0116523067, -0.0886133537, -0.0463766456, -0.0089892549, 0.0137106488, -0.0231999531, 0.0335846916, 0.0348406322, -0.0607501529, -0.0727048144, 0.0472837128, 0.0270259101, 0.0238162931, -0.0719140396, -0.0532145277, 0.0522842035, -0.03739902, 0.0382363126, -0.0770773366, 0.0127221793, 0.0754027516, 0.0233162437, -0.0394922495, 0.0054772822, 0.0811707601, -0.1111737117, -0.1168486848, -0.0397480875, 0.0022356848, -0.0682392567, 0.0316542722, -0.1355481893, -0.0175249763, -0.0628898963, 0.0000246663, -0.0294447523, -0.0226650164, -0.0053086607, 0.0605175719, 0.0693091303, -0.0795892105, 0.0084717618, 0.0903809667, 0.0420971587, 0.1161974594, -0.0070937197, -0.1163835227, -0.0271422006, 0.024327971, -0.0979631096, -0.018676253, -0.021036949, 0.0004048363, -0.0711697787, -0.0184553005, 0.0886133537, 0.0688904896, -0.1106155142, -0.0133617772, 0.0017516254, 0.0604710542, 0.0798217952, 0.0764726251, 0.0880086422, 0.0668902919, 0.0451439694, -0.0684253275, -0.1310826391, 0.0538657531, 0.0321426913, 0.0212695301, -0.0316542722, 0.0057709157, 0.0389573127, -0.0534471087, 0.0150945056, 0.0429809652, -0.0287470091, -0.0707046166, -0.1479215026, 0.0792635977, 0.0111464439, 0.0574940182, 0.0214672238, -0.0529354326, 0.0734025538, 0.0925672278, 0.0588429868, 0.0358639881, -0.0123616792, 0.016001571, -0.0010015519, -0.0206648204, 0.0830314085, -0.0018882669, -0.108010605, 0.0185250752, -0.0158969108, -0.0008823541, -0.0611222796, 0.0518655591, 0.0700999051, -0.0729373917, -0.0583313107, 0.0503770411, -0.0537727214, 0.0996376947, -0.0035991906, 0.0948930383, -0.0156526994, -0.0033549806, -0.0187576562, 0.0198507868, 0.0399574116, -0.04819078, -0.0098846918, -0.0384688936, 0.0368175693, -0.0423995107 ]
801.1063
Ivan Titov
Ivan Titov and Ryan McDonald
Modeling Online Reviews with Multi-grain Topic Models
null
null
null
null
cs.IR cs.DB
null
In this paper we present a novel framework for extracting the ratable aspects of objects from online user reviews. Extracting such aspects is an important challenge in automatically mining product opinions from the web and in generating opinion-based summaries of user reviews. Our models are based on extensions to standard topic modeling methods such as LDA and PLSA to induce multi-grain topics. We argue that multi-grain models are more appropriate for our task since standard models tend to produce topics that correspond to global properties of objects (e.g., the brand of a product type) rather than the aspects of an object that tend to be rated by a user. The models we present not only extract ratable aspects, but also cluster them into coherent topics, e.g., `waitress' and `bartender' are part of the same topic `staff' for restaurants. This differentiates it from much of the previous work which extracts aspects through term frequency analysis with minimal clustering. We evaluate the multi-grain models both qualitatively and quantitatively to show that they improve significantly upon standard topic models.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:01:34 GMT" } ]
2008-01-08T00:00:00
[ [ "Titov", "Ivan", "" ], [ "McDonald", "Ryan", "" ] ]
[ -0.0813341513, 0.0506178103, 0.0296950825, -0.0438879691, -0.0270764697, -0.0429976434, 0.0116593791, 0.0701264814, -0.0432856902, 0.0223891493, 0.0028837486, -0.1522985846, -0.0530007482, 0.0136036994, -0.0092437072, 0.0184350424, 0.099140726, -0.041950196, 0.0196919776, 0.0963126197, 0.0007070258, 0.0452234633, 0.0179244131, -0.0081177037, -0.0643131584, 0.0312662497, -0.021079842, 0.0813865215, 0.0119408797, -0.0481824987, -0.0061373767, -0.0201764219, -0.1149047837, -0.0269717239, -0.0492823161, -0.0299307574, -0.0254660212, 0.0410860553, 0.0458257459, 0.0823815987, 0.0151486816, 0.0695503876, 0.0332302116, 0.0454853252, 0.0416097753, 0.0813341513, 0.006425424, 0.0233187582, 0.0099900123, 0.0646797642, -0.1094580665, 0.0175578073, -0.0274954475, -0.1052682847, -0.0934845209, -0.0425786637, -0.06111845, 0.0363987349, 0.0605423562, -0.0503297597, -0.0356655233, -0.1029115319, -0.0413479134, 0.0254005566, -0.1039589792, -0.1215036884, -0.114171572, -0.0318685323, -0.0618516617, 0.0067756637, 0.0130079649, -0.0374723673, 0.0506701805, 0.0328897908, 0.0205430277, -0.085471563, -0.0719595104, 0.0108083291, -0.0646273941, 0.0186314378, -0.0484705456, 0.0145464009, -0.0040784911, 0.0613803118, -0.0309782028, -0.043626111, 0.0058656954, -0.0139572127, -0.0885091498, -0.0298522003, -0.0213155188, 0.0323398821, 0.0171912014, 0.0152010545, 0.1266361773, -0.0727450997, -0.0510367863, -0.0121045429, 0.0079082139, 0.0144285634, -0.0192991849, -0.0382055789, 0.0063697784, 0.041845452, 0.0599138886, -0.0975171849, 0.023868667, 0.0450925343, -0.0730593279, 0.0003322366, -0.0679268464, -0.0755208284, -0.12558873, 0.021983264, -0.0206739567, -0.0895565972, -0.0954222977, 0.0560907125, -0.0512200892, -0.0078754816, -0.0890852511, 0.0531840511, -0.0489157103, -0.034434773, 0.0945319682, -0.0935892612, 0.0237115491, -0.0832719281, -0.0205037482, -0.0231878273, 0.0130996164, 0.0072535607, 0.1187803298, -0.078034699, -0.1499942094, 0.014258353, -0.1046921909, -0.01277229, -0.0024451308, -0.0679268464, 0.0021276239, -0.1084106192, -0.0669841468, 0.0530007482, -0.074002035, -0.0813341513, -0.0191420689, 0.0550432652, -0.0470826812, 0.0703359693, -0.063003853, -0.1015498489, -0.1232843474, 0.0086741587, 0.0094401035, -0.1626683027, 0.0166805703, 0.0802343339, -0.0580808595, -0.0667222813, 0.0825387165, 0.053576842, -0.005165216, -0.0372890644, -0.0702835992, 0.091284886, -0.0990359783, 0.0385983698, -0.0944795907, 0.0002610431, -0.0961031318, -0.0656224638, -0.0424477346, -0.0948461965, 0.0286214519, -0.0511415303, -0.0083795646, -0.0939034969, -0.0073844916, -0.1138573363, -0.0599138886, 0.0583950914, -0.0405885167, -0.0462185368, -0.0396458171, -0.0728498399, -0.0537339598, -0.0475016572, 0.0204513762, 0.1230748594, -0.0592854209, 0.0682410821, 0.0590235591, 0.1207704768, 0.0576095097, -0.0700217411, -0.0176101793, 0.04205494, 0.0095775807, 0.0468470044, 0.0315281115, 0.0422906168, 0.0339372382, -0.0714357868, 0.0208965391, 0.0092044286, 0.0562478304, 0.0559335947, -0.1824650168, 0.028752381, 0.0619040355, 0.0570334122, 0.1015498489, 0.100502409, -0.032523185, -0.1569073498, -0.091703862, 0.0591283031, 0.0230045244, 0.0422120579, -0.0017708377, -0.0221011024, 0.0493085012, 0.0225855466, 0.0560907125, 0.0112404004, 0.0648368821, -0.0637370646, 0.1156379953, -0.0646273941, 0.1237033233, 0.0011153659, -0.049570363, -0.0742115229, -0.0450139754, -0.0978314206, -0.0101798624, -0.0295379665, -0.0034402041, -0.0784536749, -0.0599662624, 0.0673507527, 0.0127853826, -0.0338586792, 0.0871474743, 0.0191551615, -0.078034699, -0.0161568485, 0.0735306814, 0.0196003262, -0.0380484611, -0.0395148844, -0.0649416298, -0.0683458224, 0.0236591771, -0.0027413615 ]
801.1064
J. S. Kaastra
F.B.S. Paerels, J.S. Kaastra, T. Ohashi, P. Richter, A.M. Bykov, J. Nevalainen
Future instrumentation for the study of the Warm-Hot Intergalactic Medium
16 pages, 4 figures, accepted for publication in Space Science Reviews, special issue "Clusters of galaxies: beyond the thermal view", Editor J.S. Kaastra, Chapter 19; work done by an international team at the International Space Science Institute (ISSI), Bern, organised by J.S. Kaastra, A.M. Bykov, S. Schindler & J.A.M. Bleeker
null
10.1007/s11214-008-9323-6
null
astro-ph
null
We briefly review capabilities and requirements for future instrumentation in UV- and X-ray astronomy that can contribute to advancing our understanding of the diffuse, highly ionised intergalactic medium.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:03:13 GMT" } ]
2009-11-13T00:00:00
[ [ "Paerels", "F. B. S.", "" ], [ "Kaastra", "J. S.", "" ], [ "Ohashi", "T.", "" ], [ "Richter", "P.", "" ], [ "Bykov", "A. M.", "" ], [ "Nevalainen", "J.", "" ] ]
[ -0.0378323272, 0.0650736392, -0.0133278752, -0.1043825969, -0.0088343322, 0.0357701331, -0.037348602, -0.0025793321, 0.0595235378, 0.0206091981, -0.0132514983, -0.0091207474, -0.0743407756, -0.0469467081, 0.0414729863, 0.0166248381, 0.0260701906, 0.1076413691, 0.0790761858, 0.0425677337, -0.1118166745, -0.0261465684, 0.0201382041, 0.0434588045, -0.1434878856, -0.0838115886, -0.0474049747, 0.1107983068, 0.0358719714, -0.0420076288, 0.0216148347, -0.0493907891, -0.0619167015, -0.0085733756, -0.1111038178, 0.1665029675, -0.0010820148, 0.0561629273, -0.0807564855, -0.0458519645, -0.0433569662, -0.0773958787, -0.031187484, -0.0230278187, 0.0175922867, -0.0595235378, -0.0266302917, 0.0004304191, -0.0098845232, -0.0359992683, -0.0525477268, 0.0643607825, -0.0347517654, -0.0968976021, 0.0032715034, 0.0596762933, -0.0124940882, -0.0294562597, -0.0158610623, -0.0488561466, -0.1340170652, -0.083302401, 0.0096553899, -0.0451900251, -0.0971521959, 0.0476341061, 0.0261465684, 0.1075395346, 0.0629350692, 0.0275722817, 0.0449099764, 0.0298381466, -0.0515802801, -0.0952682123, 0.0223786104, -0.0247717723, -0.0644116998, -0.0997490287, -0.0281833019, 0.0043407883, -0.0251918491, 0.0045762858, -0.0435860977, -0.0525477268, -0.0665502697, -0.0341916643, 0.0432042107, -0.0319003388, -0.0417530388, 0.0180887412, 0.0336061046, -0.0211565699, -0.0327914096, 0.0563666038, 0.0202909578, -0.1091689244, 0.0361774825, -0.0757664889, 0.1281105429, 0.1081505567, 0.0125322761, -0.0073767947, -0.0275977403, -0.1234260574, 0.1043825969, -0.070420064, 0.0193871576, 0.0773958787, -0.0015681258, -0.0184578989, -0.1237315685, -0.0350572765, -0.0061865784, 0.0286670253, -0.1082523912, -0.0353118703, -0.157235831, -0.0520385429, -0.0614075176, -0.0221494772, -0.0277504958, 0.1024477035, 0.135748297, 0.0077714114, 0.0543807857, -0.1032114774, -0.0328677893, -0.1062156558, -0.150412783, 0.013149661, 0.1581523716, -0.1104927957, 0.024071645, -0.0008186714, -0.0470230877, 0.0229769014, 0.0622222126, -0.0687397569, -0.0213729739, -0.0300672799, 0.0381378382, -0.0319003388, 0.0841170996, -0.0530569106, 0.0413711518, 0.0914493352, -0.0702163875, 0.0132387681, 0.088190563, -0.0266048331, -0.0441207401, -0.0501800254, -0.024033457, -0.0729150623, -0.0099545354, -0.0065939249, 0.0765302628, 0.0882414803, 0.0336315632, 0.0115139093, 0.010323693, -0.0159756299, -0.0707255751, 0.0515548177, 0.092773214, 0.0160392765, -0.011609382, -0.0052095829, -0.1315729916, 0.0894635245, -0.1100854501, -0.1158901453, -0.014346242, 0.0224677175, 0.0058969804, 0.0407601297, 0.0031394339, -0.0374758989, 0.0166248381, -0.0358210504, 0.0049995445, 0.0426441096, 0.0633933321, -0.1043825969, -0.0986288264, -0.026299322, -0.0576904789, -0.0265029967, -0.0430259965, -0.015377339, -0.0633424148, 0.1033133119, 0.0353118703, 0.1333042085, -0.0603891499, -0.1019894332, -0.0734242499, -0.0746972039, 0.002345426, 0.088292405, 0.0433315076, 0.0447063036, 0.0421349257, -0.0345480926, 0.0247081239, -0.0886488333, 0.0762756765, 0.0511474721, -0.0450881906, 0.0557046644, 0.050892882, 0.0002633433, 0.0083697019, 0.0740352646, -0.1021931097, -0.0454955362, -0.0978650525, 0.107335858, 0.0841170996, 0.0051363874, -0.0568248667, 0.0599818043, 0.0845753625, 0.0523949713, 0.0260701906, 0.0777523071, 0.0063106916, -0.0053177839, 0.0012443169, -0.0052923248, 0.0141425692, -0.0354900844, -0.1220003441, 0.0035961077, -0.0586579293, 0.0417021215, 0.0075359144, -0.0078541543, 0.0272922311, -0.0591161922, -0.0504600741, 0.0187379494, -0.0264520776, 0.0586070083, -0.0499508902, 0.0054068915, -0.046437528, -0.0635970086, 0.0692998618, -0.0330205448, 0.1056046337, 0.0297108516, 0.0046494808, -0.0682814941, 0.0280814636, -0.0227859579 ]
801.1065
Magaretha Pretorius
Magaretha L. Pretorius and Christian Knigge
An Halpha-selected sample of cataclysmic variables -- I. Observations of newly discovered systems
15 pages, 8 figures, accepted for publication in MNRAS
null
10.1111/j.1365-2966.2008.12933.x
null
astro-ph
null
Strong selection effects are present in observational samples of cataclysmic variables (CVs), complicating comparisons to theoretical predictions. The selection criteria used to define most CV samples discriminate heavily against the discovery of short-period, intrinsically faint systems. The situation can be improved by selecting CVs for the presence of emission lines. For this reason, we have constructed a homogeneous sample of CVs selected on the basis of Halpha emission. We present discovery observations of the 14 CVs and 2 additional CV candidates found in this search. The orbital periods of 11 of the new CVs were measured; all are above 3 h. There are two eclipsing systems in the sample, and one in which we observed a quasi-periodic modulation on a \sim 1000 s time-scale. We also detect the secondary star in the spectrum of one system, and measure its spectral type. Several of the new CVs have the spectroscopic appearance of nova-like variables (NLs), and a few display what may be SW Sex star behaviour. In a companion paper, we discuss the implications of this new sample for CV evolution.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:09:35 GMT" } ]
2009-11-13T00:00:00
[ [ "Pretorius", "Magaretha L.", "" ], [ "Knigge", "Christian", "" ] ]
[ 0.0392271727, 0.0189593472, 0.0817800686, 0.0085460171, -0.0455515012, 0.0689678565, -0.0659692585, -0.0702763423, -0.0017531603, 0.0129076215, -0.0531843044, -0.1088220179, -0.0974273235, 0.0370191112, 0.1494939625, 0.1324837208, -0.0532660857, 0.0483592823, -0.0392271727, 0.0387637541, -0.0985722467, -0.004538794, 0.0243295711, 0.0292772651, 0.0107813394, -0.0725661814, -0.0640065372, 0.0251882616, 0.1415340453, -0.1003168896, 0.1424063593, -0.0386819728, -0.1243057102, -0.0349746086, -0.1331379563, 0.1567996591, 0.0438341163, 0.0477323011, -0.1127474606, -0.0577367283, 0.021399118, -0.0571370088, 0.0142433625, -0.0081916368, -0.0387364924, -0.0308038276, -0.0315943658, -0.1101304963, -0.0453879386, 0.0760009438, -0.1268136352, 0.0539748482, -0.0037346233, -0.0758919045, 0.0450062975, -0.1029338464, -0.0210992582, 0.0147749325, -0.009091218, -0.0144887026, -0.0142569924, -0.0980815664, -0.0003997427, -0.0047159842, 0.0442975387, -0.0058677201, -0.0580638498, -0.0017054552, 0.0087163923, -0.019913448, 0.0047364291, 0.0118649257, -0.0171056651, -0.012839471, 0.0425528958, -0.0549289472, -0.0663508996, -0.074856028, -0.0583909713, 0.0500494018, 0.0848877132, 0.0898490399, -0.0259788018, -0.0604082122, -0.0270692036, -0.0081371171, -0.0209084377, 0.012900806, -0.0217126086, -0.0185777061, 0.0176099744, 0.0994990841, -0.0120693753, -0.0706579834, 0.0140934326, -0.0076328064, 0.0360104926, -0.1811155975, 0.0576276891, 0.0120557453, -0.0129689565, -0.0110471249, 0.0275326241, -0.0927385986, 0.0963369235, -0.0204450171, 0.0526663661, 0.0417896174, -0.0249974411, 0.007094421, -0.0117422557, -0.0449790396, -0.0345384516, 0.0169284754, -0.0360650122, 0.031430807, -0.0661328211, -0.0044467915, -0.0144205522, -0.0048727291, -0.0365011729, -0.0377551317, 0.045742318, -0.0315671079, 0.0818891078, 0.059753973, 0.0144614428, -0.0344294086, -0.1082768142, 0.0071693864, -0.001219886, -0.0550107285, 0.0302858856, 0.0044638291, -0.0953555629, 0.0128939915, 0.0785633847, -0.140879795, -0.0795992687, 0.1139468998, 0.0728387833, -0.0280505642, 0.0429890566, 0.0382458121, -0.0252973028, -0.0242614206, -0.0973182842, 0.0105564445, -0.0462875217, -0.0009728421, -0.0428527556, 0.0503765233, 0.0047159842, -0.014311512, -0.0699492171, -0.0468599796, 0.0031093464, -0.0151702035, -0.1092581749, -0.1226701066, 0.0498040617, -0.029140966, 0.0546563491, -0.0082802325, 0.0280505642, -0.0554741472, -0.0503492653, -0.0416805744, -0.1565815806, -0.0008782839, 0.0916481987, -0.0784543455, -0.0060823928, -0.0480049029, 0.0005375336, 0.1123112962, 0.02394793, -0.0447609574, -0.0885950774, -0.0079326667, 0.0268102325, 0.0923024416, 0.1223429888, -0.0098613137, 0.0310764275, -0.085596472, 0.0579002909, 0.0127713215, 0.0336933881, -0.1313933134, 0.0208266582, -0.0382458121, 0.031839706, 0.1066412106, -0.0399631932, -0.063679412, 0.0038675158, 0.1530922949, -0.0517940447, -0.0730023459, 0.0430163182, 0.0448700003, 0.1186356246, -0.0939925611, -0.0359014496, -0.0195318069, 0.0933383182, 0.085596472, -0.0079667419, -0.022203289, 0.0769277886, -0.0600810908, -0.0312399864, 0.0768187493, -0.0648243353, 0.0070807911, -0.0447064377, 0.0158517044, 0.0915936828, -0.0064197355, -0.0907213613, 0.0382185541, 0.066187337, 0.0305312257, -0.0037550682, 0.0427709781, 0.0478413403, 0.0335843489, 0.0011329948, -0.0419531763, -0.0057246052, 0.1101850122, -0.0362830907, -0.0117558856, -0.1216887459, -0.0150339026, -0.0192728359, 0.1595256627, -0.0309946463, -0.0707670227, -0.0168194342, 0.0883769989, 0.0317306668, 0.0691859424, -0.0577367283, 0.0355470702, -0.0373734906, -0.0846696347, 0.0579002909, 0.0675503388, 0.0512761064, -0.0225031488, 0.0060278727, 0.000651259, 0.0195863266, 0.0681500584 ]
801.1066
Joel Merker
Joel Merker
On Wittgenstein's philosophy of mathematics
Written in French
null
null
null
math.HO
null
Mathematics cannot anymore be assimilated to a linguistic game, where formal proofs are strongly differentiated with conjectural thinking, without building any category of knowledge to understand the passage (Wittgenstein's gist). Nowadays, philosophy has to face with the growing, exponential ramified tree of speculative mathematical thinking. Our main (problematical) theses are: 1. In mathematics, there is no empirical automatism, and no separate, physical-like motricity. 2: The irreversible-synthetical must force to complexify the exegetical game of philosophy; numerical experiments in algebra and in number theory are a kind of letting blow up all possible problems; 4. The nature of mathematical questioning still remains in question.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:11:07 GMT" } ]
2008-01-08T00:00:00
[ [ "Merker", "Joel", "" ] ]
[ -0.0154586826, -0.0008783342, 0.0141149852, 0.0002692788, 0.0170612577, 0.0131657682, -0.0045488467, 0.0296599604, -0.0773180649, 0.0723377615, 0.0801780447, -0.085503526, -0.0377714559, 0.0099359639, 0.0126233576, 0.0147190327, 0.0206362326, 0.0286491048, 0.0332595892, 0.0474855229, 0.1262335777, -0.0084874826, -0.0227195788, 0.015113513, 0.0518741123, 0.0052268594, -0.0326678716, 0.0325939059, -0.0160750579, 0.0252220612, 0.0761839375, -0.0014708246, 0.0378947295, 0.07273224, -0.0626236871, 0.0488908589, -0.0535013415, -0.0179118551, 0.0783535764, 0.07790979, -0.0133383526, 0.0281560048, -0.0942807049, 0.0600595698, 0.0252960268, 0.1394486576, -0.0334568284, 0.0212649349, -0.0445269234, -0.0020540694, -0.1023675427, -0.0075567565, 0.1029592678, -0.0046967766, -0.0561147705, -0.0775153115, 0.0216101035, -0.1034523621, 0.0087155411, -0.050542742, 0.034960784, -0.0927027836, -0.0508879125, 0.0458582938, -0.1506913304, 0.0030680061, -0.0226456132, -0.00815464, -0.0539944433, -0.0142505877, -0.0560161509, 0.0388069637, 0.0624757595, 0.15927127, -0.0524165221, 0.0220538937, 0.0439105481, 0.0549313314, -0.038979549, 0.0143368803, -0.0159394555, -0.0031650851, 0.0419628024, 0.0171475504, -0.0784028843, 0.0319528766, -0.0144971376, -0.0386836901, -0.1322494, -0.0948724225, 0.0806711465, -0.0154586826, 0.0152367875, 0.0051528942, 0.020771835, -0.0983241275, 0.01369585, 0.1120323017, -0.0020972155, -0.0338513106, -0.0166421216, -0.0386590324, 0.0846159458, -0.0296846163, 0.1415196806, 0.0750498101, 0.0773673803, -0.0070698201, -0.0923083052, -0.0499510206, -0.2213032395, -0.0618347302, -0.0412478074, -0.0587775111, 0.0455377772, 0.0236811247, -0.0621799007, -0.0345909595, 0.0777125508, 0.0166051406, -0.0048508705, -0.015803853, 0.0151628228, 0.0080868388, 0.0668643489, -0.0266767051, -0.0341718234, -0.0059387721, -0.0011818989, 0.0588268191, 0.0194158088, 0.0080313655, 0.0549806431, 0.006847925, -0.0459076017, -0.0359962955, 0.0070574926, 0.0607499108, 0.0646454021, 0.0061514215, 0.0103859175, 0.0610950813, -0.0133260256, 0.0747046396, 0.001144146, -0.0111132395, -0.0001338689, 0.0784028843, 0.0732746497, -0.0577419996, 0.0464993231, -0.0982255042, 0.0088634714, 0.060256809, 0.0505920537, -0.1133143604, 0.0641029924, 0.1630188376, 0.0082779154, 0.0061021117, -0.0328651108, 0.1072985455, -0.0130671477, 0.0135109378, -0.0004615107, 0.0536492728, -0.0369331837, -0.0206855424, 0.0133506805, -0.0772687569, -0.0629195496, -0.0226086322, -0.0570023507, -0.0424805582, 0.0368345641, -0.0052176137, -0.0496798158, -0.1176536381, 0.0642509237, -0.0366126709, -0.0816080347, -0.0300790947, -0.011809743, 0.000053981, 0.0282053165, -0.0283532459, 0.0098373434, 0.0776632354, 0.0675546899, 0.006607539, -0.0211293325, 0.0743101612, 0.1452672333, -0.0375988707, 0.1554251015, -0.191815868, 0.0893003941, 0.1191329435, -0.0551778823, -0.0447488166, 0.0240756031, -0.0307201259, 0.0791918486, -0.0028538159, 0.0035410738, 0.0902372897, 0.1345176548, -0.0586788915, -0.1209081039, -0.0148053253, -0.0268246364, -0.0612430088, 0.0414450504, 0.1115391999, -0.0195390843, 0.0725843087, -0.0598623306, 0.0908290073, 0.0198595989, 0.183531791, -0.1043399423, 0.0896948725, 0.0016349345, 0.0168763455, -0.0161366947, 0.0211416595, 0.1410265714, 0.0345169939, -0.0507892929, 0.0331116617, 0.0582844093, -0.0231633689, -0.1021703035, -0.0412971191, -0.0039417176, -0.0282546263, -0.0661247, 0.0108050518, -0.0715981126, -0.000767772, 0.023607159, 0.0736198202, -0.0546847805, -0.0307201259, -0.1164702028, 0.0742115378, -0.0839749202, 0.0049001803, -0.0025856928, -0.0894976333, -0.0132890427, -0.0424065925, -0.0433434844, -0.004006437, -0.0638564378, -0.0203773547 ]
801.1067
Thorsten Hehn
Johannes B. Huber and Thorsten Hehn
The lowest-possible BER and FER for any discrete memoryless channel with given capacity
Accepted as a Transactions on Communications Letter,9 Pages, 4 Figures
null
null
null
cs.IT math.IT
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We investigate properties of a channel coding scheme leading to the minimum-possible frame error ratio when transmitting over a memoryless channel with rate R>C. The results are compared to the well-known properties of a channel coding scheme leading to minimum bit error ratio. It is concluded that these two optimization requests are contradicting. A valuable application of the derived results is presented.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:12:54 GMT" }, { "version": "v2", "created": "Tue, 20 May 2008 09:22:16 GMT" }, { "version": "v3", "created": "Wed, 4 Mar 2009 21:27:40 GMT" }, { "version": "v4", "created": "Fri, 20 Mar 2009 23:30:23 GMT" } ]
2009-03-21T00:00:00
[ [ "Huber", "Johannes B.", "" ], [ "Hehn", "Thorsten", "" ] ]
[ 0.0665969029, 0.0313681066, -0.0956057012, -0.060913112, 0.05249466, 0.065417245, 0.0598406978, 0.0607522465, -0.0420118161, -0.0043767891, 0.1263303608, 0.0190755632, -0.0551756956, 0.0815570801, 0.0061797854, -0.1338372529, 0.2130886465, -0.0571596622, -0.0017460239, -0.0524678491, -0.1050429419, -0.0538083687, 0.0324405208, 0.0927638039, 0.0748008713, -0.0506447479, 0.1371617466, 0.0793586299, 0.0905653536, -0.0820396617, -0.009785777, -0.0276950896, 0.0049465094, -0.0502962135, -0.0168503039, 0.0937289745, 0.0445051789, -0.0250006486, -0.022574313, 0.0519048348, -0.0655781105, -0.0005119101, -0.0972143188, -0.0395184532, 0.0242365543, 0.0775891468, -0.0023593106, -0.0337542295, 0.0190353468, 0.0471594036, -0.1073486358, 0.0745327696, 0.0093836216, -0.0809136331, -0.0257245284, 0.1175365672, 0.0185125452, -0.0513418168, 0.0540496595, -0.0390358679, 0.0258183647, -0.0483122468, -0.1193596721, -0.0147322863, -0.0601087995, 0.0489825048, -0.0575350076, 0.0554974191, 0.0759269074, 0.0767312124, -0.0126276743, -0.0772138014, 0.0660606995, -0.0545858666, -0.0430842303, -0.0274001751, -0.0223598294, 0.1076167375, 0.0539156087, -0.0653636307, 0.039759744, -0.0084854746, 0.0720125958, -0.0713691488, -0.0318506919, -0.0857931152, -0.0507251769, 0.0063540526, -0.0284189694, -0.0378293991, -0.0537011251, -0.0237941835, -0.0655244887, 0.1018256992, 0.0275074169, -0.0401350893, 0.0476687998, -0.0785543174, 0.0266226754, -0.0096584279, 0.0958738029, -0.0725487992, -0.0053821774, -0.0881524235, 0.0585538, -0.0116423937, -0.0376685373, 0.0284994002, -0.0404836237, 0.0126343761, -0.0477492288, -0.0160862096, -0.0303761233, 0.0022654743, 0.0403495729, -0.0821469054, -0.0434863828, 0.0276414678, 0.1260086298, 0.1391993314, -0.0034987503, -0.1302982867, 0.0828975961, 0.0815570801, 0.0490629375, -0.0407249182, 0.1310489774, -0.0382851772, 0.0539692305, -0.0549075939, 0.1499234587, 0.0270114262, 0.067722939, 0.012687997, -0.0695996657, 0.0131504759, 0.0347730219, -0.0182042252, -0.0044103023, -0.1490655392, 0.0211265534, -0.0032641599, 0.1029517353, 0.041448798, 0.0174401309, 0.1112093255, -0.0890103579, 0.0142228892, 0.1038096696, 0.054398194, -0.0417437106, -0.0037936643, 0.00715166, 0.04997449, -0.0897074267, -0.1358748376, 0.0606450066, 0.0315021574, -0.0156438388, -0.0573741458, 0.0281240549, 0.0332984515, -0.0413951762, 0.0138609502, 0.0698141456, -0.0177618563, -0.0286870729, -0.0043064123, -0.0560336262, -0.0175875872, 0.0194777176, -0.0447732806, -0.0338614695, 0.0126343761, -0.04694492, -0.0113072637, -0.1198958755, -0.1298693269, 0.0537815578, 0.0177350454, -0.0258987956, 0.0501353517, 0.010556574, 0.0406981073, -0.0251078904, 0.0183784943, 0.0404300056, -0.0037031793, 0.0454167277, -0.0018733731, -0.1205393225, 0.0491165556, 0.1086355299, 0.0251481067, -0.1310489774, -0.0374808647, 0.0377489701, 0.0382851772, 0.0243303906, -0.04391535, -0.0566234551, -0.02619371, 0.0948550105, -0.0473470725, 0.034746211, -0.0857394934, -0.0153623288, 0.0187672433, -0.0695996657, 0.0752298385, 0.0088809282, 0.0824686289, 0.0857394934, 0.0981794968, -0.007962673, -0.009195949, -0.0194643121, 0.1226841509, 0.007754893, 0.0017627804, -0.07571242, -0.0176143982, 0.0684200078, 0.0519852638, -0.0470789708, 0.0240622871, -0.0527895764, -0.0707793161, 0.0748008713, 0.0102817686, 0.0329231061, -0.0308855213, -0.0361135378, -0.027480606, 0.0382851772, 0.0584465563, -0.0915305242, -0.053164918, -0.0321187973, -0.0808600113, -0.0573741458, 0.0129359933, 0.0262875464, -0.0143703464, -0.1113165617, 0.006484753, -0.0911551788, -0.0787688047, 0.0847743228, -0.0415024199, 0.0478028506, -0.0334593132, -0.011119592, 0.0358186252, -0.0096986433, -0.0410198309 ]
801.1068
Brijesh Kumar
B. Kumar, R. Sagar and J. Melnick
CCD photometric and mass function study of 9 young Large Magellanic Cloud star clusters
To appear in MNRAS
null
10.1111/j.1365-2966.2008.12926.x
null
astro-ph
null
We present CCD photometric and mass function study of 9 young Large Magellanic Cloud star clusters namely NGC 1767, NGC 1994, NGC 2002, NGC 2003, NGC 2006, SL 538, NGC 2011, NGC 2098 and NGC 2136. The BVRI data reaching down to V ~ 21 mag, are collected from 3.5-meter NTT/EFOSC2 in sub-arcsec seeing conditions. For NGC 1767, NGC 1994, NGC 2002, NGC 2003, NGC 2011 and NGC 2136, broad band photometric CCD data are presented for the first time. Seven of the 9 clusters have ages between 16 to 25 Myr while remaining two clusters have ages $32\pm4$ Myr (NGC 2098) and $90\pm10$ Myr (NGC 2136). For 7 younger clusters, the age estimates based on a recent model and the integrated spectra are found to be systematically lower ($\sim$ 10 Myr) from the present estimate. In the mass range of $\sim 2 - 12$ $M_{\odot}$, the MF slopes for 8 out of nine clusters were found to be similar with the value of $\gamma$ ranging from $-1.90\pm0.16$ to $-2.28\pm0.21$. For NGC 1767 it is flatter with $\gamma = -1.23\pm0.27$. Mass segregation effects are observed for NGC 2002, NGC 2006, NGC 2136 and NGC 2098. This is consistent with the findings of Kontizas et al. for NGC 2098. Presence of mass segregation in these clusters could be an imprint of star formation process as their ages are significantly smaller than their dynamical evolution time. Mean MF slope of $\gamma = -2.22\pm0.16$ derived for a sample of 25 young ($\le 100$ Myr) dynamically unevolved LMC stellar systems provide support for the universality of IMF in the intermediate mass range $\sim 2-12 M_{\odot}$.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 18:51:27 GMT" } ]
2009-11-13T00:00:00
[ [ "Kumar", "B.", "" ], [ "Sagar", "R.", "" ], [ "Melnick", "J.", "" ] ]
[ 0.0264186114, 0.0181472469, 0.0322645381, -0.0655241236, 0.0575637147, 0.0350009277, 0.0969677493, 0.0264186114, -0.0188437831, 0.0243787561, -0.0732855275, 0.0042351871, -0.0981618091, -0.0171273202, 0.0853256434, 0.0456728525, -0.0703998804, -0.0473644398, -0.0719422102, 0.0671659634, 0.038458731, -0.0022062152, 0.0507476144, 0.035100434, -0.1312472671, -0.025970839, -0.0584095083, -0.0681112632, 0.0563696548, -0.0753253847, 0.0036723611, -0.0343790203, -0.0979627967, -0.0359213501, -0.1466705501, 0.1357249916, 0.0152242845, 0.0921417475, -0.0694048256, -0.0268912613, -0.0460708737, 0.0509466268, -0.0247394629, -0.0464191437, -0.0296774041, -0.069603838, 0.0509963781, -0.106769003, 0.0204856172, 0.069554083, -0.1596062183, -0.0546283163, -0.0149257695, -0.0514441505, -0.0527874716, 0.0146023771, -0.015721811, -0.0306227021, 0.0299759191, -0.0509466268, -0.0143287387, -0.0428867117, 0.0378119498, -0.0421901755, -0.0351999402, -0.023731973, 0.0172765777, -0.0089616803, 0.0200875979, 0.0110450694, -0.0832360387, -0.0819424689, 0.0391552672, -0.1092566326, -0.0299012903, 0.0252991784, -0.0684595257, -0.161894843, -0.0484589972, 0.0394289084, 0.0842808411, 0.0009126486, 0.0117913578, 0.0017708803, 0.0038371664, 0.0065424619, 0.0411951244, 0.0046736314, -0.1236848757, 0.0730865151, 0.0197268911, -0.0543297976, -0.062538974, 0.060598623, 0.1000524089, -0.110550195, 0.0150252739, -0.092291005, 0.1405012459, 0.0060387175, 0.0190925468, 0.0987588391, 0.0584095083, -0.0611956529, 0.0673649684, -0.0554741099, -0.0289559923, 0.0320904031, -0.0242792517, 0.0551755913, 0.0360706076, 0.0133834397, -0.0332844667, 0.1085600927, -0.1010474563, 0.0273141582, -0.0779622644, 0.0691560656, -0.0471903048, 0.0211075246, -0.0090611856, -0.0820917264, 0.0632852614, -0.0633847639, 0.0152864754, -0.0484092459, 0.0771662295, -0.0524392016, -0.0871167406, -0.0336327329, 0.0607478805, -0.0790070742, 0.0703501254, 0.0581109934, -0.1007986963, -0.0162566509, 0.0721909702, -0.0447026789, -0.0133958776, 0.0220777001, 0.0689072981, 0.0229359325, 0.0886093155, 0.1045798883, 0.0430359691, 0.0257718284, -0.1206997186, -0.0020305265, -0.0369661562, 0.0300505478, -0.0253738072, -0.0008372423, -0.060300108, -0.0633350164, -0.05512584, -0.1084605902, 0.0056873397, 0.0622902103, -0.0016682657, -0.0676137358, 0.0468171611, -0.0272892807, -0.0427125767, 0.0256723221, -0.0399513096, 0.0963209644, -0.1020922586, 0.0158959441, -0.1209982336, -0.0367920212, -0.021144839, -0.0299759191, -0.0097141881, -0.1735369414, -0.0400010608, 0.0682605207, 0.0746785998, -0.1310482472, -0.0389811322, -0.0454738438, -0.0147765111, 0.1041818708, 0.0040517244, -0.0558223762, -0.0920919925, 0.0175750926, 0.00883108, 0.0348516703, 0.0263937358, 0.0270405188, -0.0265181158, 0.0338814966, 0.060598623, 0.0859724283, -0.0664196759, -0.0342795178, 0.0182343144, 0.0418170281, -0.0404239595, 0.0095213968, 0.0564194061, 0.0427125767, 0.1048784032, -0.1342324167, -0.0852261409, -0.0982115641, 0.0176870357, 0.102888301, 0.0087315748, 0.0255479421, 0.0520909354, 0.0680117533, -0.0387074947, 0.0276624262, -0.0504739769, -0.0049845851, -0.1736364514, -0.0176870357, 0.0530859865, 0.0611956529, 0.0296525285, 0.0697530955, 0.0057961736, 0.1094556376, 0.0475634523, 0.0043253633, 0.0791563317, -0.0752756298, 0.0911467001, -0.030274434, 0.1287596375, 0.0359213501, -0.0997041389, -0.0182467531, -0.0780617744, -0.0550760888, -0.0599020869, 0.0584592633, 0.0116296615, 0.0052799908, -0.0290554967, 0.0583597571, 0.0043906639, 0.0380358361, -0.0581109934, 0.0020025407, -0.0152615989, -0.0211572777, 0.0459216163, 0.0359213501, -0.0078920005, -0.0092477575, -0.01378146, -0.0819424689, -0.0291301254, 0.0812956914 ]
801.1069
Richard Rand
Richard J. Rand and Robert A. Benjamin
Vertically Extended Neutral Gas in the Massive Edge-on Spiral NGC 5746
55 pages, 20 figures
null
10.1086/528952
null
astro-ph
null
We present Very Large Array 21-cm observations of the massive edge-on spiral galaxy NGC 5746. This galaxy has recently been reported to have a luminous X-ray halo, which has been taken as evidence of residual hot gas as predicted in galaxy formation scenarios. Such models also predict that some of this gas should undergo thermal instabilities, leading to a population of warm clouds falling onto the disk. If so, then one might expect to find a vertically extended neutral layer. We detect a substantial high-latitude component, but conclude that almost all of its mass of 1.2-1.6 billion solar masses most likely resides in a warp. Four features far from the plane containing about 100 million solar masses are found at velocities distinct from this warp. These clouds may be associated with the expected infall, although an origin in a disk-halo flow cannot be ruled out, except for one feature which is counter-rotating. The warp itself may be a result of infall according to recent models. But clearly this galaxy lacks a massive, lagging neutral halo as found in NGC 891. The disk HI is concentrated into two rings of radii 1.5 and 3 arcminutes. Radial inflow is found in the disk, probably due to the bar in this galaxy. A nearby member of this galaxy group, NGC 5740, is also detected. It shows a prominent one-sided extension which may be the result of ram pressure stripping.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:25:52 GMT" } ]
2009-11-13T00:00:00
[ [ "Rand", "Richard J.", "" ], [ "Benjamin", "Robert A.", "" ] ]
[ 0.0009912023, 0.0308981687, -0.0089481641, -0.0436675884, -0.0434488431, 0.0341520458, -0.0776555762, -0.0368317105, -0.0523628257, 0.0460738204, 0.0105477599, -0.0037426434, -0.0901242197, -0.0579682477, 0.0090165231, 0.0811008587, -0.0183885116, 0.0386637263, -0.0594994836, 0.1146240011, -0.0901242197, 0.0055165538, -0.0380074829, 0.068796277, -0.1250145435, -0.0040024067, 0.0119901299, 0.0213826261, 0.032155972, -0.0227908175, 0.1071865708, -0.0643666312, -0.0227224585, -0.0397574678, -0.1374831796, 0.1487487108, 0.0110331075, -0.031636443, -0.0726790577, 0.0041288706, -0.0200017802, 0.0125575084, -0.0290661547, 0.0693978369, 0.0307341088, 0.0163787641, -0.003089817, 0.0043578725, 0.0197693594, -0.0321833156, -0.0871164277, 0.0118602486, -0.0079706339, 0.0037118818, -0.1338738352, -0.0263318028, -0.0078612603, 0.0404410549, -0.0023600869, -0.0490816049, -0.0390191935, -0.17434223, 0.018812336, 0.0248005651, 0.0557807647, 0.000690851, 0.0010587067, 0.0042450805, 0.1074053198, 0.0338512696, -0.0409332402, -0.0373785831, 0.0115936492, 0.0104588931, 0.0335231461, -0.0498472229, 0.0455542915, -0.0275212452, -0.0725696832, 0.004586874, 0.0264001619, -0.0066308016, 0.0117782177, -0.0074100918, 0.0202341992, 0.0240896344, 0.0224353522, 0.0290934965, -0.1020459905, 0.0620697737, 0.0573666878, -0.0302145816, -0.029968489, -0.0575307496, 0.0087294159, -0.0721321851, 0.0890851617, -0.0191814732, 0.1788265705, 0.0796789974, 0.0175135192, 0.0489448868, 0.0792414993, -0.0928038806, 0.1151708737, -0.03262081, 0.0458550714, 0.0998038203, 0.0736087337, 0.0315817557, 0.0459644459, -0.0037084639, -0.024882596, 0.0280271005, -0.0939523056, 0.0091122258, -0.0373785831, 0.0312809795, -0.0748665407, 0.0543862469, 0.0386910699, 0.0509136207, 0.0072665387, -0.0209724735, 0.0253747795, -0.0672650412, -0.0119286077, 0.021013489, -0.0721868724, 0.104835026, 0.0806086734, -0.0049833553, 0.062561959, -0.0234470628, -0.1261082739, 0.0100145619, 0.0255114976, -0.0246091615, -0.0161463451, -0.0046586511, 0.0463745967, -0.0235974509, 0.080936797, -0.0151893217, -0.0389645062, 0.1018819287, -0.0893039107, -0.0097753061, -0.043230094, 0.0497378483, -0.0605385378, 0.0226130858, -0.0215877034, -0.0607572868, 0.0104657291, -0.1274207681, 0.0577494986, 0.0073075537, -0.0515698642, -0.0187986642, -0.0767258927, -0.0253611077, -0.0284372531, 0.0660072416, 0.0870617405, 0.0369957723, 0.0019926585, 0.0172264129, -0.168326661, -0.1096474826, -0.0364215598, -0.0442691483, -0.0704915747, -0.0426011942, 0.0598822944, 0.0971788466, 0.0040502576, -0.0640931949, -0.0272478107, -0.0435582139, -0.0384723209, 0.029202871, 0.0331129953, -0.1577173769, -0.1137490124, 0.0536753163, -0.0305973906, 0.0852570757, 0.0140819093, 0.088210173, -0.0435582139, 0.0674837902, 0.07388217, 0.0823039711, -0.1148427501, -0.1250145435, 0.0296130236, -0.0301325507, 0.0543042161, 0.094444491, 0.0947179273, 0.0601010397, 0.0401402749, -0.1303738654, -0.0725149959, -0.0478511453, 0.0771087036, 0.1173583567, -0.0265778936, -0.0869523734, 0.0868976861, -0.0047372635, 0.0544682778, 0.021163879, -0.0476597436, -0.0194822531, -0.0542495288, 0.0821945965, 0.1221708134, 0.0553159267, 0.002409647, 0.1013350561, -0.0189217106, 0.0948819891, -0.0127078975, -0.0030453836, 0.1482018381, -0.060374476, 0.0443511792, 0.1010616198, 0.0313630104, 0.0057523916, -0.1109052896, -0.1345300823, -0.0223806649, 0.0186482761, -0.0216970779, 0.0934054404, 0.034288764, -0.0419996344, -0.1182333454, 0.0636556968, 0.0244861152, 0.0552065521, -0.015695177, -0.0142049547, -0.002977025, -0.0079774698, 0.0864055008, 0.0279997569, 0.0148475273, 0.0208631009, 0.0385270081, -0.0972882211, -0.0610854067, -0.0667181686 ]
801.107
Magaretha Pretorius
Magaretha L. Pretorius and Christian Knigge
An Halpha-selected sample of cataclysmic variables -- II. Implications for CV evolution
10 pages, 4 figures, accepted for publication in MNRAS. Corrected typo
null
10.1111/j.1365-2966.2008.12934.x
null
astro-ph
null
We use an independent new sample of cataclysmic variables (CVs), constructed by selecting objects for Halpha emission, to constrain the properties of the intrinsic CV population. This sample is restricted to systems that are likely to be non-magnetic and unevolved; it consists of 17 CVs, of which at least 10 have orbital periods above 3 h. We find that even very generous allowance for selection effects is not sufficient to reconcile the large ratio of short- to long-period CVs predicted by standard CV evolution theory with the observed sample, possibly implying that short-period systems evolve faster than predicted by the disrupted magnetic braking model. This would require that an angular momentum loss mechanism, besides gravitational radiation, acts on CVs with orbital periods below the period gap. To bring the model into agreement with observations, the rate of angular momentum loss below the period gap must be increased by a factor of at least 3, unless the model also over estimates the angular momentum loss rate of long-period CVs.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:17:25 GMT" }, { "version": "v2", "created": "Mon, 18 Feb 2008 11:19:19 GMT" } ]
2009-11-13T00:00:00
[ [ "Pretorius", "Magaretha L.", "" ], [ "Knigge", "Christian", "" ] ]
[ 0.0748479962, 0.0102300206, 0.0930700079, 0.0463496074, -0.0565730035, 0.065101333, -0.0437010564, -0.0959834158, -0.024605019, 0.0354640707, -0.0261014495, -0.0451842435, -0.0632473454, 0.0778143704, 0.1029755846, 0.1263887584, -0.0071577034, 0.001353243, -0.0284189302, 0.0357024409, -0.1263887584, -0.0053004087, 0.0532093495, 0.087296173, -0.0149510587, -0.0332657732, -0.0391190685, 0.084223859, 0.130944252, -0.1386780292, 0.1616674215, -0.0266444031, -0.1409028023, -0.0287367553, -0.1750161201, 0.173532933, 0.04375403, 0.0496073216, -0.0867664665, -0.0678028539, 0.0028273261, -0.1095439866, -0.0227510352, 0.0657899529, -0.0608636551, -0.0000122276, -0.0070782471, -0.1038231179, 0.0036914151, 0.0504018851, -0.0952947885, 0.0097201746, 0.0227775201, -0.1027107313, -0.0143551352, -0.0456080139, -0.0041416683, -0.0331598334, -0.0535006896, -0.0369472578, -0.0117264502, -0.0867664665, -0.0003707969, -0.0385363884, 0.0496073216, 0.0207381379, -0.0453961305, 0.0476738811, -0.0149245737, -0.0162885766, -0.0453431569, -0.0487333015, -0.0165401883, 0.0241944939, 0.0419000424, -0.091480881, -0.1004329771, -0.0523882993, -0.0664256066, 0.1010156572, 0.0550898165, 0.0556195267, 0.0378742516, -0.0562551804, -0.0190960374, 0.0207646228, 0.0288956687, 0.0370267145, -0.0061380123, -0.0347754471, 0.0394368954, 0.1049884781, -0.0192152224, -0.0736296624, 0.0292399805, -0.0073563447, 0.0595923513, -0.1750161201, 0.058479961, -0.0008582954, -0.0276508518, 0.0162356049, 0.0711400211, -0.0967779756, 0.0664785802, -0.019811146, 0.0300875157, 0.0205527395, -0.0871902332, -0.0231748037, 0.0759074092, -0.0637770593, -0.0387217849, 0.0119383344, -0.0950829089, -0.0283394735, -0.1134638339, 0.0608106852, -0.0587448142, -0.0205394961, -0.0629824921, -0.0595393814, 0.0080648316, -0.0313853063, 0.0742653087, 0.0077138986, -0.0073960731, -0.0135075999, -0.0951888487, 0.0143021643, -0.0045190868, -0.0301140007, 0.0388542116, -0.0446810201, -0.1242699176, 0.0070981113, 0.0623468421, -0.0618701018, -0.0488657281, 0.0990027562, 0.0207381379, -0.034484107, -0.0196654759, 0.0053533795, -0.0062936144, 0.0297432039, -0.0446545333, 0.0056976909, -0.0269887131, -0.0041780858, -0.0397017486, 0.0382715315, 0.0080515891, -0.0111503908, -0.0309350509, 0.0032444724, 0.0201554578, 0.0193476491, -0.0990557298, -0.1591248214, 0.0254393127, 0.0091970861, -0.0141829792, -0.0180233754, 0.0384304449, -0.0685974211, -0.1023929045, -0.0114152459, -0.145140484, -0.0351462439, 0.0595923513, -0.0911100805, -0.0383245014, -0.0411849357, 0.0301140007, 0.0917987078, 0.0186987557, -0.0736296624, -0.06531322, 0.009369242, 0.0135340849, 0.1268125176, 0.0514613055, 0.0067339358, -0.0157853514, -0.0391985252, 0.0045819897, 0.0676439404, -0.0201289728, -0.1280838251, 0.0192417074, 0.0184603855, 0.0465350039, 0.0866075531, -0.0768079162, -0.0264325179, 0.0556195267, 0.1035582647, -0.0006323411, -0.0071577034, 0.0551427901, 0.057579454, 0.118231222, -0.0970958024, -0.0544011965, -0.0326301232, 0.067485027, 0.0402579457, 0.01664613, 0.0554076433, 0.0701865479, -0.0810455978, -0.0493159816, 0.0428270362, -0.0457934104, -0.0480446778, -0.0179704037, 0.0394633785, 0.064200826, -0.0040820763, -0.0952947885, 0.0445750803, 0.0208440796, 0.0851773322, -0.0090381736, 0.0372385979, 0.0802510306, 0.0453166738, 0.039913632, 0.0166858584, -0.0154410405, 0.0853362456, -0.0778673366, -0.0471706577, -0.0346165337, -0.0576853976, -0.0199965443, 0.1090142727, -0.0252803992, -0.0535536595, -0.045290187, 0.1343344003, 0.0013375172, 0.0988438427, -0.0915868208, 0.0162620898, -0.0565730035, -0.0908452272, 0.0091904644, 0.088567473, 0.0360732377, -0.0660018399, 0.0036185801, 0.0181160755, 0.0016743796, 0.0431448631 ]
801.1071
John M. Fregeau
John M. Fregeau
X-Ray Binaries and the Dynamical States of Globular Clusters
Conference proceedings from "A Population Explosion: The Nature and Evolution of X-ray Binaries in Diverse Environments," 28 Oct - 2 Nov, St. Petersburg Beach, FL. 4 pages
AIP Conf.Proc.1010:378-381,2008
10.1063/1.2945080
null
astro-ph
null
We summarize and discuss recent work (Fregeau 2007) that presents the confluence of three results suggesting that most Galactic globular clusters are still in the process of core contraction, and have not yet reached the thermal equilibrium phase driven by binary scattering interactions: that 1) the three clusters that appear to be overabundant in X-ray binaries per unit encounter frequency are observationally classified as "core-collapsed," 2) recent numerical simulations of cluster evolution with primordial binaries show that structural parameters of clusters in the binary-burning phase agree only with "core-collapsed" clusters, and 3) a cluster in the binary-burning phase for the last few Gyr should have about 5 times more dynamically formed X-ray sources than if it were in the core contraction phase for the same time.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:19:03 GMT" } ]
2009-06-23T00:00:00
[ [ "Fregeau", "John M.", "" ] ]
[ 0.0500707924, 0.1102811843, 0.0211938489, 0.0295825358, 0.0504627898, 0.0605239868, 0.0760992467, -0.0082580224, 0.0143078081, -0.0315425098, -0.0015859454, -0.0321435668, -0.1065180376, 0.0444260687, -0.0686774775, 0.0519785024, -0.0213506464, 0.0167120416, -0.0216903761, 0.0517433062, -0.0570744313, -0.1356824487, 0.0152747277, -0.0036357511, -0.0873886943, 0.0421263687, -0.0352272615, -0.0035442857, 0.0505673215, -0.024251407, 0.0323003642, -0.0402970575, 0.048502814, -0.0332150199, -0.1259609759, 0.1484353393, 0.0491300076, 0.0646529943, -0.004988133, -0.0575970933, 0.0107471887, -0.0072976351, -0.1099675894, 0.056865368, -0.0142294085, -0.0045765387, 0.0060073193, -0.1136262044, 0.0721792951, 0.0813781098, -0.0835210085, 0.0452361926, 0.027596429, -0.04014026, -0.1089222729, -0.0096496036, -0.0406890549, -0.0436159484, -0.0299483985, -0.0652801916, 0.0391210727, -0.0387029462, 0.0318038389, 0.0786602795, -0.0047562029, 0.0043674745, 0.0197042692, 0.0713953078, 0.1009255797, 0.0819530338, -0.0165421776, -0.1073542908, 0.0349920616, 0.0493913367, 0.0148957996, -0.0127659617, 0.1180165485, 0.011792508, -0.025087662, 0.0468564369, 0.0183584206, 0.069722794, 0.0869183019, -0.0279622916, -0.0105119925, 0.0292950738, 0.0689388067, 0.0867615044, -0.0411855802, -0.0228271596, -0.0249831304, 0.036481645, 0.0691478699, -0.0402970575, 0.0032764226, -0.0946536586, 0.0575448275, -0.0000151464, 0.0460724458, 0.0064907796, -0.04204797, 0.0599490628, -0.0022899027, -0.1509440988, 0.152930215, -0.0423876978, -0.1094449311, 0.0639212728, 0.0248524658, -0.0698795915, -0.0087545486, -0.021625042, -0.055192858, 0.0385722816, -0.0851412565, 0.019782668, -0.0413685106, 0.0346784666, -0.0776672214, 0.0282758866, 0.0220562369, 0.0104858587, -0.0727019534, 0.0292689409, 0.004527539, -0.12972413, 0.1124763563, -0.0982600152, -0.1025458202, 0.0177181624, 0.0976850837, -0.0601581261, 0.0025054996, -0.0258716531, -0.1326510161, 0.0081273578, 0.0145168714, -0.0373962969, -0.0654369891, 0.0560291149, 0.0277009606, -0.0135760838, 0.0249047317, 0.0462553799, -0.0729110166, 0.13766855, -0.1158213764, 0.0110085187, 0.009055078, -0.0131579563, 0.0916744992, -0.0245388709, 0.004815002, -0.0383893512, -0.0206842553, -0.1076678857, -0.0139027461, 0.0804895833, -0.0324571654, -0.0849321932, -0.0203706603, 0.0383370854, -0.0811167732, 0.0557677858, -0.0118121076, 0.0468041711, -0.1000893191, 0.0637644753, -0.1053159162, -0.084984459, 0.0265249778, 0.006330715, -0.042622894, -0.0363248438, -0.1148805916, 0.0779808164, 0.0166859087, -0.0992530659, -0.0855071172, 0.0515342392, -0.0308630522, 0.0158496536, 0.0117467754, -0.1532438099, -0.0577016249, -0.0789738744, -0.0436420813, 0.0369259045, 0.0171563029, -0.0455236547, -0.0323787667, 0.0838346034, 0.0055924584, 0.1679828167, -0.0083102882, -0.0716043711, -0.0084736198, 0.003000393, -0.0110281184, 0.0964829698, 0.0638690069, 0.0580674857, 0.0574402958, -0.0546701998, -0.1004551798, -0.112580888, 0.1198981255, 0.0216773078, -0.085559383, 0.0767787024, 0.0328491591, -0.0944445953, -0.0505411886, 0.0782944113, -0.0112959817, -0.0651233941, -0.0328230262, 0.0723360926, 0.1258564442, 0.0787125453, 0.0676321611, 0.0783989429, -0.0204882585, 0.1009778455, 0.0222783666, -0.0100285318, 0.0623532943, -0.0371872336, 0.097319223, 0.0680502877, 0.030392658, 0.0106426571, -0.0402970575, -0.037056569, 0.0125307646, 0.0218079742, -0.0441647395, 0.0060465187, -0.0211807825, -0.0388074778, -0.088956669, 0.102598086, -0.0432762168, -0.0323264971, -0.1149851233, 0.0504627898, -0.016581377, -0.0286156163, -0.0315947756, 0.0243690051, -0.0485812128, 0.0220562369, -0.0296086688, 0.0028762612, -0.0358283184, -0.0213375799 ]
801.1072
Roberto Capuzzo-Dolcetta
R. Capuzzo-Dolcetta (1), P. Miocchi (1) ((1) Dep. of Physics, Sapienza, Univ. of Roma, Roma, Italy)
Merging of globular clusters within inner galactic regions. II. The Nuclear Star Cluster formation
18 pages, 10 figures, 3 tables. Submitted to ApJ, main journal
null
10.1086/588017
null
astro-ph
null
In this paper we present the results of two detailed N-body simulations of the interaction of a sample of four massive globular clusters in the inner region of a triaxial galaxy. A full merging of the clusters takes place, leading to a slowly evolving cluster which is quite similar to observed Nuclear Clusters. Actually, both the density and the velocity dispersion profiles match qualitatively, and quantitatively after scaling, with observed features of many nucleated galaxies. In the case of dense initial clusters, the merger remnant shows a density profile more concentrated than that of the progenitors, with a central density higher than the sum of the central progenitors central densities. These findings support the idea that a massive Nuclear Cluster may have formed in early phases of the mother galaxy evolution and lead to the formation of a nucleus, which, in many galaxies, has indeed a luminosity profile similar to that of an extended King model. A correlation with galactic nuclear activity is suggested.
[ { "version": "v1", "created": "Mon, 7 Jan 2008 17:21:32 GMT" } ]
2009-11-13T00:00:00
[ [ "Capuzzo-Dolcetta", "R.", "" ], [ "Miocchi", "P.", "" ] ]
[ -0.006102785, 0.0424511805, 0.0419716351, 0.0959090665, 0.076224871, 0.0118516199, 0.1117112264, 0.0434331074, -0.0235662274, -0.0536177345, -0.0097450465, 0.0487309396, -0.2157497257, -0.0044386489, -0.0029100981, -0.0073187752, -0.0066622547, -0.0399392769, 0.0294577852, 0.0185424201, 0.0242512915, -0.0223102756, 0.043273259, 0.0104244025, -0.1174657717, -0.0589155704, -0.0272199064, 0.0372218527, 0.033979211, -0.1122592762, 0.0644417554, -0.0016484371, -0.0037821284, -0.014523373, -0.1457817852, 0.1991254836, 0.0553075597, 0.15528135, -0.1445943415, -0.0073416107, -0.0138383079, 0.0654465184, -0.0463103764, 0.0569973886, -0.0152312731, -0.0373131931, 0.0089857662, -0.1184705347, 0.0481372178, 0.0204948541, 0.0168640111, 0.0055376068, 0.053161025, -0.0068849009, -0.1201146841, -0.0202664994, 0.0168640111, 0.003884888, -0.0209858175, 0.0395053998, -0.0677757412, -0.0090428544, 0.0995627418, -0.0029771773, -0.0109096561, 0.0187251028, -0.0014671803, -0.0359430648, 0.0632086396, 0.0301200133, -0.0565863475, -0.011229353, -0.0489592962, 0.0107269725, 0.0113549484, 0.0130048124, -0.0329744518, 0.0008199369, -0.0438898169, 0.0658118874, 0.0776863471, -0.0150485896, 0.0776863471, -0.0703333169, -0.0238402542, 0.0159734264, 0.0430905744, 0.0101047056, -0.1128073335, 0.0339107066, 0.0259411186, -0.0224587061, -0.0040732808, -0.0391400345, 0.054165788, -0.0475434959, -0.0086432341, -0.0824817941, 0.1285181493, 0.0727995485, -0.0011389202, 0.0897434801, 0.0410582162, -0.0737586394, 0.1437722594, -0.0459678471, -0.0714750886, -0.0304397102, 0.0076670162, 0.0209058933, 0.0870945677, 0.1045865566, -0.0826644823, 0.0333626531, -0.101115562, -0.0344130881, 0.0413322411, 0.0463560484, -0.0777776837, 0.1040384993, -0.0047155293, -0.0975532234, 0.0187821928, 0.0380667634, 0.0542114563, -0.1240423918, 0.1538198739, 0.0073929904, -0.0109553272, -0.0477718487, -0.0055261892, -0.0091284877, 0.013861144, 0.0513341874, -0.1158216149, -0.038980186, -0.0218078941, -0.0150371715, -0.0206432845, 0.0292522646, -0.0290924162, -0.0417204425, 0.1118939072, 0.0653551817, -0.0259639546, 0.0916159973, -0.0406471752, -0.0057031643, -0.0754941329, -0.0402589738, 0.0113492394, 0.0203121696, 0.0167612508, -0.0134729398, -0.0468127578, -0.0370620042, -0.0482742302, 0.067273356, 0.0298231523, -0.1051346064, -0.0923467278, 0.0080666374, -0.0929861218, -0.0162360352, -0.00395054, 0.0715207607, -0.0883276835, -0.0137812197, -0.1779341549, -0.0468127578, 0.0245481543, -0.0486395992, -0.0727082044, 0.0344130881, -0.0041532051, -0.0047754725, -0.0485025831, -0.090702571, -0.0722971708, 0.0502837524, 0.026420664, 0.0552618913, 0.0378612466, -0.0912963003, -0.1235856861, 0.0958177224, -0.1363735646, 0.0705616698, 0.013210332, -0.0630716309, -0.0210543238, -0.0126736984, -0.0413094051, 0.1744631529, -0.0329287797, -0.1021203175, 0.0217736419, 0.0234748852, 0.006119912, 0.1103410944, 0.0739869922, 0.0780973807, 0.0015157057, -0.0249135215, -0.090702571, -0.0592352673, 0.0667709783, -0.0010226018, -0.0201637391, 0.0773666501, 0.0576367825, 0.0164301358, -0.0356690399, 0.0131304078, -0.0639850497, -0.0316728279, -0.1630454063, 0.0482742302, 0.0240229368, 0.0207460448, 0.0905198902, 0.026717525, 0.0317413323, 0.0906569064, 0.0066565457, 0.0121256458, 0.0058373227, -0.0240229368, 0.0326090828, 0.0708813667, 0.0350981504, 0.0677757412, -0.0043558702, -0.0675017163, -0.050238084, -0.0301656853, -0.007906789, 0.0759508461, 0.0134615228, -0.0058116326, -0.0923010558, 0.1010242179, 0.046241872, -0.0090656905, -0.0480915457, 0.0093568424, -0.0333626531, -0.0181427989, 0.028727049, 0.0542571284, 0.0042588194, -0.0285900366, -0.0010853995, -0.0406243391, -0.0447118916, -0.0091056526 ]