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034ba01736da1d143cd32c7a904ea933eda889c024c8a63489f1223251fc35a3 | HexHive/datAFLow | thru_zero_flanger.dsp | declare name "Thru Zero Flanger";
declare description "Stereo Thru Zero Flanger - warning can ZERO the sound!";
declare author "Oli Larkin ([email protected])";
declare copyright "Oliver Larkin";
declare version "0.1";
declare licence "GPL";
import("effect.lib");
import("filter.lib");
import("math.lib");
lutsize = 1 << 9;
maxdtms = 20;
smooth_time = 0.005;
rate = hslider("Rate [unit:hz] [OWL:PARAMETER_A]", 0.1, 0., 1, 0.001);
dt = hslider("Delay [unit:ms] [OWL:PARAMETER_B]", 10., 0.5, maxdtms, 0.01) : smooth(tau2pole(smooth_time));
lr_offset = hslider("L-R Offset [OWL:PARAMETER_C]", 0, 0., 1, 0.001) *(0.5) : smooth(tau2pole(smooth_time));
depth = hslider("Depth [unit:%] [OWL:PARAMETER_D]", 20., 3., 100., 1) *(0.01): smooth(tau2pole(smooth_time));
tbllookup(phase)=s1+d*(s2-s1)
with {
i = int(phase * lutsize);
d = decimal(phase * lutsize);
triangle_table = triangle_phasor(float(time)/float(lutsize));
triangle_phasor(t) = ((0<=t) & (t<=0.5))*((2*t-0.5)/0.5) + ((0.5<t) & (t<=1.))*((1.5-2*t)/0.5);
s1 = rdtable(lutsize+1, triangle_table, i);
s2 = rdtable(lutsize+1, triangle_table, i+1);
};
tzflangeunit(x, offset) = staticdelay(x) + moddelay(x)
with {
dtsamples = dt * (float(SR)/1000.);
staticdelay = fdelay(4096, dtsamples);
moddelay = fdelay(4096, modulation) *(-1.); // inverted
phasor = fmod((rate/float(SR) : (+ : decimal) ~ _)+offset, 1.);
modulation = dtsamples + ((tbllookup(phasor)*depth) * dtsamples);
};
process(l,r) = tzflangeunit(l, 0.), tzflangeunit(r, lr_offset); | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/thru_zero_flanger.dsp | faust | inverted | declare name "Thru Zero Flanger";
declare description "Stereo Thru Zero Flanger - warning can ZERO the sound!";
declare author "Oli Larkin ([email protected])";
declare copyright "Oliver Larkin";
declare version "0.1";
declare licence "GPL";
import("effect.lib");
import("filter.lib");
import("math.lib");
lutsize = 1 << 9;
maxdtms = 20;
smooth_time = 0.005;
rate = hslider("Rate [unit:hz] [OWL:PARAMETER_A]", 0.1, 0., 1, 0.001);
dt = hslider("Delay [unit:ms] [OWL:PARAMETER_B]", 10., 0.5, maxdtms, 0.01) : smooth(tau2pole(smooth_time));
lr_offset = hslider("L-R Offset [OWL:PARAMETER_C]", 0, 0., 1, 0.001) *(0.5) : smooth(tau2pole(smooth_time));
depth = hslider("Depth [unit:%] [OWL:PARAMETER_D]", 20., 3., 100., 1) *(0.01): smooth(tau2pole(smooth_time));
tbllookup(phase)=s1+d*(s2-s1)
with {
i = int(phase * lutsize);
d = decimal(phase * lutsize);
triangle_table = triangle_phasor(float(time)/float(lutsize));
triangle_phasor(t) = ((0<=t) & (t<=0.5))*((2*t-0.5)/0.5) + ((0.5<t) & (t<=1.))*((1.5-2*t)/0.5);
s1 = rdtable(lutsize+1, triangle_table, i);
s2 = rdtable(lutsize+1, triangle_table, i+1);
};
tzflangeunit(x, offset) = staticdelay(x) + moddelay(x)
with {
dtsamples = dt * (float(SR)/1000.);
staticdelay = fdelay(4096, dtsamples);
phasor = fmod((rate/float(SR) : (+ : decimal) ~ _)+offset, 1.);
modulation = dtsamples + ((tbllookup(phasor)*depth) * dtsamples);
};
process(l,r) = tzflangeunit(l, 0.), tzflangeunit(r, lr_offset); |
92116320ee8bc1bc1adf1d795a79a91d0a340f489ab541622ba7b9d86ed8689a | HexHive/datAFLow | lowcut.dsp | declare name "lowcut";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2006";
//------------------------------------------------------------------
// DAFX, Digital Audio Effects (Wiley ed.)
// chapter 2 : filters
// section 2.3 : Equalizers
// page 53 : second order shelving filter design
//------------------------------------------------------------------
import("music.lib");
//------------------- low-frequency shelving cut (table 2.3) --------------------
V0(g) = pow(10,g/-20.0);
K(fc) = tan(PI*fc/SR);
square(x) = x*x;
denom(fc,g) = 1 + sqrt(2*V0(g))*K(fc) + V0(g)*square(K(fc));
lfcut(fc, g) = TF2((1 + sqrt(2)*K(fc) + square(K(fc))) / denom(fc,g),
2 * (square(K(fc)) - 1) / denom(fc,g),
(1 - sqrt(2)*K(fc) + square(K(fc))) / denom(fc,g),
2 * (V0(g)*square(K(fc)) - 1) / denom(fc,g),
(1 - sqrt(2*V0(g))*K(fc) + V0(g)*square(K(fc))) / denom(fc,g)
);
//------------------------------ User Interface -----------------------------------
freq = hslider("freq [unit:Hz][style:knob]", 100, 20, 5000, 1);
att = hslider("attenuation [unit:dB][style:knob]", 0, -96, 10, 0.1);
//----------------------------------- Process -------------------------------------
process = vgroup("low-freq shelving cut", lfcut(freq,att));
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/lowcut.dsp | faust | ------------------------------------------------------------------
DAFX, Digital Audio Effects (Wiley ed.)
chapter 2 : filters
section 2.3 : Equalizers
page 53 : second order shelving filter design
------------------------------------------------------------------
------------------- low-frequency shelving cut (table 2.3) --------------------
------------------------------ User Interface -----------------------------------
----------------------------------- Process ------------------------------------- | declare name "lowcut";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2006";
import("music.lib");
V0(g) = pow(10,g/-20.0);
K(fc) = tan(PI*fc/SR);
square(x) = x*x;
denom(fc,g) = 1 + sqrt(2*V0(g))*K(fc) + V0(g)*square(K(fc));
lfcut(fc, g) = TF2((1 + sqrt(2)*K(fc) + square(K(fc))) / denom(fc,g),
2 * (square(K(fc)) - 1) / denom(fc,g),
(1 - sqrt(2)*K(fc) + square(K(fc))) / denom(fc,g),
2 * (V0(g)*square(K(fc)) - 1) / denom(fc,g),
(1 - sqrt(2*V0(g))*K(fc) + V0(g)*square(K(fc))) / denom(fc,g)
);
freq = hslider("freq [unit:Hz][style:knob]", 100, 20, 5000, 1);
att = hslider("attenuation [unit:dB][style:knob]", 0, -96, 10, 0.1);
process = vgroup("low-freq shelving cut", lfcut(freq,att));
|
7bd302f0a4b83a6bcbcf138a6da808dd217e2feca7517004d829c9f586b997cc | HexHive/datAFLow | waveform2.dsp | process = waveform {10,20,30,40,50,60,70}, ((%(7)~+(3)):max(0):min(7-1)) : rdtable;
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/waveform2.dsp | faust | process = waveform {10,20,30,40,50,60,70}, ((%(7)~+(3)):max(0):min(7-1)) : rdtable;
|
|
1b2fc897ec3258da34003d0ffbbb4c9acdb6eb1367b19b28eef24094b7e22eb9 | HexHive/datAFLow | reverb_designer.dsp | el = library("effect.lib");
N = 16; // Feedback Delay Network (FDN) order (power of 2, 2 to 16)
NB = 5; // Number of T60-controlled frequency-bands (3 or more)
BSO = 3; // Order of each lowpass/highpass bandsplit (odd positive integer)
process = el.fdnrev0_demo(N,NB,BSO);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/reverb_designer.dsp | faust | Feedback Delay Network (FDN) order (power of 2, 2 to 16)
Number of T60-controlled frequency-bands (3 or more)
Order of each lowpass/highpass bandsplit (odd positive integer) | el = library("effect.lib");
process = el.fdnrev0_demo(N,NB,BSO);
|
28389a30995da34e07b48c0c5a8c6a58d84b283b1c8f55b5da0ab5e7266fcb0a | HexHive/datAFLow | test20.dsp | // sharing in second order trandfert function
// only two sample memories should be used
TF2(b0,b1,b2,a1,a2) = sub ~ conv2(a1,a2) : conv3(b0,b1,b2)
with {
conv3(k0,k1,k2,x) = k0*x + k1*x' + k2*x'';
conv2(k0,k1,x) = k0*x + k1*x';
sub(x,y) = y-x;
};
process = TF2(1.25,1.73,1,1.73,1);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/test20.dsp | faust | sharing in second order trandfert function
only two sample memories should be used |
TF2(b0,b1,b2,a1,a2) = sub ~ conv2(a1,a2) : conv3(b0,b1,b2)
with {
conv3(k0,k1,k2,x) = k0*x + k1*x' + k2*x'';
conv2(k0,k1,x) = k0*x + k1*x';
sub(x,y) = y-x;
};
process = TF2(1.25,1.73,1,1.73,1);
|
1e98abc841576c8dcea2ea4d32e3763012b17fef6801eb30b64ab48660eba9c2 | HexHive/datAFLow | gate_compressor.dsp | declare name "gate_compressor";
ol = library("oscillator.lib");
el = library("effect.lib");
fl = library("filter.lib");
process =
// ol.sawtooth_demo <:
// el.gate_demo : el.compressor_demo :> fl.spectral_level_demo <: _,_;
vgroup("[1]sawtooth", ol.sawtooth_demo) <:
vgroup("[2]gate", el.gate_demo) :
vgroup("[3]compressor", el.compressor_demo) :>
vgroup("[4]spectral", fl.spectral_level_demo) <:
_,_;
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/gate_compressor.dsp | faust | ol.sawtooth_demo <:
el.gate_demo : el.compressor_demo :> fl.spectral_level_demo <: _,_; | declare name "gate_compressor";
ol = library("oscillator.lib");
el = library("effect.lib");
fl = library("filter.lib");
process =
vgroup("[1]sawtooth", ol.sawtooth_demo) <:
vgroup("[2]gate", el.gate_demo) :
vgroup("[3]compressor", el.compressor_demo) :>
vgroup("[4]spectral", fl.spectral_level_demo) <:
_,_;
|
4aedb70caefdab2633280f64ae7f191ebfbf5d1a89be808b6bffd78e48baef82 | HexHive/datAFLow | test10.dsp | // partage des expressions lentes
process = +~_;
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/test10.dsp | faust | partage des expressions lentes |
process = +~_;
|
9f64b46e8bd0977cd566fc75d7eb2fec4364391cf5904bf48d2db32dc488e939 | HexHive/datAFLow | multirate_4.dsp | process = serialize; | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/multirate_4.dsp | faust | process = serialize; |
|
1855bd4784c46cb47afac4134d02aea9cbda36b52fa94d15bd9f484d70b6b816 | HexHive/datAFLow | PM-bug19.dsp | // pattern matching doesn't go inside groups
foo(hgroup("", x)) = x*2;
foo(x) = x*3;
process = foo(hgroup("", 10));
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/PM-bug19.dsp | faust | pattern matching doesn't go inside groups |
foo(hgroup("", x)) = x*2;
foo(x) = x*3;
process = foo(hgroup("", 10));
|
41b15fc4e3ba8f65087782cdd158d6d6d262fa64c1705a0bb753caa3b3a4029a | HexHive/datAFLow | PM-bug11.dsp | //ERROR: undefined symbol BoxIdent[f]
f = *(2);
dup(x) = (x,x);
faa(1, dup(f)) = f;
process = faa(1,dup(6));
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/PM-bug11.dsp | faust | ERROR: undefined symbol BoxIdent[f] |
f = *(2);
dup(x) = (x,x);
faa(1, dup(f)) = f;
process = faa(1,dup(6));
|
1fb524511bca3268028b41eab32b0f5b7fa2abb3c08ed4377195bd8a70c84edd | HexHive/datAFLow | virtual_analog_oscillators.dsp | ol = library("oscillator.lib");
fl = library("filter.lib");
el = library("effect.lib");
process =
vgroup("[1]", ol.virtual_analog_oscillator_demo) :
vgroup("[2]", el.moog_vcf_demo) :
vgroup("[3]", fl.spectral_level_demo) <:
_,_;
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/virtual_analog_oscillators.dsp | faust | ol = library("oscillator.lib");
fl = library("filter.lib");
el = library("effect.lib");
process =
vgroup("[1]", ol.virtual_analog_oscillator_demo) :
vgroup("[2]", el.moog_vcf_demo) :
vgroup("[3]", fl.spectral_level_demo) <:
_,_;
|
|
49cd6396cf1420e95cc58c0fa64a1e423b16d49a18a96b8aa888f080a81538d3 | HexHive/datAFLow | test18.dsp | // example of simplification
xchg = _,_ <: !,_,_,!;
Z1 = xchg~_ : !,_;
process = Z1; | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/test18.dsp | faust | example of simplification |
xchg = _,_ <: !,_,_,!;
Z1 = xchg~_ : !,_;
process = Z1; |
312c2539cd2afe6dfe93e9c2824a9779bcd9bd54de617788737ab4bf8b2e9b97 | HexHive/datAFLow | PM-bug7.dsp | n = 666;
fact(0) = 1;
fact(n) = n*fact(n-1);
ack(0) = 1;
ack(1) = 1;
ack(n) = 1 + ack(n-1) + ack(n-2);
process = ack (15), fact(10);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/PM-bug7.dsp | faust | n = 666;
fact(0) = 1;
fact(n) = n*fact(n-1);
ack(0) = 1;
ack(1) = 1;
ack(n) = 1 + ack(n-1) + ack(n-2);
process = ack (15), fact(10);
|
|
945714a984b393fc7dc7d4c1b444b5c4cb5019fa4888a34003d3a5983fb03374 | HexHive/datAFLow | test-max-int.dsp | //-------------------------------------------------
// Check that min and max are able to bound
// infinite intervals
//--------------------------------------------------
import("music.lib");
clip(lo,hi) = max(lo) : min(hi);
smooth(c) = *(1-c) : +~*(c);
d = hslider("delay",0,0,100,1) : smooth(0.999) : clip(0,100);
process = @(d);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/test-max-int.dsp | faust | -------------------------------------------------
Check that min and max are able to bound
infinite intervals
-------------------------------------------------- |
import("music.lib");
clip(lo,hi) = max(lo) : min(hi);
smooth(c) = *(1-c) : +~*(c);
d = hslider("delay",0,0,100,1) : smooth(0.999) : clip(0,100);
process = @(d);
|
923bb504b7db6c06ef201ce8f7dfb2f7ce8259dae88014f2e1760d7e20714a4e | HexHive/datAFLow | test19.dsp | // example of simplification
foo = +~@(1000);
process = foo; | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/test19.dsp | faust | example of simplification |
foo = +~@(1000);
process = foo; |
ff4ebebbae0461380fefde76ad6ef6b75013ea6602135159a148ea5004e0c185 | HexHive/datAFLow | k-alias.dsp |
vol = hslider("volume [osc:/vol 0 10]", 0.1, 0, 1, 0.1);
process = 1 * vol;
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/k-alias.dsp | faust |
vol = hslider("volume [osc:/vol 0 10]", 0.1, 0, 1, 0.1);
process = 1 * vol;
|
|
d676237d08b7408118ca5c311329558b6fb898a0da64cbc4afacba2a327cb70c | HexHive/datAFLow | PM-bug10.dsp | // additional arguments of pm rule where thrown away
cond(1,x,y) = x;
cond(b,x,y) = y;
fact(n) = cond(n>0, \(n).(n*fact(n-1)), \(n).(1)) (n);
fact2(n) = cond(n>0, \(n).(n*fact2(n-1)), \(n).(1), n);
process = fact(10), fact(-10), fact2(10);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/PM-bug10.dsp | faust | additional arguments of pm rule where thrown away |
cond(1,x,y) = x;
cond(b,x,y) = y;
fact(n) = cond(n>0, \(n).(n*fact(n-1)), \(n).(1)) (n);
fact2(n) = cond(n>0, \(n).(n*fact2(n-1)), \(n).(1), n);
process = fact(10), fact(-10), fact2(10);
|
fc484ec27717de4dc1d47baa560a5870a0411e1e10717134be8d279dd7a354cf | HexHive/datAFLow | error01.dsp | //ERROR : inconsistent number of parameters in pattern-matching rule: (x,y) => y;
foo = case { (x,y) => y; (x,x) => x+1; };
foo(x,y) = y;
process = foo(1,1), foo(3,4);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/error01.dsp | faust | ERROR : inconsistent number of parameters in pattern-matching rule: (x,y) => y; |
foo = case { (x,y) => y; (x,x) => x+1; };
foo(x,y) = y;
process = foo(1,1), foo(3,4);
|
ec484f386e7f8cb541f32d91d9fb148e6a8f254e7774466a3f67b027caac5c98 | HexHive/datAFLow | spat.dsp | declare name "spat";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2006";
//==========================================================
//
// GMEM SPAT
// implementation of L. Pottier Spatializer
//
//==========================================================
//------------------------------------------------------
// Volume d'une voie de sortie
//------------------------------------------------------
// i = numero de voie (entre 0 et n-1)
// n = nombre total de voies
// a = angle de la source (entre 0 et 1)
// d = distance de la source (entre 0 et 1)
//------------------------------------------------------
scaler(i,n,a,d) = sqrt(max(0.0, 1.0 - abs( fmod(a+0.5+float(n-i)/n, 1.0) - 0.5 ) * (n*d))) * (d/2.0+0.5);
//------------------------------------------------------
// spatialisateur a N sorties
// n = nombre de sorties
// a = angle de la source (entre 0 et 1)
// d = distance de la source (entre 0 et 1)
//
// utilise le constructeur parametrique : par(i,n,E(i))
// qui met en parallele n expressions E(0), E(1), ...E(n-1)
//------------------------------------------------------
smooth(c) = *(1-c) : +~*(c);
spat(n,a,d) = _ <: par(i, n, *( scaler(i, n, a, d) : smooth(0.9999) ));
//------------------------------------------------------
// EXEMPLE : une entree mono spatialisee sur 8 sorties
//------------------------------------------------------
angle = hslider("angle", 0.0, 0, 1, 0.01);
distance = hslider("distance", 0.5, 0, 1, 0.01);
process = vgroup("Spatializer 1x8", spat(8, angle, distance));
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/spat.dsp | faust | ==========================================================
GMEM SPAT
implementation of L. Pottier Spatializer
==========================================================
------------------------------------------------------
Volume d'une voie de sortie
------------------------------------------------------
i = numero de voie (entre 0 et n-1)
n = nombre total de voies
a = angle de la source (entre 0 et 1)
d = distance de la source (entre 0 et 1)
------------------------------------------------------
------------------------------------------------------
spatialisateur a N sorties
n = nombre de sorties
a = angle de la source (entre 0 et 1)
d = distance de la source (entre 0 et 1)
utilise le constructeur parametrique : par(i,n,E(i))
qui met en parallele n expressions E(0), E(1), ...E(n-1)
------------------------------------------------------
------------------------------------------------------
EXEMPLE : une entree mono spatialisee sur 8 sorties
------------------------------------------------------ | declare name "spat";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2006";
scaler(i,n,a,d) = sqrt(max(0.0, 1.0 - abs( fmod(a+0.5+float(n-i)/n, 1.0) - 0.5 ) * (n*d))) * (d/2.0+0.5);
smooth(c) = *(1-c) : +~*(c);
spat(n,a,d) = _ <: par(i, n, *( scaler(i, n, a, d) : smooth(0.9999) ));
angle = hslider("angle", 0.0, 0, 1, 0.01);
distance = hslider("distance", 0.5, 0, 1, 0.01);
process = vgroup("Spatializer 1x8", spat(8, angle, distance));
|
ffddae027837b52fd0b13a208f1f09f71dda90b3864817b0785e03c481a3c53d | HexHive/datAFLow | rateconflict_1.dsp | up2 = vectorize(1) <: # : serialize;
dw3 = vectorize(3) : [0];
process = up2 ~ dw3; | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/rateconflict_1.dsp | faust | up2 = vectorize(1) <: # : serialize;
dw3 = vectorize(3) : [0];
process = up2 ~ dw3; |
|
09f7e1eeb7ffbdd707f20094ea9a16137e87d42bb8cac7684755d92c88eab218 | HexHive/datAFLow | 20100120-bug.dsp | // BUG : the compiler reports :
// faust: extended/minprim.cpp:40: virtual CTree* MinPrim::computeSigOutput(const std::vector<CTree*, std::allocator<CTree*> >&): Assertion `args.size() == arity()' failed.
// like it was trying to evaluate 2:min
process = vslider("2:min", 0, 0, 1, 0.01);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/20100120-bug.dsp | faust | BUG : the compiler reports :
faust: extended/minprim.cpp:40: virtual CTree* MinPrim::computeSigOutput(const std::vector<CTree*, std::allocator<CTree*> >&): Assertion `args.size() == arity()' failed.
like it was trying to evaluate 2:min |
process = vslider("2:min", 0, 0, 1, 0.01);
|
375d484fec2fc39fd33e3c25fdee7729e94cc75803cfb0217bba256027373f3f | HexHive/datAFLow | HPF.dsp | import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = HPF(x,F,G,Q);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/HPF.dsp | faust | import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = HPF(x,F,G,Q);
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cac94e82caa197e1e27760511b555d38e6d0548734a56949aa54a22c04c09c83 | HexHive/datAFLow | waveform4.dsp | process = (waveform {10,20,30,40,50,60,70}, %(7)~+(3) : rdtable), (waveform {1.1,2.2,3.3,4.4,5.5,6.6,7.7}, %(7)~+(3) : rdtable);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/waveform4.dsp | faust | process = (waveform {10,20,30,40,50,60,70}, %(7)~+(3) : rdtable), (waveform {1.1,2.2,3.3,4.4,5.5,6.6,7.7}, %(7)~+(3) : rdtable);
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87f51591d6b50b76908a630bdac131865d820a99429094703dbd5eb9f768f297 | HexHive/datAFLow | multirate_2.dsp | process = [](0); | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/multirate_2.dsp | faust | process = [](0); |
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3a176ba03b1f4de75d12424aaf7997852f876ccc74b1353b47d59cb50e68a829 | HexHive/datAFLow | error08.dsp | // WARNING : shadowed pattern-matching rule: (x,x) => x,1:+; previous rule was: (x,y) => y;
foo(x,y) = y;
foo(x,x) = x+1;
process = foo(1,1), foo(3,4);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/error08.dsp | faust | WARNING : shadowed pattern-matching rule: (x,x) => x,1:+; previous rule was: (x,y) => y; |
foo(x,y) = y;
foo(x,x) = x+1;
process = foo(1,1), foo(3,4);
|
271a7294a42cefd5ef69ba0c69e1ea621492f1328f6de18d5b20acd07f4cca89 | HexHive/datAFLow | ratepass_4.dsp | up2 = vectorize(1) <: # : serialize;
dw2 = vectorize(2) : [0];
process = (up2,up2:+) ~ dw2; | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/ratepass_4.dsp | faust | up2 = vectorize(1) <: # : serialize;
dw2 = vectorize(2) : [0];
process = (up2,up2:+) ~ dw2; |
|
6886c32862d2c74180b05475ce4cb8a872cb938e6dad2f6d84c79964b0d1f6e4 | HexHive/datAFLow | badfaust.dsp | process = foo;
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/badfaust.dsp | faust | process = foo;
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40063e15da1996553c9c42b103dee52821a1e71b15c9e554a558d6b3451ecc18 | HexHive/datAFLow | t1.dsp | main = +;
process = 3.14;
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/t1.dsp | faust | main = +;
process = 3.14;
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094b8efcbb761891e6ecabec15051d17a001389841364cc71fe7724231cb926a | HexHive/datAFLow | 20091213-empty-label-bug.dsp | // the following expression creates a segmentation fault
process = hslider("",0,-8,8,1);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/20091213-empty-label-bug.dsp | faust | the following expression creates a segmentation fault |
process = hslider("",0,-8,8,1);
|
75c18775888f531882e839b6a8b1b6cfe1ab02831e512b042638a90c618ae5c6 | HexHive/datAFLow | dimensioncheck_2.dsp | process = vectorize(4):[](0); | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/dimensioncheck_2.dsp | faust | process = vectorize(4):[](0); |
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0398528db7a8dd41c01f159e7413aaf2adc43da145607cbde6df9bbbd6138c75 | HexHive/datAFLow | dimensioncheck_4.dsp | process = * ~ (vectorize(4) : serialize);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/dimensioncheck_4.dsp | faust | process = * ~ (vectorize(4) : serialize);
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acb665f86f4ae1ecde8af60dae3729753bad82c36f0450a20d2ad56e00ec209c | HexHive/datAFLow | slowdelay1.dsp | // Faust Template
process = fvariable(float toto, "bidule.h"), (fvariable(float toto, "bidule.h")' <: _,_);
//process = 1' <: _,_;
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/slowdelay1.dsp | faust | Faust Template
process = 1' <: _,_; | process = fvariable(float toto, "bidule.h"), (fvariable(float toto, "bidule.h")' <: _,_);
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ab599c98f7f804a9f40248fd43c4e9540f0c6a94ef9c47423bd4adc443560348 | HexHive/datAFLow | multirate_6.dsp | process = * ~ (vectorize(4) : [](0)));
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/multirate_6.dsp | faust | process = * ~ (vectorize(4) : [](0)));
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7cba4f07abe6e781fca308f366548722e1c5027d50d24ca6add9ebc5151275b7 | HexHive/datAFLow | logical.dsp | // Test logical operators
land = int(_*12345) & int(_*67895);
lor = int(_*12345) | int(_*67895);
lxor = int(_*12345) xor int(_*67895);
process = land, lor, lxor, select2(land, 100, 200), select2(lor, 10, 20), select2(lxor, 1, 2);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/logical.dsp | faust | Test logical operators |
land = int(_*12345) & int(_*67895);
lor = int(_*12345) | int(_*67895);
lxor = int(_*12345) xor int(_*67895);
process = land, lor, lxor, select2(land, 100, 200), select2(lor, 10, 20), select2(lxor, 1, 2);
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afee026f03643632640e5c777b26069d3db82531490ca7bb1fdccede856d03bf | HexHive/datAFLow | v3.dsp | // route visualisation test
//process = +: _: abs;
foo = route(3,2,1,2,3,1) : *;
process = (_,_,_) ~ foo; | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/v3.dsp | faust | route visualisation test
process = +: _: abs; |
foo = route(3,2,1,2,3,1) : *;
process = (_,_,_) ~ foo; |
a6eed0ba165146f17f3f3c57d13fdb1a35cd9b83e6550af5de675152ac2a3866 | HexHive/datAFLow | ratepass_9.dsp | up2 = vectorize(1) <: # : serialize;
dw2 = vectorize(2) : [0];
process = (up2,up2) ~ (dw2,dw2); | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/ratepass_9.dsp | faust | up2 = vectorize(1) <: # : serialize;
dw2 = vectorize(2) : [0];
process = (up2,up2) ~ (dw2,dw2); |
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1287fea31cae93f915ff7521affe476fdee2a91d42d96948551f150885d16f46 | HexHive/datAFLow | numsimplerr8.dsp | process = (0,1:+), (0,2:-), (0,3:*) : -; | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/numsimplerr8.dsp | faust | process = (0,1:+), (0,2:-), (0,3:*) : -; |
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a877508aa62f006b98d96be4d11cba2e44b6c7cf51b723e89a7183beab015a0d | HexHive/datAFLow | error02.dsp | // ERROR : pattern matching failed, no rule of case {(2) => 2; (1) => 1; } matches argument list (3)
foo(1) = 1;
foo(2) = 2;
process = foo(3);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/error02.dsp | faust | ERROR : pattern matching failed, no rule of case {(2) => 2; (1) => 1; } matches argument list (3) |
foo(1) = 1;
foo(2) = 2;
process = foo(3);
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c009be90a2ad3e691c7254492a5a352817ba852543f5e7d4dcd4255d00fefe8a | HexHive/datAFLow | waveform3.dsp | process = waveform {1.1,2.2,3.3,4.4,5.5,6.6,7.7}, %(7)~+(3) : rdtable;
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/waveform3.dsp | faust | process = waveform {1.1,2.2,3.3,4.4,5.5,6.6,7.7}, %(7)~+(3) : rdtable;
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efb13509c2d3584075fa4286ab958450ec4fe7afe143806d7d51653dfb8d5650 | HexHive/datAFLow | test12.dsp |
t(x,y) = x-y, y-x;
process = t~_; | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/test12.dsp | faust |
t(x,y) = x-y, y-x;
process = t~_; |
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3e976b9c816faac60d8a0df4fbb18b74006493c7694174225ca19efcc5dc56a7 | HexHive/datAFLow | numsimplerr2.dsp | process = (0,0) + 0; | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/numsimplerr2.dsp | faust | process = (0,0) + 0; |
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bf2c300ba90db81ddc8dcf441259b57576ab9085789d2aa7eb6d6cbe68269fe2 | HexHive/datAFLow | waveform6.dsp | w1(x) = waveform {10,20,30,40,50,60},int(x):rdtable;
process(x,y) = y*(sin(w1(4*abs(x)))); | https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/waveform6.dsp | faust | w1(x) = waveform {10,20,30,40,50,60},int(x):rdtable;
process(x,y) = y*(sin(w1(4*abs(x)))); |
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ca6e624a3fe95781756e7698008f9e3e80f6289e77a65a75b121c13816c37d4e | HexHive/datAFLow | test25.dsp | //This program crash on faust 0.9.9.1
v = hslider("volume",0,0,100,1);
process = +(v-v'), *(3*v);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/test25.dsp | faust | This program crash on faust 0.9.9.1 |
v = hslider("volume",0,0,100,1);
process = +(v-v'), *(3*v);
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501db5c8a023477273a5a23b802fc4a6d724e715793188c1e670fbdc03fe9960 | HexHive/datAFLow | notch.dsp | import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = notch(x,F,G,Q);
| https://raw.githubusercontent.com/HexHive/datAFLow/b9f3cbc42b1970f8655817c9fb67b1eaba3ae4c0/evaluation/ddfuzz/seeds/faust/notch.dsp | faust | import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = notch(x,F,G,Q);
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6c1490751725a16afe9de5086787ded9204dc54e6efa56b1673b2e35dbf9accc | nyanpasu64-backup/snes-echo | lagrange-delay.dsp | declare name "lagrange delay";
declare version "0.";
declare author "nyanpasu64";
declare license "bsd";
declare copyright "nyanpasu64";
import("delays.lib");
snes2sr = _ * SR / 32000.0;
PRERINGING = 32; // corrupted output at 256
delayt = vslider("Delay samples", 0.5, 0, 1, 0.01) + PRERINGING;
process(l, r) =
fdelaylti(PRERINGING, 2*PRERINGING, delayt, l),
fdelay(2*PRERINGING, delayt, r);
| https://raw.githubusercontent.com/nyanpasu64-backup/snes-echo/8378166012807e96eca69cb2bc3ee9cf5537a69f/snes-echo/test/lagrange-delay.dsp | faust | corrupted output at 256 | declare name "lagrange delay";
declare version "0.";
declare author "nyanpasu64";
declare license "bsd";
declare copyright "nyanpasu64";
import("delays.lib");
snes2sr = _ * SR / 32000.0;
delayt = vslider("Delay samples", 0.5, 0, 1, 0.01) + PRERINGING;
process(l, r) =
fdelaylti(PRERINGING, 2*PRERINGING, delayt, l),
fdelay(2*PRERINGING, delayt, r);
|
956cd50b5c9dc28e4d03639662fa1e5d7c11ec972edc6e187c0f360dc082b0e9 | notam02/studio-3-resources | Sirius_5H5P_Slepian24_2_band.dsp | // Faust Decoder Configuration File
// Written by Ambisonic Decoder Toolbox, version 8.0
// run by thomj on thomjmbp.local (MACI64) at 02-Sep-2021 13:03:28
//------- decoder information -------
// decoder file = ../decoders/Sirius_5H5P_Slepian24_2_band.dsp
// description = Sirius_5H5P_Slepian24_2_band
// speaker array name = Sirius
// horizontal order = 5
// vertical order = 5
// coefficient order = acn
// coefficient scale = SN3D
// input scale = SN3D
// mixed-order scheme = HP
// input channel order: W Y Z X V T R S U Q O M K L N P 44S 43S 42S 41S 40C 41C 42C 43C 44C 55S 54S 53S 52S 51S 50C 51C 52C 53C 54C 55C
// output speaker order: A.1 A.2 A.3 A.4 A.5 A.6 A.7 A.8 A.9 A.10 A.11 A.12 B.1 B.2 B.3 B.4 B.5 B.6 B.7 B.8 C.1 C.2 C.3 C.4
//-------
// start decoder configuration
declare name "Sirius_5H5P_Slepian24_2_band";
// bands
nbands = 2;
// decoder type
decoder_type = 2;
// crossover frequency in Hz
xover_freq = hslider("xover [unit:Hz]",400,200,800,20): dezipper;
// lfhf_balance
lfhf_ratio = hslider("lf/hf [unit:dB]", 0, -3, +3, 0.1): mu.db2linear : dezipper;
// decoder order
decoder_order = 5;
// ambisonic order of each input component
co = ( 0, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5);
// use full or reduced input set
input_full_set = 1;
// delay compensation
delay_comp = 1;
// level compensation
level_comp = 1;
// nfc on input or output
nfc_output = 1;
nfc_input = 0;
// enable output gain and muting controls
output_gain_muting = 1;
// number of speakers
ns = 24;
// radius for each speaker in meters
rs = ( 1.948, 1.963, 1.963, 1.873, 1.98, 1.976, 1.948, 1.941, 1.948, 1.791, 1.911, 1.925, 1.947, 1.942, 1.955, 1.952, 1.953, 1.946, 1.948, 1.946, 1.668, 1.667, 1.655, 1.658);
// per order gains, 0 for LF, 1 for HF.
// Used to implement shelf filters, or to modify velocity matrix
// for max_rE decoding, and so forth. See Appendix A of BLaH6.
gamma(0) = ( 1, 1, 1, 1, 1, 1);
gamma(1) = ( 1, 0.9324695142, 0.8042490924, 0.6282499246, 0.4220050093, 0.2057123111);
// gain matrix
s(00,0) = ( 0.0296372919, -1.95843e-05, 0.0057896039, 0.0730881339, 3.26118e-05, -0.0003390931, -0.05151281, 0.0049144257, 0.1142110655, 0.0001223299, 0.0001640309, -0.0013281401, 0.0147333754, -0.090965776, -0.0138392423, 0.1596613673, 0.000279145, 0.000232145, 5.06822e-05, -0.0022068839, 0.0745055026, -0.0155725042, -0.1212073751, 0.0529662964, 0.2253745041, 5.611e-07, 0.0001969747, 0.0001840117, -0.0002336216, -0.0016392679, 0.0010822545, 0.0782302385, -0.0069219639, -0.0773437089, 0.1574280886, 0.2375647373);
s(01,0) = ( 0.0261186227, -0.0384821979, -0.0026700524, 0.0615301193, -0.1066025357, -0.0081986993, -0.0633183665, 0.0006245729, 0.0569868605, -0.1221607634, 0.0236856998, 0.0342946232, 0.0015103845, -0.0863221092, -0.007226398, -0.0211537598, -0.0819131686, 0.0188155067, 0.0931159517, -0.0064744338, 0.0680691298, -0.0240608427, -0.0607875053, -0.0415849721, -0.1126725657, -0.1185551038, -0.0578008528, 0.1336590711, -0.0595906163, -0.0491598025, 0.004679673, 0.0613975014, -0.0033029515, -0.0325406008, -0.0816904764, -0.2060668965);
s(02,0) = ( 0.0262932656, -0.0623729279, -0.0013404254, 0.0385977104, -0.1074214386, -0.0017461412, -0.0631923362, 0.0081089865, -0.0574803782, -0.0212823814, 0.0216012699, 0.0862049807, -0.0020248598, -0.0348408669, 0.0063579719, -0.123126755, 0.0830442996, -0.0410869315, 0.0917179618, 0.02515023, 0.067928554, 0.0057810415, 0.0600229513, 0.0177046665, -0.1127017557, 0.2055124032, 0.0585990192, -0.0318008758, -0.0588229017, -0.0603674083, 0.0122570694, 0.0487893599, 0.0029948652, 0.1331310113, -0.0815016673, 0.1191085842);
s(03,0) = ( 0.0298471239, -0.0739267003, 0.0059873571, 0.0002646677, 5.47566e-05, -0.0063336416, -0.051575084, 0.0006359773, -0.114773551, 0.1599888301, -2.25169e-05, 0.0901044905, 0.0146329153, 0.0010758943, 0.0131211309, 6.14227e-05, 4.82513e-05, 0.0535965125, 8.48563e-05, 0.0158672329, 0.0738630796, 0.0012676982, 0.1203359764, 0.0001168545, 0.2253744742, -0.2375654514, 3.40479e-05, -0.0768474151, 0.0003176278, -0.0775886392, -0.0002660289, 0.0008140198, 0.0059272084, 9.26243e-05, 0.1573995721, -1.402e-07);
s(04,0) = ( 0.0261146022, -0.0622756437, -0.0031510053, -0.0385932781, 0.107464065, -0.0017517185, -0.0649788977, -0.0080209273, -0.0576481506, -0.0209040605, -0.0220042835, 0.0857818669, -0.001054449, 0.0351909849, 0.0059535828, 0.1230738861, -0.0832291226, -0.0409583117, -0.0916520313, 0.0244054855, 0.0658667267, -0.0051969043, 0.0597630959, -0.0178058421, -0.1126727362, 0.2059628252, -0.058729437, -0.0319784112, 0.0599890332, -0.0608965076, 0.0037223657, -0.0483548981, 0.0031488622, -0.1332100292, -0.0816907623, -0.1191080472);
s(05,0) = ( 0.0263090817, -0.0386540968, -0.0018932011, -0.0621640045, 0.1066370268, -0.0083226593, -0.0631328956, -0.0016812395, 0.0574758651, -0.1229496387, -0.0216167324, 0.0346241893, 5.0112e-05, 0.0857366991, -0.006092116, 0.0209063671, 0.0829653997, 0.0179030443, -0.0930619144, -0.0057338885, 0.0679656867, 0.0243918607, -0.0600299994, 0.0411053653, -0.1127017659, -0.1190083296, 0.0585433446, 0.133220572, 0.054824947, -0.0485961981, 0.0077798797, -0.0608329097, -0.0036464364, 0.032161384, -0.081624962, 0.2060638392);
s(06,0) = ( 0.0296292503, -8.45193e-05, 0.0053092248, -0.0732778199, 0.000433952, -0.0005055268, -0.0525692073, -0.0047261087, 0.114708367, 3.60551e-05, -0.0004677266, -0.0016375109, 0.0136728759, 0.0929510736, -0.0132181776, -0.160037763, -0.000220762, 6.77051e-05, 0.0006721489, -0.0025953813, 0.0731187654, 0.0193302173, -0.120436959, -0.0536918813, 0.2253744393, -4.437e-07, -0.0001557775, 5.52485e-05, 0.0032062799, -0.0018969273, -0.0007637236, -0.0753274363, -0.006009727, 0.0767743639, 0.1573937862, -0.2375649069);
s(07,0) = ( 0.0261205923, 0.0384593354, -0.0031078675, -0.0622781311, -0.1068828114, 0.0079170545, -0.0651097422, -0.0013079841, 0.0575428135, 0.1232038502, 0.0206582294, -0.0351481709, -0.0015090791, 0.0871422337, -0.0062338606, 0.0215031639, -0.0828331376, -0.017415918, 0.0926812224, 0.0052546091, 0.0656760177, 0.0262417015, -0.0599262268, 0.0413671422, -0.1126726849, 0.1190085954, -0.0584500158, -0.1328366827, -0.0537239127, 0.0483358275, 0.004168483, -0.0597293753, -0.0029896384, 0.0319551473, -0.081676188, 0.2054113764);
s(08,0) = ( 0.0255886245, 0.0612835096, -0.0030966295, -0.0382018252, -0.105955888, -7.13922e-05, -0.0642952359, -0.0077796798, -0.0567538696, 0.0214230829, 0.0236642146, -0.0874164032, -0.001292934, 0.034696871, 0.007536571, 0.1219404243, 0.0817241461, 0.0419583945, 0.0939876254, -0.0250985823, 0.0683379839, -0.0060797979, 0.0611484532, -0.019094391, -0.1127019267, -0.2059658503, 0.0576674719, 0.032768133, -0.056680282, 0.0608769175, 0.0106223338, -0.0488749835, 0.0036848631, -0.1338109812, -0.0815545417, -0.1184531284);
s(09,0) = ( 0.0292329849, 0.0721792154, 0.0047768655, 0.0003244608, 0.0002774032, 0.002872546, -0.0524617876, 0.0008187591, -0.1138610633, -0.1594746061, -0.0008021741, -0.0940519994, 0.0143747649, 0.0014861627, 0.0145102711, 0.0001401795, 1.00323e-05, -0.0526110018, 0.0004297569, -0.0188954351, 0.0743185386, 0.0018371873, 0.1217495963, 0.000267683, 0.2253744692, 0.2375655685, 7.0791e-06, 0.0776246539, 0.0032495256, 0.0762050347, 0.000602042, 0.0012096198, 0.0070098241, 0.000211882, 0.1574153715, -2.91e-08);
s(10,0) = ( 0.0261495081, 0.0613897426, -0.0031593822, 0.038114176, 0.106003471, 0.0001899268, -0.063652363, 0.007725573, -0.0565886866, 0.0218238701, -0.0237412133, -0.0867503659, 0.002432507, -0.0343859978, 0.0081058642, -0.1218009735, -0.0813214995, 0.0421230153, -0.0939136791, -0.0240157804, 0.0675410277, 0.0067876456, 0.061404411, 0.0193596738, -0.1126724891, -0.2055089403, -0.05738335, 0.0326137674, 0.0570936424, 0.0617099951, 0.0010865432, 0.0494476261, 0.0031280119, 0.1340198233, -0.0817826635, 0.1184519585);
s(11,0) = ( 0.0257841371, 0.038345021, -0.0027417152, 0.062049985, 0.1070729337, 0.0078414546, -0.0646029742, 0.0011321837, 0.0570774228, 0.1226112238, -0.0226862138, -0.0349687052, -0.0025925821, -0.0864725918, -0.0071824574, -0.0217471873, 0.0819988296, -0.0179521269, -0.092387165, 0.005621003, 0.0674061078, -0.024627907, -0.0606472639, -0.0418335505, -0.1127018911, 0.118555276, 0.0578612983, -0.1329783255, 0.0594745788, 0.0485905792, 0.0110427943, 0.0610510506, -0.0029730947, -0.0323199575, -0.0815310775, -0.2054089523);
s(12,0) = ( 0.026622357, -0.0238751201, 0.0434875818, 0.070961251, -0.0437651961, -0.0317668771, -0.0158513615, 0.1135620978, 0.0612059225, -0.0904039053, -0.1523645722, 0.0119715194, -0.0950014581, 0.0451852102, 0.1269268163, 0.0370906731, -0.0964615919, -0.1730973834, -0.0678561063, 0.0699382398, -0.09206087, -0.0715934225, 0.0948197831, 0.0716603998, -1.24919e-05, -0.0001938912, -0.0680667392, -0.1363552225, 0.1522616963, 0.0643700149, -0.0199755823, -0.0890307275, -0.0073360604, 0.0565519926, 0.0006486562, 0.0002802689);
s(13,0) = ( 0.026861126, -0.0703661223, 0.0423599389, 0.0241881661, -0.0435519199, -0.112716009, -0.0163953468, 0.0324708229, -0.0625077655, 0.0375466632, -0.1524329222, -0.0447879392, -0.0917660231, -0.0113748147, -0.1273867985, -0.0911935225, 0.0964229127, 0.0718991785, -0.0674150104, 0.0714270165, -0.0935573353, -0.069985437, -0.0968365896, -0.1752471421, 1.24869e-05, 0.0001938135, 0.0680394457, 0.0564427132, 0.1536713449, 0.0887839701, -0.0311294984, -0.0647417632, 0.0021860252, -0.1383476216, 0.0003797337, -0.0002801565);
s(14,0) = ( 0.0275112586, -0.0705203764, 0.0452669321, -0.0247724134, 0.0434338254, -0.1128147942, -0.0131458857, -0.0341035531, -0.0621195637, 0.0371146762, 0.1528906188, -0.0444291632, -0.0911414658, 0.0080201263, -0.1267077387, 0.0911285243, -0.0963987407, 0.0715844662, 0.067232073, 0.0722061531, -0.0908240173, 0.0655280603, -0.0962352386, 0.1751254624, -1.24838e-05, -0.0001937649, -0.0680223891, 0.0564345411, -0.1553317394, 0.0893782526, -0.0232591866, 0.0617050989, 0.0024378552, 0.1382492342, 0.0005476334, 0.0002800863);
s(15,0) = ( 0.027005504, -0.0241391063, 0.0438043025, -0.0711112911, 0.0443339059, -0.0322850455, -0.0152116371, -0.1143085009, 0.0618925326, -0.0909872831, 0.1518066438, 0.0115677658, -0.0931759908, -0.0474463496, 0.1264395925, -0.0370242157, 0.0964707161, -0.1747298296, 0.0687371529, 0.0699555534, -0.092364097, 0.0680792959, 0.0958835235, -0.0715301969, 1.24931e-05, 0.0001939096, 0.0680731775, -0.1378825078, -0.1481906552, 0.0645828554, -0.0241309844, 0.0864804718, -0.0028907656, -0.0564515636, 0.0005583259, -0.0002802954);
s(16,0) = ( 0.0280552283, 0.0250847552, 0.0461374141, -0.0716511887, -0.0456736645, 0.0349967468, -0.0110290026, -0.1161144711, 0.0623280903, 0.0907956578, -0.1499045835, -0.005843407, -0.0868793947, -0.0510429024, 0.1271574343, -0.037763741, -0.0966103006, 0.1743680233, -0.0708127782, -0.0622427535, -0.0894519448, 0.0637805054, 0.0965582378, -0.0721879705, -1.25112e-05, -0.0001941902, -0.0681716733, 0.1375932645, 0.1371987526, -0.0592955037, -0.0276372423, 0.0838288596, -0.002503835, -0.05661651, 0.0004134598, 0.000280701);
s(17,0) = ( 0.0281413555, 0.0721894985, 0.0464475035, -0.0248894249, -0.0456560458, 0.1168447692, -0.011212947, -0.0344616249, -0.0614634934, -0.0375043647, -0.1496634455, 0.051297292, -0.0881311177, 0.0064503105, -0.1276979155, 0.0900541341, 0.0960666134, -0.072326066, -0.0706749127, -0.0640701233, -0.0900611659, 0.0624599205, -0.0952188102, 0.1723112035, 1.24408e-05, 0.0001930973, 0.0677880282, -0.057022584, 0.1369273258, -0.0841387112, -0.0263940116, 0.0591811147, 0.0079282983, 0.1356748372, 0.0004736787, -0.0002791213);
s(18,0) = ( 0.0267838761, 0.0715170519, 0.0452399825, 0.024133676, 0.0444997337, 0.1153011317, -0.0135307562, 0.0323469679, -0.0613840996, -0.0377300822, 0.1512693857, 0.0486959728, -0.094533614, -0.0108010755, -0.1282294071, -0.0900581578, -0.0961194605, -0.0722494914, 0.0688835313, -0.0672176562, -0.0893976856, -0.0682447681, -0.0950958625, -0.1723146767, -1.24476e-05, -0.0001932036, -0.067825319, -0.0567210316, -0.1463290115, -0.0862177247, -0.0126824047, -0.0631231633, 0.0095678746, -0.1356806596, 0.0008179936, 0.0002792749);
s(19,0) = ( 0.0275877678, 0.0245975218, 0.0450493123, 0.0710134092, 0.0437174151, 0.033853461, -0.0126028409, 0.1139990135, 0.0620739111, 0.090265156, 0.1521485997, -0.0075339241, -0.0888111287, 0.0459546073, 0.1277488027, 0.0380492322, 0.0965676986, 0.1728351673, 0.0677821452, -0.0639366745, -0.090438473, -0.0710610102, 0.096164514, 0.0727412122, 1.25057e-05, 0.0001941045, 0.0681416118, 0.1361450983, -0.151976896, -0.0602489399, -0.0269969677, -0.088947536, -0.0051230123, 0.0570483424, 0.0004592873, -0.0002805772);
s(20,0) = ( 0.0311086105, -0.0210808865, 0.0783812314, 0.0208876532, -0.0443969769, -0.0585989747, 0.1129873468, 0.0581996921, 0.0013886919, -0.0011209671, 0.0611154621, -0.119714951, 0.1266335231, 0.1191973014, 0.002833572, 0.001794521, -0.0006237558, -0.002259213, -0.0687798589, -0.1585850954, 0.0676939358, 0.1581091619, 0.0021513521, 0.0033349604, -8.08e-08, -1.2538e-06, -0.0004401443, -0.0016926567, -0.3596793911, -0.1078848505, -0.0223359332, 0.1076311622, -5.68739e-05, 0.0027161397, -0.001283805, 1.8123e-06);
s(21,0) = ( 0.0300000938, -0.0211663524, 0.0758833685, -0.0196022992, 0.0445283013, -0.059700243, 0.1106585339, -0.0552744426, 0.0002005767, 0.0007056687, -0.0630448106, -0.1238869052, 0.125393599, -0.1146679463, 0.0005917466, -0.0014159422, -5.5307e-06, 0.0012378554, 0.0689829446, -0.1654648954, 0.0675444655, -0.1531274887, 0.0003107322, -0.0026090909, -7e-10, -1.11e-08, -3.9027e-06, 0.0010668893, 0.3649117489, -0.1129848927, -0.0219827707, -0.1045543964, -0.0004405148, -0.002140676, -0.0012770106, 1.61e-08);
s(22,0) = ( 0.030373865, 0.0208929433, 0.080965396, -0.0207688282, -0.0436623749, 0.058016869, 0.1138776001, -0.0579273925, -0.0011754771, -0.0011754166, 0.0607721496, 0.1183837374, 0.1175880199, -0.118788698, -0.0027547912, 0.0017840255, 0.0014578485, -0.0021498253, -0.0676406237, 0.1567210299, 0.0708388108, -0.1576751939, -0.0018210409, 0.0035267322, 1.888e-07, 2.9303e-06, 0.0010287099, -0.0017819389, -0.3553182372, 0.1065899681, 0.0060032384, -0.1073631394, 0.0008921808, 0.0026899966, -0.0005460623, -4.2358e-06);
s(23,0) = ( 0.0309210905, 0.0210112088, 0.0780298563, 0.0220477946, 0.0450082262, 0.0573942305, 0.110270889, 0.0609142177, -0.0007885529, 0.0001327139, -0.0609307375, 0.1149883962, 0.1203383492, 0.1236198954, -0.0014004302, -0.0018734643, -0.001293991, 0.000362029, 0.0697257016, 0.1507264155, 0.0645725126, 0.1631793124, -0.0012216212, -0.0037022728, -1.676e-07, -2.601e-06, -0.0009130862, 0.0002049725, 0.3621825299, 0.1020483327, -0.0180931513, 0.1108316889, -0.0004618476, -0.0028260242, -0.0011311456, 3.7597e-06);
// ----- do not change anything below here ----
// mask for full ambisonic set to channels in use
input_mask(0) = bus(nc);
input_mask(1) = (_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_);
// Start of decoder implementation. No user serviceable parts below here!
//------------------------------------------------------------------------------
//------------------------------------------------------------------------------
//------------------------------------------------------------------------------
//declare name "Fill in name in configuration section below";
declare version "1.3";
declare author "AmbisonicDecoderToolkit";
declare license "BSD 3-Clause License";
declare copyright "(c) Aaron J. Heller 2013";
/*
Copyright (c) 2013-2019, Aaron J. Heller
All rights reserved.
Redistribution and use in source and binary forms, with or without
modification, are permitted provided that the following conditions are
met:
1. Redistributions of source code must retain the above copyright
notice, this list of conditions and the following disclaimer.
2. Redistributions in binary form must reproduce the above copyright
notice, this list of conditions and the following disclaimer in the
documentation and/or other materials provided with the distribution.
3. Neither the name of the copyright holder nor the names of its
contributors may be used to endorse or promote products derived from
this software without specific prior written permission.
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
"AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
*/
/*
Author: Aaron J. Heller <[email protected]>
$Id: 2882d4f19ef11361be7b33f544f5fb99a3988651 $
*/
// v 1.3 13-Nov-2019 ajh
// . removed definition of route, which is now a language primative
// in FAUST
// v 1.2, 28-Oct-2017 ajh
// . add 6th-order NFC filters
// . fixed error in speaker_chain and speaker_chain2, where speaker
// distance was being indexed by order, not speaker number
// v 1.1 remove dependancies on Faust Libraries, 23-Nov-2016 ajh
// m = library("math.lib");
// mu = library("music.lib");
m = environment {
// from the old math.lib
take (1, (xs, xxs)) = xs;
take (1, xs) = xs;
take (nn, (xs, xxs)) = take (nn-1, xxs);
bus(2) = _,_; // avoids a lot of "bus(1)" labels in block diagrams
bus(n) = par(i, n, _);
SR = min(192000, max(1, fconstant(int fSamplingFreq, <math.h>)));
//PI = 3.1415926535897932385;
// quad precision value
PI = 3.14159265358979323846264338327950288;
};
mu = environment {
// from the old music.lib
db2linear(x) = pow(10, x/20.0);
};
// m.SR from math.lib is an integer, we need a float
SR = float(m.SR);
// descriptive statistics
total(c) = c:>_;
average(c) = total(c)/count(c);
count(c) = R(c) :>_ with {
R((c,cl)) = R(c),(R(cl));
R(c) = 1;
};
rms(c) = R(c) :> /(count(c)) : sqrt with {
R((c,cl)) = R(c),R(cl);
R(c) = (c*c);
};
sup(c) = R(c) with {
R((c,cl)) = max(R(c),R(cl));
R(c) = c;
};
inf(c) = R(c) with {
R((c,cl)) = min(R(c),R(cl));
R(c) = c;
};
// bus
bus(n) = par(i,n,_);
// bus with gains
gain(c) = R(c) with {
R((c,cl)) = R(c),R(cl);
R(1) = _;
R(0) = !:0; // need to preserve number of outputs, faust will optimize away
R(float(0)) = R(0);
R(float(1)) = R(1);
R(c) = *(c);
};
// fir filter (new improved, better behaved)
fir(c) = R(c) :>_ with {
R((c,lc)) = _<: R(c), (mem:R(lc));
R(c) = gain(c);
};
// --- phase-matched bandsplitter from BLaH3
xover(freq,n) = par(i,n,xover1) with {
sub(x,y) = y-x;
k = tan(m.PI*float(freq)/m.SR);
k2 = k^2;
d = (k2 + 2*k + 1);
//d = (k2,2*k,1):>_;
// hf numerator
b_hf = (1/d,-2/d,1/d);
// lf numerator
b_lf = (k2/d, 2*k2/d, k2/d);
// denominator
a = (2 * (k2-1) / d, (k2 - 2*k + 1) / d);
//
xover1 = _:sub ~ fir(a) <: fir(b_lf),fir(b_hf):_,*(-1);
};
shelf(freq,g_lf,g_hf) = xover(freq,1) : gain(g_lf),gain(g_hf):>_;
// from http://old.nabble.com/Re%3A--Faudiostream-devel---ANN--Faust-0.9.24-p28597267.html
// (not used currently, do we need to worry about denormals?)
anti_denormal = pow(10,-20);
anti_denormal_ac = 1 - 1' : *(anti_denormal) : + ~ *(-1);
// UI "dezipper"
smooth(c) = *(1-c) : +~*(c);
dezipper = smooth(0.999);
// physical constants
temp_celcius = 20;
c = 331.3 * sqrt(1.0 + (temp_celcius/273.15)); // speed of sound m/s
// ---- NFC filters ----
// see BesselPoly.m for coefficient calculations
//
// [1] J. Daniel, “Spatial Sound Encoding Including Near Field Effect:
// Introducing Distance Coding Filters and a Viable, New Ambisonic
// Format ,” Preprints 23rd AES International Conference, Copenhagen,
// 2003.
// [2] Weisstein, Eric W. "Bessel Polynomial." From MathWorld--A Wolfram
// Web Resource. http://mathworld.wolfram.com/BesselPolynomial.html
// [3] F. Adriaensen, “Near Field filters for Higher Order
// Ambisonics,” Jul. 2006.
// [4] J. O. Smith, “Digital State-Variable Filters,” CCRMA, May 2013.
//
// [5] "A Filter Primer", https://www.maximintegrated.com/en/app-notes/index.mvp/id/733
// first and second order state variable filters see [4]
// FIXME FIXME this code needs to be refactored, so that the roots are
// passed in rather then hardwired in the code, or another
// API layer, or ...
svf1(g,d1) = _ : *(g) : (+ <: +~_, _ ) ~ *(d1) : !,_ ;
svf2(g,d1,d2) = _ : *(g) : (((_,_,_):> _ <: +~_, _ ) ~ *(d1) : +~_, _) ~ *(d2) : !,_ ;
// these are Bessel filters, see [1,2]
nfc1(r,gain) = svf1(g,d1) // r in meters
with {
omega = c/(float(r)*SR);
// 1 1
b1 = omega/2.0;
g1 = 1.0 + b1;
d1 = 0.0 - (2.0 * b1) / g1;
g = gain/g1;
};
nfc2(r,gain) = svf2(g,d1,d2)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// 1.000000000000000 3.00000000000000 3.00000000000000
b1 = 3.0 * r1;
b2 = 3.0 * r2;
g2 = 1.0 + b1 + b2;
d1 = 0.0 - (2.0 * b1 + 4.0 * b2) / g2; // fixed
d2 = 0.0 - (4.0 * b2) / g2;
g = gain/g2;
};
nfc3(r,gain) = svf2(g,d1,d2):svf1(1.0,d3)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// 1.000000000000000 3.677814645373914 6.459432693483369
b1 = 3.677814645373914 * r1;
b2 = 6.459432693483369 * r2;
g2 = 1.0 + b1 + b2;
d1 = 0.0 - (2.0 * b1 + 4.0 * b2) / g2; // fixed
d2 = 0.0 - (4.0 * b2) / g2;
// 1.000000000000000 2.322185354626086
b3 = 2.322185354626086 * r1;
g3 = 1.0 + b3;
d3 = 0.0 - (2.0 * b3) / g3;
g = gain/(g3*g2);
};
nfc4(r,gain) = svf2(g,d1,d2):svf2(1.0,d3,d4)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// 1.000000000000000 4.207578794359250 11.487800476871168
b1 = 4.207578794359250 * r1;
b2 = 11.487800476871168 * r2;
g2 = 1.0 + b1 + b2;
d1 = 0.0 - (2.0 * b1 + 4.0 * b2) / g2; // fixed
d2 = 0.0 - (4.0 * b2) / g2;
// 1.000000000000000 5.792421205640748 9.140130890277934
b3 = 5.792421205640748 * r1;
b4 = 9.140130890277934 * r2;
g3 = 1.0 + b3 + b4;
d3 = 0.0 - (2.0 * b3 + 4.0 * b4) / g3; // fixed
d4 = 0.0 - (4.0 * b4) / g3;
g = gain/(g3*g2);
};
nfc5(r,gain) = svf2(g,d1,d2):svf2(1.0,d3,d4):svf1(1.0,d5)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// 1.000000000000000 4.649348606363304 18.156315313452325
b1 = 4.649348606363304 * r1;
b2 = 18.156315313452325 * r2;
g2 = 1.0 + b1 + b2;
d1 = 0.0 - (2.0 * b1 + 4.0 * b2) / g2; // fixed
d2 = 0.0 - (4.0 * b2) / g2;
// 1.000000000000000 6.703912798306966 14.272480513279568
b3 = 6.703912798306966 * r1;
b4 = 14.272480513279568 * r2;
g3 = 1.0 + b3 + b4;
d3 = 0.0 - (2.0 * b3 + 4 * b4) / g3; // fixed
d4 = 0.0 - (4.0 * b4) / g3;
// 1.000000000000000 3.646738595329718
b5 = 3.646738595329718 * r1;
g4 = 1.0 + b5;
d5 = 0.0 - (2.0 * b5) / g4;
g = gain/(g4*g3*g2);
};
nfc6(r,gain) = svf2(g,d11,d12):svf2(1.0,d21,d22):svf2(1.0,d31,d32)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// reverse Bessel Poly 6:
// 1 21 210 1260 4725 10395 10395
// factors:
// 1.000000000000000 5.031864495621642 26.514025344067996
// 1.000000000000000 7.471416712651683 20.852823177396761
// 1.000000000000000 8.496718791726696 18.801130589570320
// 1.000000000000000 5.031864495621642 26.514025344067996
b11 = 5.031864495621642 * r1;
b12 = 26.514025344067996 * r2;
g1 = 1.0 + b11 + b12;
d11 = 0.0 - (2.0 * b11 + 4.0 * b12) / g1;
d12 = 0.0 - (4.0 * b12) / g1;
// 1.000000000000000 7.471416712651683 20.852823177396761
b21 = 7.471416712651683 * r1;
b22 = 20.852823177396761 * r2;
g2 = 1.0 + b21 + b22;
d21 = 0.0 - (2.0 * b21 + 4.0 * b22) / g2;
d22 = 0.0 - (4.0 * b22) / g2;
// 1.000000000000000 8.496718791726696 18.801130589570320
b31 = 8.496718791726696 * r1;
b32 = 18.801130589570320 * r2;
g3 = 1.0 + b31 + b32;
d31 = 0.0 - (2.0 * b31 + 4.0 * b32) / g3;
d32 = 0.0 - (4.0 * b32) / g3;
g = gain/(g3*g2*g1);
};
// ---- End NFC filters ----
nfc(0,r,g) = gain(g);
nfc(1,r,g) = nfc1(r,g);
nfc(2,r,g) = nfc2(r,g);
nfc(3,r,g) = nfc3(r,g);
nfc(4,r,g) = nfc4(r,g);
nfc(5,r,g) = nfc5(r,g);
nfc(6,r,g) = nfc6(r,g);
// null NFC filters to allow very high order decoders. FIXME!
nfc(o,r,g) = gain(g);
//declare name "nfctest";
//process = bus(6):(nfc(0,2,1),nfc(1,2,1),nfc(2,2,1),nfc(3,2,1),nfc(4,2,1),nfc(5,2,1)):bus(6);
// top level api to NFC filters
nfc_out(1,order,r,g) = nfc(order,r,g);
nfc_out(0,order,r,g) = _;
nfc_inp(1,order,r,g) = nfc(order,r,g);
nfc_inp(0,order,r,g) = _;
// ---- delay and level
delay(dc,r) = R(dc,r) with {
R(0,r) = _; // delay_comp off
R(1,0) = _; // delay_comp on, but no delay
R(1,float(0)) = R(1,0);
R(1,r) = @(meters2samples(r));
meters2samples(r) = int(m.SR * (float(r)/float(c)) + 0.5);
};
level(lc,r,rmax) = R(lc,r,rmax) with{
R(0,r,rmax) = _; // level_comp off
R(1,r,rmax) = gain(float(r)/float(rmax));
};
delay_level(r) = R(r) with { // delay_comp and level_comp are free variables (fix?)
R((r,rl)) = R(r), R(rl);
R(r) = delay(delay_comp,(r_max-r)) : level(level_comp,r,r_max);
};
// ---- gates
gate(0) = !;
gate(1) = _;
dirac(i,j) = i==j;
gate_bus(order,(o,oss)) = (gate(order==o),gate_bus(order,oss));
gate_bus(order,o) = gate(order==o);
// route (not used)
// route(n_inputs,n_outputs,outs) = m.bus(n_inputs)
// <: par(i,n_outputs,(0,gate_bus(i,outs)):>_)
// : m.bus(n_outputs);
//process = route(4,4,(3,1,1,2)); // test
// deinterleave
deinterleave(n,span) = par(i,n,_) <: par(i,span, par(j,n,gate(%(j,span)==i)));
// 1 band speaker chain
speaker_chain(ispkr) = gain(s(ispkr,0)) // decoder matrix gains
// iterate over orders, select each order from matrix
<: par(jord,no,gate_bus(jord,co)
// sum and apply NFC filter for that order
// at the speaker distance
:> nfc_out(nfc_output,jord,m.take(ispkr+1,rs),1.0))
// sum the orders
:>_;
// 1 band speaker chain -- bad definition
// speaker_chain(i) = gain(s(i,0)) <: par(i,no,gate_bus(i,co):>nfc_out(nfc_output,i,m.take(i+1,rs),1.0)):>_;
// near field correction at input, nfc_input = 1
nfc_input_bus(nc) = par(i,nc, nfc_inp(nfc_input, m.take(i+1,co), r_bar, 1.0));
// per order gains
gamma_bus(n) = par(i,nc, gain( m.take(m.take(i+1,co)+1, gamma(n))));
// output gain and muting
// note in GUI elements, dezipper should be last in chain. Dezipper runs in sample time, rest runs in slow (GUI) time
output_gain = hslider("gain [unit:dB]", 0, -30, +10, 1): mu.db2linear :*(checkbox("mute")<0.5): dezipper;
gain_muting_bus(0,n) = bus(n);
gain_muting_bus(1,n) = par(i,n,*(output_gain));
// one band decoder
decoder(1,nc,ns) = nfc_input_bus(nc)
: gamma_bus(0)
<: par(is,ns, speaker_chain(is))
: delay_level(rs);
// two band decoder
// there are two variants of the two-band decoder
// 1. classic, with shelf-filters and one matrix
// 2. vienna, bandsplitting filters and separate LF and HF matricies.
// classic shelf filter decoder
decoder(2,nc,ns) = nfc_input_bus(nc)
: par(i,nc, shelf(xover_freq,m.take(m.take(i+1,co)+1, gamma(0))/lfhf_ratio,
m.take(m.take(i+1,co)+1, gamma(1))*lfhf_ratio))
<: par(is,ns, speaker_chain(is))
: delay_level(rs);
// vienna decoder
// FIXME FIXME need to incorporate lfhf_ratio
decoder(3,nc,ns) = bus(nc)
: nfc_input_bus(nc)
: xover(xover_freq,nc) : deinterleave(2*nc,2)
: (gamma_bus(0),gamma_bus(1)) : bus(2*nc)
<: par(j, ns, speaker_chain2(j,nc))
: delay_level(rs)
;
// 2 band speaker chain for vienna decoder
// i is speaker, j is order
speaker_chain2(i,nc) = gain(s(i,0)), gain(s(i,1))
:> bus(nc)
<: par(j,no,gate_bus(j,co):>nfc_out(nfc_output,j,m.take(i+1,rs),1.0))
:>_ ;
//process = speaker_chain2(1,16); // test
// --------------------------------------
// things calculated from decoder config
// maximum and average speaker distance
r_max = sup(rs);
r_bar = (rs :> float) / float(count(rs));
// number of ambisonic orders, including 0
no = decoder_order+1;
// number of input component signals
nc = count(co);
// the top-level process
process = input_mask(input_full_set):decoder(decoder_type,nc,ns):gain_muting_bus(output_gain_muting,ns);
// End of decoder implementation. No user serviceable parts above here!
//------------------------------------------------------------------------------
//------------------------------------------------------------------------------
//------------------------------------------------------------------------------
//EOF!
| https://raw.githubusercontent.com/notam02/studio-3-resources/a007fa58e0090e46a50f4bf537cd600628598c45/faust/Sirius_5H5P_Slepian24_2_band.dsp | faust | Faust Decoder Configuration File
Written by Ambisonic Decoder Toolbox, version 8.0
run by thomj on thomjmbp.local (MACI64) at 02-Sep-2021 13:03:28
------- decoder information -------
decoder file = ../decoders/Sirius_5H5P_Slepian24_2_band.dsp
description = Sirius_5H5P_Slepian24_2_band
speaker array name = Sirius
horizontal order = 5
vertical order = 5
coefficient order = acn
coefficient scale = SN3D
input scale = SN3D
mixed-order scheme = HP
input channel order: W Y Z X V T R S U Q O M K L N P 44S 43S 42S 41S 40C 41C 42C 43C 44C 55S 54S 53S 52S 51S 50C 51C 52C 53C 54C 55C
output speaker order: A.1 A.2 A.3 A.4 A.5 A.6 A.7 A.8 A.9 A.10 A.11 A.12 B.1 B.2 B.3 B.4 B.5 B.6 B.7 B.8 C.1 C.2 C.3 C.4
-------
start decoder configuration
bands
decoder type
crossover frequency in Hz
lfhf_balance
decoder order
ambisonic order of each input component
use full or reduced input set
delay compensation
level compensation
nfc on input or output
enable output gain and muting controls
number of speakers
radius for each speaker in meters
per order gains, 0 for LF, 1 for HF.
Used to implement shelf filters, or to modify velocity matrix
for max_rE decoding, and so forth. See Appendix A of BLaH6.
gain matrix
----- do not change anything below here ----
mask for full ambisonic set to channels in use
Start of decoder implementation. No user serviceable parts below here!
------------------------------------------------------------------------------
------------------------------------------------------------------------------
------------------------------------------------------------------------------
declare name "Fill in name in configuration section below";
Copyright (c) 2013-2019, Aaron J. Heller
All rights reserved.
Redistribution and use in source and binary forms, with or without
modification, are permitted provided that the following conditions are
met:
1. Redistributions of source code must retain the above copyright
notice, this list of conditions and the following disclaimer.
2. Redistributions in binary form must reproduce the above copyright
notice, this list of conditions and the following disclaimer in the
documentation and/or other materials provided with the distribution.
3. Neither the name of the copyright holder nor the names of its
contributors may be used to endorse or promote products derived from
this software without specific prior written permission.
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
"AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
Author: Aaron J. Heller <[email protected]>
$Id: 2882d4f19ef11361be7b33f544f5fb99a3988651 $
v 1.3 13-Nov-2019 ajh
. removed definition of route, which is now a language primative
in FAUST
v 1.2, 28-Oct-2017 ajh
. add 6th-order NFC filters
. fixed error in speaker_chain and speaker_chain2, where speaker
distance was being indexed by order, not speaker number
v 1.1 remove dependancies on Faust Libraries, 23-Nov-2016 ajh
m = library("math.lib");
mu = library("music.lib");
from the old math.lib
avoids a lot of "bus(1)" labels in block diagrams
PI = 3.1415926535897932385;
quad precision value
from the old music.lib
m.SR from math.lib is an integer, we need a float
descriptive statistics
bus
bus with gains
need to preserve number of outputs, faust will optimize away
fir filter (new improved, better behaved)
--- phase-matched bandsplitter from BLaH3
d = (k2,2*k,1):>_;
hf numerator
lf numerator
denominator
from http://old.nabble.com/Re%3A--Faudiostream-devel---ANN--Faust-0.9.24-p28597267.html
(not used currently, do we need to worry about denormals?)
UI "dezipper"
physical constants
speed of sound m/s
---- NFC filters ----
see BesselPoly.m for coefficient calculations
[1] J. Daniel, “Spatial Sound Encoding Including Near Field Effect:
Introducing Distance Coding Filters and a Viable, New Ambisonic
Format ,” Preprints 23rd AES International Conference, Copenhagen,
2003.
[2] Weisstein, Eric W. "Bessel Polynomial." From MathWorld--A Wolfram
Web Resource. http://mathworld.wolfram.com/BesselPolynomial.html
[3] F. Adriaensen, “Near Field filters for Higher Order
Ambisonics,” Jul. 2006.
[4] J. O. Smith, “Digital State-Variable Filters,” CCRMA, May 2013.
[5] "A Filter Primer", https://www.maximintegrated.com/en/app-notes/index.mvp/id/733
first and second order state variable filters see [4]
FIXME FIXME this code needs to be refactored, so that the roots are
passed in rather then hardwired in the code, or another
API layer, or ...
these are Bessel filters, see [1,2]
r in meters
1 1
1.000000000000000 3.00000000000000 3.00000000000000
fixed
1.000000000000000 3.677814645373914 6.459432693483369
fixed
1.000000000000000 2.322185354626086
1.000000000000000 4.207578794359250 11.487800476871168
fixed
1.000000000000000 5.792421205640748 9.140130890277934
fixed
1.000000000000000 4.649348606363304 18.156315313452325
fixed
1.000000000000000 6.703912798306966 14.272480513279568
fixed
1.000000000000000 3.646738595329718
reverse Bessel Poly 6:
1 21 210 1260 4725 10395 10395
factors:
1.000000000000000 5.031864495621642 26.514025344067996
1.000000000000000 7.471416712651683 20.852823177396761
1.000000000000000 8.496718791726696 18.801130589570320
1.000000000000000 5.031864495621642 26.514025344067996
1.000000000000000 7.471416712651683 20.852823177396761
1.000000000000000 8.496718791726696 18.801130589570320
---- End NFC filters ----
null NFC filters to allow very high order decoders. FIXME!
declare name "nfctest";
process = bus(6):(nfc(0,2,1),nfc(1,2,1),nfc(2,2,1),nfc(3,2,1),nfc(4,2,1),nfc(5,2,1)):bus(6);
top level api to NFC filters
---- delay and level
delay_comp off
delay_comp on, but no delay
level_comp off
delay_comp and level_comp are free variables (fix?)
---- gates
route (not used)
route(n_inputs,n_outputs,outs) = m.bus(n_inputs)
<: par(i,n_outputs,(0,gate_bus(i,outs)):>_)
: m.bus(n_outputs);
process = route(4,4,(3,1,1,2)); // test
deinterleave
1 band speaker chain
decoder matrix gains
iterate over orders, select each order from matrix
sum and apply NFC filter for that order
at the speaker distance
sum the orders
1 band speaker chain -- bad definition
speaker_chain(i) = gain(s(i,0)) <: par(i,no,gate_bus(i,co):>nfc_out(nfc_output,i,m.take(i+1,rs),1.0)):>_;
near field correction at input, nfc_input = 1
per order gains
output gain and muting
note in GUI elements, dezipper should be last in chain. Dezipper runs in sample time, rest runs in slow (GUI) time
one band decoder
two band decoder
there are two variants of the two-band decoder
1. classic, with shelf-filters and one matrix
2. vienna, bandsplitting filters and separate LF and HF matricies.
classic shelf filter decoder
vienna decoder
FIXME FIXME need to incorporate lfhf_ratio
2 band speaker chain for vienna decoder
i is speaker, j is order
process = speaker_chain2(1,16); // test
--------------------------------------
things calculated from decoder config
maximum and average speaker distance
number of ambisonic orders, including 0
number of input component signals
the top-level process
End of decoder implementation. No user serviceable parts above here!
------------------------------------------------------------------------------
------------------------------------------------------------------------------
------------------------------------------------------------------------------
EOF! |
declare name "Sirius_5H5P_Slepian24_2_band";
nbands = 2;
decoder_type = 2;
xover_freq = hslider("xover [unit:Hz]",400,200,800,20): dezipper;
lfhf_ratio = hslider("lf/hf [unit:dB]", 0, -3, +3, 0.1): mu.db2linear : dezipper;
decoder_order = 5;
co = ( 0, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5);
input_full_set = 1;
delay_comp = 1;
level_comp = 1;
nfc_output = 1;
nfc_input = 0;
output_gain_muting = 1;
ns = 24;
rs = ( 1.948, 1.963, 1.963, 1.873, 1.98, 1.976, 1.948, 1.941, 1.948, 1.791, 1.911, 1.925, 1.947, 1.942, 1.955, 1.952, 1.953, 1.946, 1.948, 1.946, 1.668, 1.667, 1.655, 1.658);
gamma(0) = ( 1, 1, 1, 1, 1, 1);
gamma(1) = ( 1, 0.9324695142, 0.8042490924, 0.6282499246, 0.4220050093, 0.2057123111);
s(00,0) = ( 0.0296372919, -1.95843e-05, 0.0057896039, 0.0730881339, 3.26118e-05, -0.0003390931, -0.05151281, 0.0049144257, 0.1142110655, 0.0001223299, 0.0001640309, -0.0013281401, 0.0147333754, -0.090965776, -0.0138392423, 0.1596613673, 0.000279145, 0.000232145, 5.06822e-05, -0.0022068839, 0.0745055026, -0.0155725042, -0.1212073751, 0.0529662964, 0.2253745041, 5.611e-07, 0.0001969747, 0.0001840117, -0.0002336216, -0.0016392679, 0.0010822545, 0.0782302385, -0.0069219639, -0.0773437089, 0.1574280886, 0.2375647373);
s(01,0) = ( 0.0261186227, -0.0384821979, -0.0026700524, 0.0615301193, -0.1066025357, -0.0081986993, -0.0633183665, 0.0006245729, 0.0569868605, -0.1221607634, 0.0236856998, 0.0342946232, 0.0015103845, -0.0863221092, -0.007226398, -0.0211537598, -0.0819131686, 0.0188155067, 0.0931159517, -0.0064744338, 0.0680691298, -0.0240608427, -0.0607875053, -0.0415849721, -0.1126725657, -0.1185551038, -0.0578008528, 0.1336590711, -0.0595906163, -0.0491598025, 0.004679673, 0.0613975014, -0.0033029515, -0.0325406008, -0.0816904764, -0.2060668965);
s(02,0) = ( 0.0262932656, -0.0623729279, -0.0013404254, 0.0385977104, -0.1074214386, -0.0017461412, -0.0631923362, 0.0081089865, -0.0574803782, -0.0212823814, 0.0216012699, 0.0862049807, -0.0020248598, -0.0348408669, 0.0063579719, -0.123126755, 0.0830442996, -0.0410869315, 0.0917179618, 0.02515023, 0.067928554, 0.0057810415, 0.0600229513, 0.0177046665, -0.1127017557, 0.2055124032, 0.0585990192, -0.0318008758, -0.0588229017, -0.0603674083, 0.0122570694, 0.0487893599, 0.0029948652, 0.1331310113, -0.0815016673, 0.1191085842);
s(03,0) = ( 0.0298471239, -0.0739267003, 0.0059873571, 0.0002646677, 5.47566e-05, -0.0063336416, -0.051575084, 0.0006359773, -0.114773551, 0.1599888301, -2.25169e-05, 0.0901044905, 0.0146329153, 0.0010758943, 0.0131211309, 6.14227e-05, 4.82513e-05, 0.0535965125, 8.48563e-05, 0.0158672329, 0.0738630796, 0.0012676982, 0.1203359764, 0.0001168545, 0.2253744742, -0.2375654514, 3.40479e-05, -0.0768474151, 0.0003176278, -0.0775886392, -0.0002660289, 0.0008140198, 0.0059272084, 9.26243e-05, 0.1573995721, -1.402e-07);
s(04,0) = ( 0.0261146022, -0.0622756437, -0.0031510053, -0.0385932781, 0.107464065, -0.0017517185, -0.0649788977, -0.0080209273, -0.0576481506, -0.0209040605, -0.0220042835, 0.0857818669, -0.001054449, 0.0351909849, 0.0059535828, 0.1230738861, -0.0832291226, -0.0409583117, -0.0916520313, 0.0244054855, 0.0658667267, -0.0051969043, 0.0597630959, -0.0178058421, -0.1126727362, 0.2059628252, -0.058729437, -0.0319784112, 0.0599890332, -0.0608965076, 0.0037223657, -0.0483548981, 0.0031488622, -0.1332100292, -0.0816907623, -0.1191080472);
s(05,0) = ( 0.0263090817, -0.0386540968, -0.0018932011, -0.0621640045, 0.1066370268, -0.0083226593, -0.0631328956, -0.0016812395, 0.0574758651, -0.1229496387, -0.0216167324, 0.0346241893, 5.0112e-05, 0.0857366991, -0.006092116, 0.0209063671, 0.0829653997, 0.0179030443, -0.0930619144, -0.0057338885, 0.0679656867, 0.0243918607, -0.0600299994, 0.0411053653, -0.1127017659, -0.1190083296, 0.0585433446, 0.133220572, 0.054824947, -0.0485961981, 0.0077798797, -0.0608329097, -0.0036464364, 0.032161384, -0.081624962, 0.2060638392);
s(06,0) = ( 0.0296292503, -8.45193e-05, 0.0053092248, -0.0732778199, 0.000433952, -0.0005055268, -0.0525692073, -0.0047261087, 0.114708367, 3.60551e-05, -0.0004677266, -0.0016375109, 0.0136728759, 0.0929510736, -0.0132181776, -0.160037763, -0.000220762, 6.77051e-05, 0.0006721489, -0.0025953813, 0.0731187654, 0.0193302173, -0.120436959, -0.0536918813, 0.2253744393, -4.437e-07, -0.0001557775, 5.52485e-05, 0.0032062799, -0.0018969273, -0.0007637236, -0.0753274363, -0.006009727, 0.0767743639, 0.1573937862, -0.2375649069);
s(07,0) = ( 0.0261205923, 0.0384593354, -0.0031078675, -0.0622781311, -0.1068828114, 0.0079170545, -0.0651097422, -0.0013079841, 0.0575428135, 0.1232038502, 0.0206582294, -0.0351481709, -0.0015090791, 0.0871422337, -0.0062338606, 0.0215031639, -0.0828331376, -0.017415918, 0.0926812224, 0.0052546091, 0.0656760177, 0.0262417015, -0.0599262268, 0.0413671422, -0.1126726849, 0.1190085954, -0.0584500158, -0.1328366827, -0.0537239127, 0.0483358275, 0.004168483, -0.0597293753, -0.0029896384, 0.0319551473, -0.081676188, 0.2054113764);
s(08,0) = ( 0.0255886245, 0.0612835096, -0.0030966295, -0.0382018252, -0.105955888, -7.13922e-05, -0.0642952359, -0.0077796798, -0.0567538696, 0.0214230829, 0.0236642146, -0.0874164032, -0.001292934, 0.034696871, 0.007536571, 0.1219404243, 0.0817241461, 0.0419583945, 0.0939876254, -0.0250985823, 0.0683379839, -0.0060797979, 0.0611484532, -0.019094391, -0.1127019267, -0.2059658503, 0.0576674719, 0.032768133, -0.056680282, 0.0608769175, 0.0106223338, -0.0488749835, 0.0036848631, -0.1338109812, -0.0815545417, -0.1184531284);
s(09,0) = ( 0.0292329849, 0.0721792154, 0.0047768655, 0.0003244608, 0.0002774032, 0.002872546, -0.0524617876, 0.0008187591, -0.1138610633, -0.1594746061, -0.0008021741, -0.0940519994, 0.0143747649, 0.0014861627, 0.0145102711, 0.0001401795, 1.00323e-05, -0.0526110018, 0.0004297569, -0.0188954351, 0.0743185386, 0.0018371873, 0.1217495963, 0.000267683, 0.2253744692, 0.2375655685, 7.0791e-06, 0.0776246539, 0.0032495256, 0.0762050347, 0.000602042, 0.0012096198, 0.0070098241, 0.000211882, 0.1574153715, -2.91e-08);
s(10,0) = ( 0.0261495081, 0.0613897426, -0.0031593822, 0.038114176, 0.106003471, 0.0001899268, -0.063652363, 0.007725573, -0.0565886866, 0.0218238701, -0.0237412133, -0.0867503659, 0.002432507, -0.0343859978, 0.0081058642, -0.1218009735, -0.0813214995, 0.0421230153, -0.0939136791, -0.0240157804, 0.0675410277, 0.0067876456, 0.061404411, 0.0193596738, -0.1126724891, -0.2055089403, -0.05738335, 0.0326137674, 0.0570936424, 0.0617099951, 0.0010865432, 0.0494476261, 0.0031280119, 0.1340198233, -0.0817826635, 0.1184519585);
s(11,0) = ( 0.0257841371, 0.038345021, -0.0027417152, 0.062049985, 0.1070729337, 0.0078414546, -0.0646029742, 0.0011321837, 0.0570774228, 0.1226112238, -0.0226862138, -0.0349687052, -0.0025925821, -0.0864725918, -0.0071824574, -0.0217471873, 0.0819988296, -0.0179521269, -0.092387165, 0.005621003, 0.0674061078, -0.024627907, -0.0606472639, -0.0418335505, -0.1127018911, 0.118555276, 0.0578612983, -0.1329783255, 0.0594745788, 0.0485905792, 0.0110427943, 0.0610510506, -0.0029730947, -0.0323199575, -0.0815310775, -0.2054089523);
s(12,0) = ( 0.026622357, -0.0238751201, 0.0434875818, 0.070961251, -0.0437651961, -0.0317668771, -0.0158513615, 0.1135620978, 0.0612059225, -0.0904039053, -0.1523645722, 0.0119715194, -0.0950014581, 0.0451852102, 0.1269268163, 0.0370906731, -0.0964615919, -0.1730973834, -0.0678561063, 0.0699382398, -0.09206087, -0.0715934225, 0.0948197831, 0.0716603998, -1.24919e-05, -0.0001938912, -0.0680667392, -0.1363552225, 0.1522616963, 0.0643700149, -0.0199755823, -0.0890307275, -0.0073360604, 0.0565519926, 0.0006486562, 0.0002802689);
s(13,0) = ( 0.026861126, -0.0703661223, 0.0423599389, 0.0241881661, -0.0435519199, -0.112716009, -0.0163953468, 0.0324708229, -0.0625077655, 0.0375466632, -0.1524329222, -0.0447879392, -0.0917660231, -0.0113748147, -0.1273867985, -0.0911935225, 0.0964229127, 0.0718991785, -0.0674150104, 0.0714270165, -0.0935573353, -0.069985437, -0.0968365896, -0.1752471421, 1.24869e-05, 0.0001938135, 0.0680394457, 0.0564427132, 0.1536713449, 0.0887839701, -0.0311294984, -0.0647417632, 0.0021860252, -0.1383476216, 0.0003797337, -0.0002801565);
s(14,0) = ( 0.0275112586, -0.0705203764, 0.0452669321, -0.0247724134, 0.0434338254, -0.1128147942, -0.0131458857, -0.0341035531, -0.0621195637, 0.0371146762, 0.1528906188, -0.0444291632, -0.0911414658, 0.0080201263, -0.1267077387, 0.0911285243, -0.0963987407, 0.0715844662, 0.067232073, 0.0722061531, -0.0908240173, 0.0655280603, -0.0962352386, 0.1751254624, -1.24838e-05, -0.0001937649, -0.0680223891, 0.0564345411, -0.1553317394, 0.0893782526, -0.0232591866, 0.0617050989, 0.0024378552, 0.1382492342, 0.0005476334, 0.0002800863);
s(15,0) = ( 0.027005504, -0.0241391063, 0.0438043025, -0.0711112911, 0.0443339059, -0.0322850455, -0.0152116371, -0.1143085009, 0.0618925326, -0.0909872831, 0.1518066438, 0.0115677658, -0.0931759908, -0.0474463496, 0.1264395925, -0.0370242157, 0.0964707161, -0.1747298296, 0.0687371529, 0.0699555534, -0.092364097, 0.0680792959, 0.0958835235, -0.0715301969, 1.24931e-05, 0.0001939096, 0.0680731775, -0.1378825078, -0.1481906552, 0.0645828554, -0.0241309844, 0.0864804718, -0.0028907656, -0.0564515636, 0.0005583259, -0.0002802954);
s(16,0) = ( 0.0280552283, 0.0250847552, 0.0461374141, -0.0716511887, -0.0456736645, 0.0349967468, -0.0110290026, -0.1161144711, 0.0623280903, 0.0907956578, -0.1499045835, -0.005843407, -0.0868793947, -0.0510429024, 0.1271574343, -0.037763741, -0.0966103006, 0.1743680233, -0.0708127782, -0.0622427535, -0.0894519448, 0.0637805054, 0.0965582378, -0.0721879705, -1.25112e-05, -0.0001941902, -0.0681716733, 0.1375932645, 0.1371987526, -0.0592955037, -0.0276372423, 0.0838288596, -0.002503835, -0.05661651, 0.0004134598, 0.000280701);
s(17,0) = ( 0.0281413555, 0.0721894985, 0.0464475035, -0.0248894249, -0.0456560458, 0.1168447692, -0.011212947, -0.0344616249, -0.0614634934, -0.0375043647, -0.1496634455, 0.051297292, -0.0881311177, 0.0064503105, -0.1276979155, 0.0900541341, 0.0960666134, -0.072326066, -0.0706749127, -0.0640701233, -0.0900611659, 0.0624599205, -0.0952188102, 0.1723112035, 1.24408e-05, 0.0001930973, 0.0677880282, -0.057022584, 0.1369273258, -0.0841387112, -0.0263940116, 0.0591811147, 0.0079282983, 0.1356748372, 0.0004736787, -0.0002791213);
s(18,0) = ( 0.0267838761, 0.0715170519, 0.0452399825, 0.024133676, 0.0444997337, 0.1153011317, -0.0135307562, 0.0323469679, -0.0613840996, -0.0377300822, 0.1512693857, 0.0486959728, -0.094533614, -0.0108010755, -0.1282294071, -0.0900581578, -0.0961194605, -0.0722494914, 0.0688835313, -0.0672176562, -0.0893976856, -0.0682447681, -0.0950958625, -0.1723146767, -1.24476e-05, -0.0001932036, -0.067825319, -0.0567210316, -0.1463290115, -0.0862177247, -0.0126824047, -0.0631231633, 0.0095678746, -0.1356806596, 0.0008179936, 0.0002792749);
s(19,0) = ( 0.0275877678, 0.0245975218, 0.0450493123, 0.0710134092, 0.0437174151, 0.033853461, -0.0126028409, 0.1139990135, 0.0620739111, 0.090265156, 0.1521485997, -0.0075339241, -0.0888111287, 0.0459546073, 0.1277488027, 0.0380492322, 0.0965676986, 0.1728351673, 0.0677821452, -0.0639366745, -0.090438473, -0.0710610102, 0.096164514, 0.0727412122, 1.25057e-05, 0.0001941045, 0.0681416118, 0.1361450983, -0.151976896, -0.0602489399, -0.0269969677, -0.088947536, -0.0051230123, 0.0570483424, 0.0004592873, -0.0002805772);
s(20,0) = ( 0.0311086105, -0.0210808865, 0.0783812314, 0.0208876532, -0.0443969769, -0.0585989747, 0.1129873468, 0.0581996921, 0.0013886919, -0.0011209671, 0.0611154621, -0.119714951, 0.1266335231, 0.1191973014, 0.002833572, 0.001794521, -0.0006237558, -0.002259213, -0.0687798589, -0.1585850954, 0.0676939358, 0.1581091619, 0.0021513521, 0.0033349604, -8.08e-08, -1.2538e-06, -0.0004401443, -0.0016926567, -0.3596793911, -0.1078848505, -0.0223359332, 0.1076311622, -5.68739e-05, 0.0027161397, -0.001283805, 1.8123e-06);
s(21,0) = ( 0.0300000938, -0.0211663524, 0.0758833685, -0.0196022992, 0.0445283013, -0.059700243, 0.1106585339, -0.0552744426, 0.0002005767, 0.0007056687, -0.0630448106, -0.1238869052, 0.125393599, -0.1146679463, 0.0005917466, -0.0014159422, -5.5307e-06, 0.0012378554, 0.0689829446, -0.1654648954, 0.0675444655, -0.1531274887, 0.0003107322, -0.0026090909, -7e-10, -1.11e-08, -3.9027e-06, 0.0010668893, 0.3649117489, -0.1129848927, -0.0219827707, -0.1045543964, -0.0004405148, -0.002140676, -0.0012770106, 1.61e-08);
s(22,0) = ( 0.030373865, 0.0208929433, 0.080965396, -0.0207688282, -0.0436623749, 0.058016869, 0.1138776001, -0.0579273925, -0.0011754771, -0.0011754166, 0.0607721496, 0.1183837374, 0.1175880199, -0.118788698, -0.0027547912, 0.0017840255, 0.0014578485, -0.0021498253, -0.0676406237, 0.1567210299, 0.0708388108, -0.1576751939, -0.0018210409, 0.0035267322, 1.888e-07, 2.9303e-06, 0.0010287099, -0.0017819389, -0.3553182372, 0.1065899681, 0.0060032384, -0.1073631394, 0.0008921808, 0.0026899966, -0.0005460623, -4.2358e-06);
s(23,0) = ( 0.0309210905, 0.0210112088, 0.0780298563, 0.0220477946, 0.0450082262, 0.0573942305, 0.110270889, 0.0609142177, -0.0007885529, 0.0001327139, -0.0609307375, 0.1149883962, 0.1203383492, 0.1236198954, -0.0014004302, -0.0018734643, -0.001293991, 0.000362029, 0.0697257016, 0.1507264155, 0.0645725126, 0.1631793124, -0.0012216212, -0.0037022728, -1.676e-07, -2.601e-06, -0.0009130862, 0.0002049725, 0.3621825299, 0.1020483327, -0.0180931513, 0.1108316889, -0.0004618476, -0.0028260242, -0.0011311456, 3.7597e-06);
input_mask(0) = bus(nc);
input_mask(1) = (_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_);
declare version "1.3";
declare author "AmbisonicDecoderToolkit";
declare license "BSD 3-Clause License";
declare copyright "(c) Aaron J. Heller 2013";
m = environment {
take (1, (xs, xxs)) = xs;
take (1, xs) = xs;
take (nn, (xs, xxs)) = take (nn-1, xxs);
bus(n) = par(i, n, _);
SR = min(192000, max(1, fconstant(int fSamplingFreq, <math.h>)));
PI = 3.14159265358979323846264338327950288;
};
mu = environment {
db2linear(x) = pow(10, x/20.0);
};
SR = float(m.SR);
total(c) = c:>_;
average(c) = total(c)/count(c);
count(c) = R(c) :>_ with {
R((c,cl)) = R(c),(R(cl));
R(c) = 1;
};
rms(c) = R(c) :> /(count(c)) : sqrt with {
R((c,cl)) = R(c),R(cl);
R(c) = (c*c);
};
sup(c) = R(c) with {
R((c,cl)) = max(R(c),R(cl));
R(c) = c;
};
inf(c) = R(c) with {
R((c,cl)) = min(R(c),R(cl));
R(c) = c;
};
bus(n) = par(i,n,_);
gain(c) = R(c) with {
R((c,cl)) = R(c),R(cl);
R(1) = _;
R(float(0)) = R(0);
R(float(1)) = R(1);
R(c) = *(c);
};
fir(c) = R(c) :>_ with {
R((c,lc)) = _<: R(c), (mem:R(lc));
R(c) = gain(c);
};
xover(freq,n) = par(i,n,xover1) with {
sub(x,y) = y-x;
k = tan(m.PI*float(freq)/m.SR);
k2 = k^2;
d = (k2 + 2*k + 1);
b_hf = (1/d,-2/d,1/d);
b_lf = (k2/d, 2*k2/d, k2/d);
a = (2 * (k2-1) / d, (k2 - 2*k + 1) / d);
xover1 = _:sub ~ fir(a) <: fir(b_lf),fir(b_hf):_,*(-1);
};
shelf(freq,g_lf,g_hf) = xover(freq,1) : gain(g_lf),gain(g_hf):>_;
anti_denormal = pow(10,-20);
anti_denormal_ac = 1 - 1' : *(anti_denormal) : + ~ *(-1);
smooth(c) = *(1-c) : +~*(c);
dezipper = smooth(0.999);
temp_celcius = 20;
svf1(g,d1) = _ : *(g) : (+ <: +~_, _ ) ~ *(d1) : !,_ ;
svf2(g,d1,d2) = _ : *(g) : (((_,_,_):> _ <: +~_, _ ) ~ *(d1) : +~_, _) ~ *(d2) : !,_ ;
with {
omega = c/(float(r)*SR);
b1 = omega/2.0;
g1 = 1.0 + b1;
d1 = 0.0 - (2.0 * b1) / g1;
g = gain/g1;
};
nfc2(r,gain) = svf2(g,d1,d2)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b1 = 3.0 * r1;
b2 = 3.0 * r2;
g2 = 1.0 + b1 + b2;
d2 = 0.0 - (4.0 * b2) / g2;
g = gain/g2;
};
nfc3(r,gain) = svf2(g,d1,d2):svf1(1.0,d3)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b1 = 3.677814645373914 * r1;
b2 = 6.459432693483369 * r2;
g2 = 1.0 + b1 + b2;
d2 = 0.0 - (4.0 * b2) / g2;
b3 = 2.322185354626086 * r1;
g3 = 1.0 + b3;
d3 = 0.0 - (2.0 * b3) / g3;
g = gain/(g3*g2);
};
nfc4(r,gain) = svf2(g,d1,d2):svf2(1.0,d3,d4)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b1 = 4.207578794359250 * r1;
b2 = 11.487800476871168 * r2;
g2 = 1.0 + b1 + b2;
d2 = 0.0 - (4.0 * b2) / g2;
b3 = 5.792421205640748 * r1;
b4 = 9.140130890277934 * r2;
g3 = 1.0 + b3 + b4;
d4 = 0.0 - (4.0 * b4) / g3;
g = gain/(g3*g2);
};
nfc5(r,gain) = svf2(g,d1,d2):svf2(1.0,d3,d4):svf1(1.0,d5)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b1 = 4.649348606363304 * r1;
b2 = 18.156315313452325 * r2;
g2 = 1.0 + b1 + b2;
d2 = 0.0 - (4.0 * b2) / g2;
b3 = 6.703912798306966 * r1;
b4 = 14.272480513279568 * r2;
g3 = 1.0 + b3 + b4;
d4 = 0.0 - (4.0 * b4) / g3;
b5 = 3.646738595329718 * r1;
g4 = 1.0 + b5;
d5 = 0.0 - (2.0 * b5) / g4;
g = gain/(g4*g3*g2);
};
nfc6(r,gain) = svf2(g,d11,d12):svf2(1.0,d21,d22):svf2(1.0,d31,d32)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b11 = 5.031864495621642 * r1;
b12 = 26.514025344067996 * r2;
g1 = 1.0 + b11 + b12;
d11 = 0.0 - (2.0 * b11 + 4.0 * b12) / g1;
d12 = 0.0 - (4.0 * b12) / g1;
b21 = 7.471416712651683 * r1;
b22 = 20.852823177396761 * r2;
g2 = 1.0 + b21 + b22;
d21 = 0.0 - (2.0 * b21 + 4.0 * b22) / g2;
d22 = 0.0 - (4.0 * b22) / g2;
b31 = 8.496718791726696 * r1;
b32 = 18.801130589570320 * r2;
g3 = 1.0 + b31 + b32;
d31 = 0.0 - (2.0 * b31 + 4.0 * b32) / g3;
d32 = 0.0 - (4.0 * b32) / g3;
g = gain/(g3*g2*g1);
};
nfc(0,r,g) = gain(g);
nfc(1,r,g) = nfc1(r,g);
nfc(2,r,g) = nfc2(r,g);
nfc(3,r,g) = nfc3(r,g);
nfc(4,r,g) = nfc4(r,g);
nfc(5,r,g) = nfc5(r,g);
nfc(6,r,g) = nfc6(r,g);
nfc(o,r,g) = gain(g);
nfc_out(1,order,r,g) = nfc(order,r,g);
nfc_out(0,order,r,g) = _;
nfc_inp(1,order,r,g) = nfc(order,r,g);
nfc_inp(0,order,r,g) = _;
delay(dc,r) = R(dc,r) with {
R(1,float(0)) = R(1,0);
R(1,r) = @(meters2samples(r));
meters2samples(r) = int(m.SR * (float(r)/float(c)) + 0.5);
};
level(lc,r,rmax) = R(lc,r,rmax) with{
R(1,r,rmax) = gain(float(r)/float(rmax));
};
R((r,rl)) = R(r), R(rl);
R(r) = delay(delay_comp,(r_max-r)) : level(level_comp,r,r_max);
};
gate(0) = !;
gate(1) = _;
dirac(i,j) = i==j;
gate_bus(order,(o,oss)) = (gate(order==o),gate_bus(order,oss));
gate_bus(order,o) = gate(order==o);
deinterleave(n,span) = par(i,n,_) <: par(i,span, par(j,n,gate(%(j,span)==i)));
<: par(jord,no,gate_bus(jord,co)
:> nfc_out(nfc_output,jord,m.take(ispkr+1,rs),1.0))
:>_;
nfc_input_bus(nc) = par(i,nc, nfc_inp(nfc_input, m.take(i+1,co), r_bar, 1.0));
gamma_bus(n) = par(i,nc, gain( m.take(m.take(i+1,co)+1, gamma(n))));
output_gain = hslider("gain [unit:dB]", 0, -30, +10, 1): mu.db2linear :*(checkbox("mute")<0.5): dezipper;
gain_muting_bus(0,n) = bus(n);
gain_muting_bus(1,n) = par(i,n,*(output_gain));
decoder(1,nc,ns) = nfc_input_bus(nc)
: gamma_bus(0)
<: par(is,ns, speaker_chain(is))
: delay_level(rs);
decoder(2,nc,ns) = nfc_input_bus(nc)
: par(i,nc, shelf(xover_freq,m.take(m.take(i+1,co)+1, gamma(0))/lfhf_ratio,
m.take(m.take(i+1,co)+1, gamma(1))*lfhf_ratio))
<: par(is,ns, speaker_chain(is))
: delay_level(rs);
decoder(3,nc,ns) = bus(nc)
: nfc_input_bus(nc)
: xover(xover_freq,nc) : deinterleave(2*nc,2)
: (gamma_bus(0),gamma_bus(1)) : bus(2*nc)
<: par(j, ns, speaker_chain2(j,nc))
: delay_level(rs)
;
speaker_chain2(i,nc) = gain(s(i,0)), gain(s(i,1))
:> bus(nc)
<: par(j,no,gate_bus(j,co):>nfc_out(nfc_output,j,m.take(i+1,rs),1.0))
:>_ ;
r_max = sup(rs);
r_bar = (rs :> float) / float(count(rs));
no = decoder_order+1;
nc = count(co);
process = input_mask(input_full_set):decoder(decoder_type,nc,ns):gain_muting_bus(output_gain_muting,ns);
|
f91c7554682de557a770d83cd2c75032df6f202181ab5f217ff1cee24cd33072 | notam02/studio-3-resources | Sirius_5h5p_allrad_5200_rE_max_2_band.dsp | // Faust Decoder Configuration File
// Written by Ambisonic Decoder Toolbox, version 8.0
// run by thomj on thomjmbp.local (MACI64) at 02-Sep-2021 12:40:06
//------- decoder information -------
// decoder file = ../decoders/Sirius_5h5p_allrad_5200_rE_max_2_band.dsp
// description = Sirius_5h5p_allrad_5200_rE_max_2_band
// speaker array name = Sirius
// horizontal order = 5
// vertical order = 5
// coefficient order = acn
// coefficient scale = SN3D
// input scale = SN3D
// mixed-order scheme = HP
// input channel order: W Y Z X V T R S U Q O M K L N P 44S 43S 42S 41S 40C 41C 42C 43C 44C 55S 54S 53S 52S 51S 50C 51C 52C 53C 54C 55C
// output speaker order: A.1 A.2 A.3 A.4 A.5 A.6 A.7 A.8 A.9 A.10 A.11 A.12 B.1 B.2 B.3 B.4 B.5 B.6 B.7 B.8 C.1 C.2 C.3 C.4
//-------
// start decoder configuration
declare name "Sirius_5h5p_allrad_5200_rE_max_2_band";
// bands
nbands = 2;
// decoder type
decoder_type = 2;
// crossover frequency in Hz
xover_freq = hslider("xover [unit:Hz]",400,200,800,20): dezipper;
// lfhf_balance
lfhf_ratio = hslider("lf/hf [unit:dB]", 0, -3, +3, 0.1): mu.db2linear : dezipper;
// decoder order
decoder_order = 5;
// ambisonic order of each input component
co = ( 0, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5);
// use full or reduced input set
input_full_set = 1;
// delay compensation
delay_comp = 1;
// level compensation
level_comp = 1;
// nfc on input or output
nfc_output = 1;
nfc_input = 0;
// enable output gain and muting controls
output_gain_muting = 1;
// number of speakers
ns = 24;
// radius for each speaker in meters
rs = ( 1.948, 1.963, 1.963, 1.873, 1.98, 1.976, 1.948, 1.941, 1.948, 1.791, 1.911, 1.925, 1.947, 1.942, 1.955, 1.952, 1.953, 1.946, 1.948, 1.946, 1.668, 1.667, 1.655, 1.658);
// per order gains, 0 for LF, 1 for HF.
// Used to implement shelf filters, or to modify velocity matrix
// for max_rE decoding, and so forth. See Appendix A of BLaH6.
gamma(0) = ( 1, 1, 1, 1, 1, 1);
gamma(1) = ( 1.756086804, 1.637497409, 1.412331218, 1.103261402, 0.741077428, 0.3612486749);
// gain matrix
s(00,0) = ( 0.0595522499, 2.40327e-05, -0.0339528708, 0.156243339, 5.79562e-05, 2.06492e-05, -0.0694826204, -0.0656288584, 0.193062348, 9.10094e-05, 5.95954e-05, 5.0097e-06, 0.0204776998, -0.0636007007, -0.0695412486, 0.2040183264, 0.0001174199, 0.0001099187, 3.33547e-05, -3.80045e-05, 0.0278136294, -0.0044366691, -0.0346425638, -0.0641973583, 0.1938706012, 0.0001336761, 0.0001597066, 7.26318e-05, -7.42631e-05, -2.96003e-05, 0.0170351579, 0.030269796, -0.0290604169, -0.0109427035, -0.0531171917, 0.1675819121);
s(01,0) = ( 0.0512598599, -0.0659022263, -0.041776811, 0.1162124733, -0.141672759, 0.0435668041, -0.0558850056, -0.0740486847, 0.0850045758, -0.1759689832, 0.0845606595, 0.0238246524, 0.0411964622, -0.0431773624, -0.0464514919, 0.0048586493, -0.1507095229, 0.0938567191, 0.022813669, -0.0155970527, 0.0255352431, 0.0242829329, -0.0151038528, 0.0038955715, -0.0789999184, -0.083184853, 0.0672498967, 0.0110822798, -0.0042522489, -0.0182954175, -0.0062545595, 0.0324273318, -0.0010979623, -0.0019533128, 0.0457785748, -0.1266110602);
s(02,0) = ( 0.0597634832, -0.1329285635, -0.0337180845, 0.0826677184, -0.1727909661, 0.0589247219, -0.069689265, -0.0286618392, -0.0848292798, -0.0206174041, 0.0549425225, 0.0534810895, 0.0198656965, -0.0344877774, 0.0460895001, -0.2007487371, 0.1496856856, -0.0211211563, 0.0315888657, 0.0003447265, 0.0276177538, -0.0088809284, 0.014315401, 0.0681141584, -0.1165014599, 0.1518820849, -0.0667440511, 0.0008758632, 0.0314839933, -0.0267773577, 0.0173842287, 0.0134640261, 0.0011215879, 0.0117129124, 0.0059984685, 0.0554297938);
s(03,0) = ( 0.0597715758, -0.1568133012, -0.0336816099, -1.23375e-05, 2.93952e-05, 0.0649511486, -0.069679913, -5.7048e-06, -0.193743298, 0.2047066919, 1.8621e-05, 0.0635678873, 0.0198755801, 4.5593e-06, 0.0686493325, 4.47017e-05, -5.21839e-05, -0.0631977482, -7.1234e-06, 0.0052612512, 0.0274557948, 1.483e-05, 0.034315909, 3.25788e-05, 0.1944918302, -0.1680895329, -4.39163e-05, -0.0103839195, -2.04229e-05, -0.0294661627, 0.0173695176, -6.2939e-06, 0.029699578, -1.2167e-06, -0.0521159169, -4.83524e-05);
s(04,0) = ( 0.0598197494, -0.1330355266, -0.0336131256, -0.0827722496, 0.1729766423, 0.0587543511, -0.0697197871, 0.0284920038, -0.0848391663, -0.0207448844, -0.054616755, 0.0534185366, 0.0196989145, 0.0344025573, 0.0460890195, 0.2009130963, -0.1497373305, -0.0213946149, -0.0313523616, 0.0004977089, 0.0273839728, 0.0090432138, 0.0143515899, -0.067827312, -0.1167193471, 0.1520998272, 0.066710621, 0.0005871562, -0.0316420621, -0.026497456, 0.0174637764, -0.0131601551, 0.0011227297, -0.011505196, 0.0055515729, -0.0553343839);
s(05,0) = ( 0.0514107025, -0.0661035117, -0.0416271716, -0.1165849832, 0.1421326675, 0.0433950805, -0.056150861, 0.073704268, 0.0853073597, -0.1765760691, -0.0841284585, 0.0239643705, 0.0408283302, 0.0434341669, -0.0461394332, -0.0049100345, 0.1512650741, 0.093215205, -0.0229649712, -0.01530636, 0.0255717064, -0.023754951, -0.015173519, -0.0039870518, -0.0792471225, -0.0835183947, -0.0665734418, 0.0111110154, 0.0037207637, -0.0182573922, -0.0058138269, -0.0322653514, -0.0014463657, 0.0018955821, 0.045537266, 0.1270566763);
s(06,0) = ( 0.0597426053, 9.8368e-06, -0.0337253664, -0.1567285449, -2.59265e-05, 9.6741e-06, -0.0696263354, 0.0650336496, 0.1936423992, 4.26673e-05, -2.43195e-05, -6.4483e-06, 0.0199086911, 0.0635565484, -0.0687607858, -0.2046090855, -5.64688e-05, 4.33768e-05, 8.899e-07, -9.5414e-06, 0.0275283755, 0.0051979387, -0.034359227, 0.0633378912, 0.1944107105, 6.52364e-05, -6.38422e-05, 1.35727e-05, 2.39359e-05, -1.67459e-05, 0.0173138534, -0.0295742691, -0.0296477197, 0.0104800725, -0.0522794053, -0.168030937);
s(07,0) = ( 0.0597471104, 0.0826433789, -0.0337774538, -0.1328922213, -0.1727373482, -0.02876281, -0.0696733423, 0.0590210467, 0.0848065225, 0.2006816818, 0.0550992023, -0.0344930372, 0.0199720853, 0.0534767316, -0.0460848272, 0.0206087991, -0.1496277811, -0.0682071189, 0.0316327439, -0.0088251678, 0.0276593941, 0.0002590305, -0.014292835, 0.0210079055, -0.116457597, 0.055405103, 0.0667098687, -0.011751671, 0.0314357783, 0.0135792743, 0.0173732992, -0.0268510422, -0.0010860344, -0.0009583197, 0.0061202815, 0.1518145709);
s(08,0) = ( 0.0512114704, 0.1161120864, -0.04177453, -0.0658338404, -0.1415309119, -0.0740752331, -0.0558441412, 0.0435924854, -0.0849529933, -0.0049035938, 0.0846365, -0.0431443338, 0.0413050024, 0.0237838615, 0.0464735668, 0.1758113433, 0.1506091782, -0.0039247266, 0.0227623141, 0.0244535217, 0.0254700781, -0.0157040557, 0.0151126937, -0.0939661431, -0.0788735119, -0.1264673232, -0.0673451549, 0.0019998312, -0.0044515298, 0.0323623846, -0.0063633038, -0.0182488166, 0.0010164524, -0.0110619384, 0.0458739249, -0.0831757817);
s(09,0) = ( 0.0594305546, 0.155906548, -0.0341709692, -2.04589e-05, -4.4661e-05, -0.066119686, -0.0693225712, 1.7912e-06, -0.1926440384, -0.2035769313, -1.05056e-05, -0.0635869889, 0.0208476084, -1.34795e-05, 0.0701518926, 6.46033e-05, 7.63884e-05, 0.0648465375, -3.3426e-05, -0.0039126978, 0.0280910249, 2.93442e-05, 0.0348304673, 3.45219e-05, 0.1934506486, 0.1672174238, 6.43258e-05, 0.0112899938, 5.19121e-05, 0.0308314876, 0.0167257048, 3.608e-07, 0.0286435147, 5.31244e-05, -0.0537259725, -7.87516e-05);
s(10,0) = ( 0.0511830447, 0.1160275069, -0.0418376563, 0.0657873725, 0.1414234061, -0.0741823971, -0.0557339822, -0.0436464436, -0.084884947, -0.004895282, -0.0847544288, -0.0430322161, 0.0413565048, -0.0237148136, 0.0465636537, -0.175678208, -0.1505002621, -0.0038884822, -0.0226777631, 0.0245404887, 0.0254708581, 0.0157331553, 0.0150798932, 0.0941342031, -0.0788249302, -0.1263963504, 0.0675275745, 0.0020187579, 0.0045145146, 0.0324235083, -0.0064808713, 0.0182773367, 0.0009236481, 0.0110254304, 0.0459218127, 0.0831154392);
s(11,0) = ( 0.0596125831, 0.0824540694, -0.0339168699, 0.1326007598, 0.1723651244, -0.02895121, -0.0695482235, -0.0593309795, 0.0846246903, 0.200265218, -0.0555358606, -0.0345304134, 0.0203179954, -0.0534430897, -0.0462981088, -0.020584971, 0.1493018742, -0.0687622475, -0.0318108076, -0.0085427879, 0.0278414909, 0.0001560446, -0.0142678354, -0.020954851, -0.1162666175, 0.0552202892, -0.0671786216, -0.0119930993, -0.0310460149, 0.0138083401, 0.01711896, 0.0272062318, -0.0008828888, 0.0011277174, 0.0064515432, -0.1515581609);
s(12,0) = ( 0.042373213, -0.0447581722, 0.0598552286, 0.0937867627, -0.0883017227, -0.0570147021, -0.0243050073, 0.1218364686, 0.0709112755, -0.0969943716, -0.1163877672, -0.0098255309, -0.0961799355, 0.0243603645, 0.0969494897, 0.0219106991, -0.0703667188, -0.1332646647, -0.0494619008, 0.0413782628, -0.063572646, -0.0883295405, 0.0458239835, 0.0343432838, -0.0171579855, -0.0313877126, -0.1007406034, -0.0769848772, 0.0375916354, 0.03951784, 0.0208071172, -0.09268592, -0.0296050471, 0.0253686356, -0.0200681817, -0.0269034173);
s(13,0) = ( 0.035583858, -0.0803140476, 0.0539885657, 0.031126492, -0.0628644619, -0.1109541074, -0.0121754263, 0.045502187, -0.0711085233, 0.0428146121, -0.0937806167, -0.0349288964, -0.0795313966, 0.019489988, -0.0979253, -0.0765143575, 0.070825345, 0.0551400935, -0.0592756525, 0.0683040972, -0.0675119287, -0.0215724355, -0.0473702703, -0.114587406, 0.0139514151, 0.005158643, 0.1027648058, 0.0237558305, 0.0080695829, 0.0912509707, 0.0004192724, -0.0371172618, 0.0288886818, -0.0819452898, 0.0113872969, 0.0540088865);
s(14,0) = ( 0.0433206365, -0.0936495668, 0.0725235936, -0.0308843087, 0.0622358075, -0.1412400948, 0.0057074119, -0.045239648, -0.0819005527, 0.0504472722, 0.0928235082, -0.0752026597, -0.07416279, -0.0196990731, -0.1239278132, 0.075648833, -0.0700022874, 0.0745065317, 0.058843779, 0.0330676491, -0.0802355168, 0.0206690255, -0.0872930857, 0.1129388047, 0.0189437522, 0.0021761397, -0.1008330313, 0.0561758096, -0.0071942353, 0.0758821903, -0.0264750617, 0.0358868124, -0.0156781836, 0.080263128, 0.0245433237, -0.0534094285);
s(15,0) = ( 0.0426068691, -0.0448977821, 0.0605973307, -0.0940496166, 0.0883827329, -0.0575044715, -0.0233517655, -0.1229400635, 0.0709101288, -0.0968604941, 0.1170710163, -0.0106403221, -0.0959402236, -0.0263524736, 0.0975492251, -0.0217826834, 0.0700680235, -0.1337075481, 0.0509589098, 0.0407171929, -0.0647072489, 0.0866656718, 0.0473654164, -0.0344456805, -0.0171994175, -0.0311133565, 0.1007935359, -0.0784610386, -0.0359438062, 0.0395042078, 0.0189042487, 0.092782611, -0.0278122643, -0.0260311933, -0.0201308026, 0.0267715706);
s(16,0) = ( 0.0439518713, 0.0314788553, 0.0739780065, -0.0945351879, -0.0631057772, 0.0463844553, 0.0070740956, -0.1431099751, 0.0821380284, 0.0762710147, -0.0945429778, 0.020896029, -0.0735171873, -0.0775750548, 0.1245308392, -0.050092956, -0.0701212262, 0.1142170406, -0.0609448662, -0.0198813625, -0.0803856951, 0.0307492427, 0.0883611927, -0.0739076242, 0.0183941931, 0.0531225244, -0.101121854, 0.0820257956, 0.0052368106, -0.0356010151, -0.0272680768, 0.0739066639, 0.0172559259, -0.055681426, 0.0235229209, 0.0025391542);
s(17,0) = ( 0.0508812815, 0.108359884, 0.0800600517, -0.0451083541, -0.088552935, 0.1545009342, -0.0050916713, -0.0578744206, -0.0823633995, -0.0296013722, -0.1171117679, 0.0672188384, -0.0904662527, -0.0112150108, -0.1242334291, 0.0967898127, 0.0697155288, -0.0538662714, -0.0510700942, -0.0510303443, -0.0767337092, 0.0396117059, -0.0873216574, 0.1328925709, -0.0123858726, -0.0240668752, 0.0991587951, -0.0580477898, 0.0346734617, -0.0758244154, -0.0069479156, 0.0378202383, -0.0165449053, 0.077014756, -0.0072448761, -0.0305235231);
s(18,0) = ( 0.0427019872, 0.0943833743, 0.0604934264, 0.0450198646, 0.0887087453, 0.1228540565, -0.0239474136, 0.0574705973, -0.0713087778, -0.0220655742, 0.1170904844, 0.0252677295, -0.0962619885, 0.0102867457, -0.097635302, -0.0973326769, -0.0705182557, -0.0346438735, 0.0502793526, -0.0877372254, -0.0638941708, -0.0409667348, -0.0464997677, -0.1338758559, -0.0171233223, -0.0268506951, -0.1010847866, -0.0256456759, -0.0366470681, -0.0922746685, 0.0202710205, -0.0391688043, 0.0290835907, -0.0777687233, -0.0199753686, 0.0313821036);
s(19,0) = ( 0.043628032, 0.0311641725, 0.0729280259, 0.0943228638, 0.0627624535, 0.0455371651, 0.0054448059, 0.1420404404, 0.0823601738, 0.0761187927, 0.0933950539, 0.0195759062, -0.0749003156, 0.0751536205, 0.1244752142, 0.0504998662, 0.0701331545, 0.1134012634, 0.05874631, -0.0211571385, -0.0804732727, -0.0339434641, 0.0873785284, 0.074522809, 0.0187289448, 0.0531607795, 0.100771571, 0.0801001633, -0.0079738928, -0.0361339534, -0.0257983877, -0.076433164, 0.0152740378, 0.056127232, 0.0242041474, -0.0023588953);
s(20,0) = ( 0.0442293156, -0.0387461412, 0.1112286558, 0.0390696095, -0.0210686308, -0.0906303403, 0.1253980532, 0.0912357201, 0.0004046721, -0.0005588397, -0.0517892992, -0.1286141538, 0.0832659034, 0.1291188287, 0.0008402558, -2.9525e-05, -0.0002157705, -0.0013642263, -0.0823943139, -0.1313855905, 0.0095483398, 0.131330528, 0.0009841618, -0.0001567638, 0.0040844567, -0.0011865903, -0.0005307609, -0.0021185379, -0.0983979396, -0.0971166314, -0.0581173322, 0.0963593411, 0.0005877672, -0.0004236539, 0.0112273574, 0.0010805231);
s(21,0) = ( 0.0363816363, -0.0254128365, 0.0928954288, -0.0383599028, 0.0208970708, -0.0609939262, 0.1090074361, -0.089904571, 0.0107095974, -0.0079898692, 0.0516487795, -0.0906797525, 0.0808642679, -0.1280283893, 0.0254892965, 0.0002914298, 0.0001568425, -0.0204166139, 0.0828576758, -0.1006545015, 0.0255186277, -0.1315755271, 0.0383583004, 0.0009219385, -0.0008441375, 0.0016635625, 0.0003090783, -0.0342221992, 0.1002049785, -0.0875546316, -0.029608747, -0.0983942091, 0.0413796351, 0.0019871942, -0.0021224117, -0.0009866482);
s(22,0) = ( 0.0289571129, 0.0251479474, 0.0755568778, -0.0251157157, -0.0206427606, 0.0604693417, 0.0935988627, -0.0604426251, -0.0001002048, 0.0077090395, -0.0511932649, 0.0902094179, 0.0790595507, -0.0902912312, -0.0001955495, 0.0079319174, 0.0001675775, 0.0198884685, -0.0825835236, 0.1007609305, 0.041903102, -0.101052952, -0.0001909413, 0.0203987869, -0.0056466977, -0.0019109026, 0.0004159745, 0.0338358559, -0.1007897865, 0.0886946955, -0.0002094612, -0.0892058884, -1.58861e-05, 0.0345561071, -0.0151758303, 0.0017048924);
s(23,0) = ( 0.036939253, 0.0392527226, 0.0941137639, 0.0257489516, 0.0213006062, 0.0916829485, 0.1098893085, 0.0616684578, -0.0112469346, 5.83482e-05, 0.0524747681, 0.1298367026, 0.0806782453, 0.0913831371, -0.0266202317, -0.0082308083, -0.000214569, 0.0003802069, 0.0837976949, 0.1323015191, 0.0244065661, 0.1009868439, -0.0397287294, -0.0209321142, -0.0007365654, 0.001070333, -0.0004365997, 0.0011982065, 0.100717363, 0.0975877859, -0.0307132451, 0.0873661544, -0.0423139909, -0.0348574931, -0.0018444503, -0.0016918569);
// ----- do not change anything below here ----
// mask for full ambisonic set to channels in use
input_mask(0) = bus(nc);
input_mask(1) = (_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_);
// Start of decoder implementation. No user serviceable parts below here!
//------------------------------------------------------------------------------
//------------------------------------------------------------------------------
//------------------------------------------------------------------------------
//declare name "Fill in name in configuration section below";
declare version "1.3";
declare author "AmbisonicDecoderToolkit";
declare license "BSD 3-Clause License";
declare copyright "(c) Aaron J. Heller 2013";
/*
Copyright (c) 2013-2019, Aaron J. Heller
All rights reserved.
Redistribution and use in source and binary forms, with or without
modification, are permitted provided that the following conditions are
met:
1. Redistributions of source code must retain the above copyright
notice, this list of conditions and the following disclaimer.
2. Redistributions in binary form must reproduce the above copyright
notice, this list of conditions and the following disclaimer in the
documentation and/or other materials provided with the distribution.
3. Neither the name of the copyright holder nor the names of its
contributors may be used to endorse or promote products derived from
this software without specific prior written permission.
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
"AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
*/
/*
Author: Aaron J. Heller <[email protected]>
$Id: 2882d4f19ef11361be7b33f544f5fb99a3988651 $
*/
// v 1.3 13-Nov-2019 ajh
// . removed definition of route, which is now a language primative
// in FAUST
// v 1.2, 28-Oct-2017 ajh
// . add 6th-order NFC filters
// . fixed error in speaker_chain and speaker_chain2, where speaker
// distance was being indexed by order, not speaker number
// v 1.1 remove dependancies on Faust Libraries, 23-Nov-2016 ajh
// m = library("math.lib");
// mu = library("music.lib");
m = environment {
// from the old math.lib
take (1, (xs, xxs)) = xs;
take (1, xs) = xs;
take (nn, (xs, xxs)) = take (nn-1, xxs);
bus(2) = _,_; // avoids a lot of "bus(1)" labels in block diagrams
bus(n) = par(i, n, _);
SR = min(192000, max(1, fconstant(int fSamplingFreq, <math.h>)));
//PI = 3.1415926535897932385;
// quad precision value
PI = 3.14159265358979323846264338327950288;
};
mu = environment {
// from the old music.lib
db2linear(x) = pow(10, x/20.0);
};
// m.SR from math.lib is an integer, we need a float
SR = float(m.SR);
// descriptive statistics
total(c) = c:>_;
average(c) = total(c)/count(c);
count(c) = R(c) :>_ with {
R((c,cl)) = R(c),(R(cl));
R(c) = 1;
};
rms(c) = R(c) :> /(count(c)) : sqrt with {
R((c,cl)) = R(c),R(cl);
R(c) = (c*c);
};
sup(c) = R(c) with {
R((c,cl)) = max(R(c),R(cl));
R(c) = c;
};
inf(c) = R(c) with {
R((c,cl)) = min(R(c),R(cl));
R(c) = c;
};
// bus
bus(n) = par(i,n,_);
// bus with gains
gain(c) = R(c) with {
R((c,cl)) = R(c),R(cl);
R(1) = _;
R(0) = !:0; // need to preserve number of outputs, faust will optimize away
R(float(0)) = R(0);
R(float(1)) = R(1);
R(c) = *(c);
};
// fir filter (new improved, better behaved)
fir(c) = R(c) :>_ with {
R((c,lc)) = _<: R(c), (mem:R(lc));
R(c) = gain(c);
};
// --- phase-matched bandsplitter from BLaH3
xover(freq,n) = par(i,n,xover1) with {
sub(x,y) = y-x;
k = tan(m.PI*float(freq)/m.SR);
k2 = k^2;
d = (k2 + 2*k + 1);
//d = (k2,2*k,1):>_;
// hf numerator
b_hf = (1/d,-2/d,1/d);
// lf numerator
b_lf = (k2/d, 2*k2/d, k2/d);
// denominator
a = (2 * (k2-1) / d, (k2 - 2*k + 1) / d);
//
xover1 = _:sub ~ fir(a) <: fir(b_lf),fir(b_hf):_,*(-1);
};
shelf(freq,g_lf,g_hf) = xover(freq,1) : gain(g_lf),gain(g_hf):>_;
// from http://old.nabble.com/Re%3A--Faudiostream-devel---ANN--Faust-0.9.24-p28597267.html
// (not used currently, do we need to worry about denormals?)
anti_denormal = pow(10,-20);
anti_denormal_ac = 1 - 1' : *(anti_denormal) : + ~ *(-1);
// UI "dezipper"
smooth(c) = *(1-c) : +~*(c);
dezipper = smooth(0.999);
// physical constants
temp_celcius = 20;
c = 331.3 * sqrt(1.0 + (temp_celcius/273.15)); // speed of sound m/s
// ---- NFC filters ----
// see BesselPoly.m for coefficient calculations
//
// [1] J. Daniel, “Spatial Sound Encoding Including Near Field Effect:
// Introducing Distance Coding Filters and a Viable, New Ambisonic
// Format ,” Preprints 23rd AES International Conference, Copenhagen,
// 2003.
// [2] Weisstein, Eric W. "Bessel Polynomial." From MathWorld--A Wolfram
// Web Resource. http://mathworld.wolfram.com/BesselPolynomial.html
// [3] F. Adriaensen, “Near Field filters for Higher Order
// Ambisonics,” Jul. 2006.
// [4] J. O. Smith, “Digital State-Variable Filters,” CCRMA, May 2013.
//
// [5] "A Filter Primer", https://www.maximintegrated.com/en/app-notes/index.mvp/id/733
// first and second order state variable filters see [4]
// FIXME FIXME this code needs to be refactored, so that the roots are
// passed in rather then hardwired in the code, or another
// API layer, or ...
svf1(g,d1) = _ : *(g) : (+ <: +~_, _ ) ~ *(d1) : !,_ ;
svf2(g,d1,d2) = _ : *(g) : (((_,_,_):> _ <: +~_, _ ) ~ *(d1) : +~_, _) ~ *(d2) : !,_ ;
// these are Bessel filters, see [1,2]
nfc1(r,gain) = svf1(g,d1) // r in meters
with {
omega = c/(float(r)*SR);
// 1 1
b1 = omega/2.0;
g1 = 1.0 + b1;
d1 = 0.0 - (2.0 * b1) / g1;
g = gain/g1;
};
nfc2(r,gain) = svf2(g,d1,d2)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// 1.000000000000000 3.00000000000000 3.00000000000000
b1 = 3.0 * r1;
b2 = 3.0 * r2;
g2 = 1.0 + b1 + b2;
d1 = 0.0 - (2.0 * b1 + 4.0 * b2) / g2; // fixed
d2 = 0.0 - (4.0 * b2) / g2;
g = gain/g2;
};
nfc3(r,gain) = svf2(g,d1,d2):svf1(1.0,d3)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// 1.000000000000000 3.677814645373914 6.459432693483369
b1 = 3.677814645373914 * r1;
b2 = 6.459432693483369 * r2;
g2 = 1.0 + b1 + b2;
d1 = 0.0 - (2.0 * b1 + 4.0 * b2) / g2; // fixed
d2 = 0.0 - (4.0 * b2) / g2;
// 1.000000000000000 2.322185354626086
b3 = 2.322185354626086 * r1;
g3 = 1.0 + b3;
d3 = 0.0 - (2.0 * b3) / g3;
g = gain/(g3*g2);
};
nfc4(r,gain) = svf2(g,d1,d2):svf2(1.0,d3,d4)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// 1.000000000000000 4.207578794359250 11.487800476871168
b1 = 4.207578794359250 * r1;
b2 = 11.487800476871168 * r2;
g2 = 1.0 + b1 + b2;
d1 = 0.0 - (2.0 * b1 + 4.0 * b2) / g2; // fixed
d2 = 0.0 - (4.0 * b2) / g2;
// 1.000000000000000 5.792421205640748 9.140130890277934
b3 = 5.792421205640748 * r1;
b4 = 9.140130890277934 * r2;
g3 = 1.0 + b3 + b4;
d3 = 0.0 - (2.0 * b3 + 4.0 * b4) / g3; // fixed
d4 = 0.0 - (4.0 * b4) / g3;
g = gain/(g3*g2);
};
nfc5(r,gain) = svf2(g,d1,d2):svf2(1.0,d3,d4):svf1(1.0,d5)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// 1.000000000000000 4.649348606363304 18.156315313452325
b1 = 4.649348606363304 * r1;
b2 = 18.156315313452325 * r2;
g2 = 1.0 + b1 + b2;
d1 = 0.0 - (2.0 * b1 + 4.0 * b2) / g2; // fixed
d2 = 0.0 - (4.0 * b2) / g2;
// 1.000000000000000 6.703912798306966 14.272480513279568
b3 = 6.703912798306966 * r1;
b4 = 14.272480513279568 * r2;
g3 = 1.0 + b3 + b4;
d3 = 0.0 - (2.0 * b3 + 4 * b4) / g3; // fixed
d4 = 0.0 - (4.0 * b4) / g3;
// 1.000000000000000 3.646738595329718
b5 = 3.646738595329718 * r1;
g4 = 1.0 + b5;
d5 = 0.0 - (2.0 * b5) / g4;
g = gain/(g4*g3*g2);
};
nfc6(r,gain) = svf2(g,d11,d12):svf2(1.0,d21,d22):svf2(1.0,d31,d32)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
// reverse Bessel Poly 6:
// 1 21 210 1260 4725 10395 10395
// factors:
// 1.000000000000000 5.031864495621642 26.514025344067996
// 1.000000000000000 7.471416712651683 20.852823177396761
// 1.000000000000000 8.496718791726696 18.801130589570320
// 1.000000000000000 5.031864495621642 26.514025344067996
b11 = 5.031864495621642 * r1;
b12 = 26.514025344067996 * r2;
g1 = 1.0 + b11 + b12;
d11 = 0.0 - (2.0 * b11 + 4.0 * b12) / g1;
d12 = 0.0 - (4.0 * b12) / g1;
// 1.000000000000000 7.471416712651683 20.852823177396761
b21 = 7.471416712651683 * r1;
b22 = 20.852823177396761 * r2;
g2 = 1.0 + b21 + b22;
d21 = 0.0 - (2.0 * b21 + 4.0 * b22) / g2;
d22 = 0.0 - (4.0 * b22) / g2;
// 1.000000000000000 8.496718791726696 18.801130589570320
b31 = 8.496718791726696 * r1;
b32 = 18.801130589570320 * r2;
g3 = 1.0 + b31 + b32;
d31 = 0.0 - (2.0 * b31 + 4.0 * b32) / g3;
d32 = 0.0 - (4.0 * b32) / g3;
g = gain/(g3*g2*g1);
};
// ---- End NFC filters ----
nfc(0,r,g) = gain(g);
nfc(1,r,g) = nfc1(r,g);
nfc(2,r,g) = nfc2(r,g);
nfc(3,r,g) = nfc3(r,g);
nfc(4,r,g) = nfc4(r,g);
nfc(5,r,g) = nfc5(r,g);
nfc(6,r,g) = nfc6(r,g);
// null NFC filters to allow very high order decoders. FIXME!
nfc(o,r,g) = gain(g);
//declare name "nfctest";
//process = bus(6):(nfc(0,2,1),nfc(1,2,1),nfc(2,2,1),nfc(3,2,1),nfc(4,2,1),nfc(5,2,1)):bus(6);
// top level api to NFC filters
nfc_out(1,order,r,g) = nfc(order,r,g);
nfc_out(0,order,r,g) = _;
nfc_inp(1,order,r,g) = nfc(order,r,g);
nfc_inp(0,order,r,g) = _;
// ---- delay and level
delay(dc,r) = R(dc,r) with {
R(0,r) = _; // delay_comp off
R(1,0) = _; // delay_comp on, but no delay
R(1,float(0)) = R(1,0);
R(1,r) = @(meters2samples(r));
meters2samples(r) = int(m.SR * (float(r)/float(c)) + 0.5);
};
level(lc,r,rmax) = R(lc,r,rmax) with{
R(0,r,rmax) = _; // level_comp off
R(1,r,rmax) = gain(float(r)/float(rmax));
};
delay_level(r) = R(r) with { // delay_comp and level_comp are free variables (fix?)
R((r,rl)) = R(r), R(rl);
R(r) = delay(delay_comp,(r_max-r)) : level(level_comp,r,r_max);
};
// ---- gates
gate(0) = !;
gate(1) = _;
dirac(i,j) = i==j;
gate_bus(order,(o,oss)) = (gate(order==o),gate_bus(order,oss));
gate_bus(order,o) = gate(order==o);
// route (not used)
// route(n_inputs,n_outputs,outs) = m.bus(n_inputs)
// <: par(i,n_outputs,(0,gate_bus(i,outs)):>_)
// : m.bus(n_outputs);
//process = route(4,4,(3,1,1,2)); // test
// deinterleave
deinterleave(n,span) = par(i,n,_) <: par(i,span, par(j,n,gate(%(j,span)==i)));
// 1 band speaker chain
speaker_chain(ispkr) = gain(s(ispkr,0)) // decoder matrix gains
// iterate over orders, select each order from matrix
<: par(jord,no,gate_bus(jord,co)
// sum and apply NFC filter for that order
// at the speaker distance
:> nfc_out(nfc_output,jord,m.take(ispkr+1,rs),1.0))
// sum the orders
:>_;
// 1 band speaker chain -- bad definition
// speaker_chain(i) = gain(s(i,0)) <: par(i,no,gate_bus(i,co):>nfc_out(nfc_output,i,m.take(i+1,rs),1.0)):>_;
// near field correction at input, nfc_input = 1
nfc_input_bus(nc) = par(i,nc, nfc_inp(nfc_input, m.take(i+1,co), r_bar, 1.0));
// per order gains
gamma_bus(n) = par(i,nc, gain( m.take(m.take(i+1,co)+1, gamma(n))));
// output gain and muting
// note in GUI elements, dezipper should be last in chain. Dezipper runs in sample time, rest runs in slow (GUI) time
output_gain = hslider("gain [unit:dB]", 0, -30, +10, 1): mu.db2linear :*(checkbox("mute")<0.5): dezipper;
gain_muting_bus(0,n) = bus(n);
gain_muting_bus(1,n) = par(i,n,*(output_gain));
// one band decoder
decoder(1,nc,ns) = nfc_input_bus(nc)
: gamma_bus(0)
<: par(is,ns, speaker_chain(is))
: delay_level(rs);
// two band decoder
// there are two variants of the two-band decoder
// 1. classic, with shelf-filters and one matrix
// 2. vienna, bandsplitting filters and separate LF and HF matricies.
// classic shelf filter decoder
decoder(2,nc,ns) = nfc_input_bus(nc)
: par(i,nc, shelf(xover_freq,m.take(m.take(i+1,co)+1, gamma(0))/lfhf_ratio,
m.take(m.take(i+1,co)+1, gamma(1))*lfhf_ratio))
<: par(is,ns, speaker_chain(is))
: delay_level(rs);
// vienna decoder
// FIXME FIXME need to incorporate lfhf_ratio
decoder(3,nc,ns) = bus(nc)
: nfc_input_bus(nc)
: xover(xover_freq,nc) : deinterleave(2*nc,2)
: (gamma_bus(0),gamma_bus(1)) : bus(2*nc)
<: par(j, ns, speaker_chain2(j,nc))
: delay_level(rs)
;
// 2 band speaker chain for vienna decoder
// i is speaker, j is order
speaker_chain2(i,nc) = gain(s(i,0)), gain(s(i,1))
:> bus(nc)
<: par(j,no,gate_bus(j,co):>nfc_out(nfc_output,j,m.take(i+1,rs),1.0))
:>_ ;
//process = speaker_chain2(1,16); // test
// --------------------------------------
// things calculated from decoder config
// maximum and average speaker distance
r_max = sup(rs);
r_bar = (rs :> float) / float(count(rs));
// number of ambisonic orders, including 0
no = decoder_order+1;
// number of input component signals
nc = count(co);
// the top-level process
process = input_mask(input_full_set):decoder(decoder_type,nc,ns):gain_muting_bus(output_gain_muting,ns);
// End of decoder implementation. No user serviceable parts above here!
//------------------------------------------------------------------------------
//------------------------------------------------------------------------------
//------------------------------------------------------------------------------
//EOF!
| https://raw.githubusercontent.com/notam02/studio-3-resources/a007fa58e0090e46a50f4bf537cd600628598c45/faust/Sirius_5h5p_allrad_5200_rE_max_2_band.dsp | faust | Faust Decoder Configuration File
Written by Ambisonic Decoder Toolbox, version 8.0
run by thomj on thomjmbp.local (MACI64) at 02-Sep-2021 12:40:06
------- decoder information -------
decoder file = ../decoders/Sirius_5h5p_allrad_5200_rE_max_2_band.dsp
description = Sirius_5h5p_allrad_5200_rE_max_2_band
speaker array name = Sirius
horizontal order = 5
vertical order = 5
coefficient order = acn
coefficient scale = SN3D
input scale = SN3D
mixed-order scheme = HP
input channel order: W Y Z X V T R S U Q O M K L N P 44S 43S 42S 41S 40C 41C 42C 43C 44C 55S 54S 53S 52S 51S 50C 51C 52C 53C 54C 55C
output speaker order: A.1 A.2 A.3 A.4 A.5 A.6 A.7 A.8 A.9 A.10 A.11 A.12 B.1 B.2 B.3 B.4 B.5 B.6 B.7 B.8 C.1 C.2 C.3 C.4
-------
start decoder configuration
bands
decoder type
crossover frequency in Hz
lfhf_balance
decoder order
ambisonic order of each input component
use full or reduced input set
delay compensation
level compensation
nfc on input or output
enable output gain and muting controls
number of speakers
radius for each speaker in meters
per order gains, 0 for LF, 1 for HF.
Used to implement shelf filters, or to modify velocity matrix
for max_rE decoding, and so forth. See Appendix A of BLaH6.
gain matrix
----- do not change anything below here ----
mask for full ambisonic set to channels in use
Start of decoder implementation. No user serviceable parts below here!
------------------------------------------------------------------------------
------------------------------------------------------------------------------
------------------------------------------------------------------------------
declare name "Fill in name in configuration section below";
Copyright (c) 2013-2019, Aaron J. Heller
All rights reserved.
Redistribution and use in source and binary forms, with or without
modification, are permitted provided that the following conditions are
met:
1. Redistributions of source code must retain the above copyright
notice, this list of conditions and the following disclaimer.
2. Redistributions in binary form must reproduce the above copyright
notice, this list of conditions and the following disclaimer in the
documentation and/or other materials provided with the distribution.
3. Neither the name of the copyright holder nor the names of its
contributors may be used to endorse or promote products derived from
this software without specific prior written permission.
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
"AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
Author: Aaron J. Heller <[email protected]>
$Id: 2882d4f19ef11361be7b33f544f5fb99a3988651 $
v 1.3 13-Nov-2019 ajh
. removed definition of route, which is now a language primative
in FAUST
v 1.2, 28-Oct-2017 ajh
. add 6th-order NFC filters
. fixed error in speaker_chain and speaker_chain2, where speaker
distance was being indexed by order, not speaker number
v 1.1 remove dependancies on Faust Libraries, 23-Nov-2016 ajh
m = library("math.lib");
mu = library("music.lib");
from the old math.lib
avoids a lot of "bus(1)" labels in block diagrams
PI = 3.1415926535897932385;
quad precision value
from the old music.lib
m.SR from math.lib is an integer, we need a float
descriptive statistics
bus
bus with gains
need to preserve number of outputs, faust will optimize away
fir filter (new improved, better behaved)
--- phase-matched bandsplitter from BLaH3
d = (k2,2*k,1):>_;
hf numerator
lf numerator
denominator
from http://old.nabble.com/Re%3A--Faudiostream-devel---ANN--Faust-0.9.24-p28597267.html
(not used currently, do we need to worry about denormals?)
UI "dezipper"
physical constants
speed of sound m/s
---- NFC filters ----
see BesselPoly.m for coefficient calculations
[1] J. Daniel, “Spatial Sound Encoding Including Near Field Effect:
Introducing Distance Coding Filters and a Viable, New Ambisonic
Format ,” Preprints 23rd AES International Conference, Copenhagen,
2003.
[2] Weisstein, Eric W. "Bessel Polynomial." From MathWorld--A Wolfram
Web Resource. http://mathworld.wolfram.com/BesselPolynomial.html
[3] F. Adriaensen, “Near Field filters for Higher Order
Ambisonics,” Jul. 2006.
[4] J. O. Smith, “Digital State-Variable Filters,” CCRMA, May 2013.
[5] "A Filter Primer", https://www.maximintegrated.com/en/app-notes/index.mvp/id/733
first and second order state variable filters see [4]
FIXME FIXME this code needs to be refactored, so that the roots are
passed in rather then hardwired in the code, or another
API layer, or ...
these are Bessel filters, see [1,2]
r in meters
1 1
1.000000000000000 3.00000000000000 3.00000000000000
fixed
1.000000000000000 3.677814645373914 6.459432693483369
fixed
1.000000000000000 2.322185354626086
1.000000000000000 4.207578794359250 11.487800476871168
fixed
1.000000000000000 5.792421205640748 9.140130890277934
fixed
1.000000000000000 4.649348606363304 18.156315313452325
fixed
1.000000000000000 6.703912798306966 14.272480513279568
fixed
1.000000000000000 3.646738595329718
reverse Bessel Poly 6:
1 21 210 1260 4725 10395 10395
factors:
1.000000000000000 5.031864495621642 26.514025344067996
1.000000000000000 7.471416712651683 20.852823177396761
1.000000000000000 8.496718791726696 18.801130589570320
1.000000000000000 5.031864495621642 26.514025344067996
1.000000000000000 7.471416712651683 20.852823177396761
1.000000000000000 8.496718791726696 18.801130589570320
---- End NFC filters ----
null NFC filters to allow very high order decoders. FIXME!
declare name "nfctest";
process = bus(6):(nfc(0,2,1),nfc(1,2,1),nfc(2,2,1),nfc(3,2,1),nfc(4,2,1),nfc(5,2,1)):bus(6);
top level api to NFC filters
---- delay and level
delay_comp off
delay_comp on, but no delay
level_comp off
delay_comp and level_comp are free variables (fix?)
---- gates
route (not used)
route(n_inputs,n_outputs,outs) = m.bus(n_inputs)
<: par(i,n_outputs,(0,gate_bus(i,outs)):>_)
: m.bus(n_outputs);
process = route(4,4,(3,1,1,2)); // test
deinterleave
1 band speaker chain
decoder matrix gains
iterate over orders, select each order from matrix
sum and apply NFC filter for that order
at the speaker distance
sum the orders
1 band speaker chain -- bad definition
speaker_chain(i) = gain(s(i,0)) <: par(i,no,gate_bus(i,co):>nfc_out(nfc_output,i,m.take(i+1,rs),1.0)):>_;
near field correction at input, nfc_input = 1
per order gains
output gain and muting
note in GUI elements, dezipper should be last in chain. Dezipper runs in sample time, rest runs in slow (GUI) time
one band decoder
two band decoder
there are two variants of the two-band decoder
1. classic, with shelf-filters and one matrix
2. vienna, bandsplitting filters and separate LF and HF matricies.
classic shelf filter decoder
vienna decoder
FIXME FIXME need to incorporate lfhf_ratio
2 band speaker chain for vienna decoder
i is speaker, j is order
process = speaker_chain2(1,16); // test
--------------------------------------
things calculated from decoder config
maximum and average speaker distance
number of ambisonic orders, including 0
number of input component signals
the top-level process
End of decoder implementation. No user serviceable parts above here!
------------------------------------------------------------------------------
------------------------------------------------------------------------------
------------------------------------------------------------------------------
EOF! |
declare name "Sirius_5h5p_allrad_5200_rE_max_2_band";
nbands = 2;
decoder_type = 2;
xover_freq = hslider("xover [unit:Hz]",400,200,800,20): dezipper;
lfhf_ratio = hslider("lf/hf [unit:dB]", 0, -3, +3, 0.1): mu.db2linear : dezipper;
decoder_order = 5;
co = ( 0, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5);
input_full_set = 1;
delay_comp = 1;
level_comp = 1;
nfc_output = 1;
nfc_input = 0;
output_gain_muting = 1;
ns = 24;
rs = ( 1.948, 1.963, 1.963, 1.873, 1.98, 1.976, 1.948, 1.941, 1.948, 1.791, 1.911, 1.925, 1.947, 1.942, 1.955, 1.952, 1.953, 1.946, 1.948, 1.946, 1.668, 1.667, 1.655, 1.658);
gamma(0) = ( 1, 1, 1, 1, 1, 1);
gamma(1) = ( 1.756086804, 1.637497409, 1.412331218, 1.103261402, 0.741077428, 0.3612486749);
s(00,0) = ( 0.0595522499, 2.40327e-05, -0.0339528708, 0.156243339, 5.79562e-05, 2.06492e-05, -0.0694826204, -0.0656288584, 0.193062348, 9.10094e-05, 5.95954e-05, 5.0097e-06, 0.0204776998, -0.0636007007, -0.0695412486, 0.2040183264, 0.0001174199, 0.0001099187, 3.33547e-05, -3.80045e-05, 0.0278136294, -0.0044366691, -0.0346425638, -0.0641973583, 0.1938706012, 0.0001336761, 0.0001597066, 7.26318e-05, -7.42631e-05, -2.96003e-05, 0.0170351579, 0.030269796, -0.0290604169, -0.0109427035, -0.0531171917, 0.1675819121);
s(01,0) = ( 0.0512598599, -0.0659022263, -0.041776811, 0.1162124733, -0.141672759, 0.0435668041, -0.0558850056, -0.0740486847, 0.0850045758, -0.1759689832, 0.0845606595, 0.0238246524, 0.0411964622, -0.0431773624, -0.0464514919, 0.0048586493, -0.1507095229, 0.0938567191, 0.022813669, -0.0155970527, 0.0255352431, 0.0242829329, -0.0151038528, 0.0038955715, -0.0789999184, -0.083184853, 0.0672498967, 0.0110822798, -0.0042522489, -0.0182954175, -0.0062545595, 0.0324273318, -0.0010979623, -0.0019533128, 0.0457785748, -0.1266110602);
s(02,0) = ( 0.0597634832, -0.1329285635, -0.0337180845, 0.0826677184, -0.1727909661, 0.0589247219, -0.069689265, -0.0286618392, -0.0848292798, -0.0206174041, 0.0549425225, 0.0534810895, 0.0198656965, -0.0344877774, 0.0460895001, -0.2007487371, 0.1496856856, -0.0211211563, 0.0315888657, 0.0003447265, 0.0276177538, -0.0088809284, 0.014315401, 0.0681141584, -0.1165014599, 0.1518820849, -0.0667440511, 0.0008758632, 0.0314839933, -0.0267773577, 0.0173842287, 0.0134640261, 0.0011215879, 0.0117129124, 0.0059984685, 0.0554297938);
s(03,0) = ( 0.0597715758, -0.1568133012, -0.0336816099, -1.23375e-05, 2.93952e-05, 0.0649511486, -0.069679913, -5.7048e-06, -0.193743298, 0.2047066919, 1.8621e-05, 0.0635678873, 0.0198755801, 4.5593e-06, 0.0686493325, 4.47017e-05, -5.21839e-05, -0.0631977482, -7.1234e-06, 0.0052612512, 0.0274557948, 1.483e-05, 0.034315909, 3.25788e-05, 0.1944918302, -0.1680895329, -4.39163e-05, -0.0103839195, -2.04229e-05, -0.0294661627, 0.0173695176, -6.2939e-06, 0.029699578, -1.2167e-06, -0.0521159169, -4.83524e-05);
s(04,0) = ( 0.0598197494, -0.1330355266, -0.0336131256, -0.0827722496, 0.1729766423, 0.0587543511, -0.0697197871, 0.0284920038, -0.0848391663, -0.0207448844, -0.054616755, 0.0534185366, 0.0196989145, 0.0344025573, 0.0460890195, 0.2009130963, -0.1497373305, -0.0213946149, -0.0313523616, 0.0004977089, 0.0273839728, 0.0090432138, 0.0143515899, -0.067827312, -0.1167193471, 0.1520998272, 0.066710621, 0.0005871562, -0.0316420621, -0.026497456, 0.0174637764, -0.0131601551, 0.0011227297, -0.011505196, 0.0055515729, -0.0553343839);
s(05,0) = ( 0.0514107025, -0.0661035117, -0.0416271716, -0.1165849832, 0.1421326675, 0.0433950805, -0.056150861, 0.073704268, 0.0853073597, -0.1765760691, -0.0841284585, 0.0239643705, 0.0408283302, 0.0434341669, -0.0461394332, -0.0049100345, 0.1512650741, 0.093215205, -0.0229649712, -0.01530636, 0.0255717064, -0.023754951, -0.015173519, -0.0039870518, -0.0792471225, -0.0835183947, -0.0665734418, 0.0111110154, 0.0037207637, -0.0182573922, -0.0058138269, -0.0322653514, -0.0014463657, 0.0018955821, 0.045537266, 0.1270566763);
s(06,0) = ( 0.0597426053, 9.8368e-06, -0.0337253664, -0.1567285449, -2.59265e-05, 9.6741e-06, -0.0696263354, 0.0650336496, 0.1936423992, 4.26673e-05, -2.43195e-05, -6.4483e-06, 0.0199086911, 0.0635565484, -0.0687607858, -0.2046090855, -5.64688e-05, 4.33768e-05, 8.899e-07, -9.5414e-06, 0.0275283755, 0.0051979387, -0.034359227, 0.0633378912, 0.1944107105, 6.52364e-05, -6.38422e-05, 1.35727e-05, 2.39359e-05, -1.67459e-05, 0.0173138534, -0.0295742691, -0.0296477197, 0.0104800725, -0.0522794053, -0.168030937);
s(07,0) = ( 0.0597471104, 0.0826433789, -0.0337774538, -0.1328922213, -0.1727373482, -0.02876281, -0.0696733423, 0.0590210467, 0.0848065225, 0.2006816818, 0.0550992023, -0.0344930372, 0.0199720853, 0.0534767316, -0.0460848272, 0.0206087991, -0.1496277811, -0.0682071189, 0.0316327439, -0.0088251678, 0.0276593941, 0.0002590305, -0.014292835, 0.0210079055, -0.116457597, 0.055405103, 0.0667098687, -0.011751671, 0.0314357783, 0.0135792743, 0.0173732992, -0.0268510422, -0.0010860344, -0.0009583197, 0.0061202815, 0.1518145709);
s(08,0) = ( 0.0512114704, 0.1161120864, -0.04177453, -0.0658338404, -0.1415309119, -0.0740752331, -0.0558441412, 0.0435924854, -0.0849529933, -0.0049035938, 0.0846365, -0.0431443338, 0.0413050024, 0.0237838615, 0.0464735668, 0.1758113433, 0.1506091782, -0.0039247266, 0.0227623141, 0.0244535217, 0.0254700781, -0.0157040557, 0.0151126937, -0.0939661431, -0.0788735119, -0.1264673232, -0.0673451549, 0.0019998312, -0.0044515298, 0.0323623846, -0.0063633038, -0.0182488166, 0.0010164524, -0.0110619384, 0.0458739249, -0.0831757817);
s(09,0) = ( 0.0594305546, 0.155906548, -0.0341709692, -2.04589e-05, -4.4661e-05, -0.066119686, -0.0693225712, 1.7912e-06, -0.1926440384, -0.2035769313, -1.05056e-05, -0.0635869889, 0.0208476084, -1.34795e-05, 0.0701518926, 6.46033e-05, 7.63884e-05, 0.0648465375, -3.3426e-05, -0.0039126978, 0.0280910249, 2.93442e-05, 0.0348304673, 3.45219e-05, 0.1934506486, 0.1672174238, 6.43258e-05, 0.0112899938, 5.19121e-05, 0.0308314876, 0.0167257048, 3.608e-07, 0.0286435147, 5.31244e-05, -0.0537259725, -7.87516e-05);
s(10,0) = ( 0.0511830447, 0.1160275069, -0.0418376563, 0.0657873725, 0.1414234061, -0.0741823971, -0.0557339822, -0.0436464436, -0.084884947, -0.004895282, -0.0847544288, -0.0430322161, 0.0413565048, -0.0237148136, 0.0465636537, -0.175678208, -0.1505002621, -0.0038884822, -0.0226777631, 0.0245404887, 0.0254708581, 0.0157331553, 0.0150798932, 0.0941342031, -0.0788249302, -0.1263963504, 0.0675275745, 0.0020187579, 0.0045145146, 0.0324235083, -0.0064808713, 0.0182773367, 0.0009236481, 0.0110254304, 0.0459218127, 0.0831154392);
s(11,0) = ( 0.0596125831, 0.0824540694, -0.0339168699, 0.1326007598, 0.1723651244, -0.02895121, -0.0695482235, -0.0593309795, 0.0846246903, 0.200265218, -0.0555358606, -0.0345304134, 0.0203179954, -0.0534430897, -0.0462981088, -0.020584971, 0.1493018742, -0.0687622475, -0.0318108076, -0.0085427879, 0.0278414909, 0.0001560446, -0.0142678354, -0.020954851, -0.1162666175, 0.0552202892, -0.0671786216, -0.0119930993, -0.0310460149, 0.0138083401, 0.01711896, 0.0272062318, -0.0008828888, 0.0011277174, 0.0064515432, -0.1515581609);
s(12,0) = ( 0.042373213, -0.0447581722, 0.0598552286, 0.0937867627, -0.0883017227, -0.0570147021, -0.0243050073, 0.1218364686, 0.0709112755, -0.0969943716, -0.1163877672, -0.0098255309, -0.0961799355, 0.0243603645, 0.0969494897, 0.0219106991, -0.0703667188, -0.1332646647, -0.0494619008, 0.0413782628, -0.063572646, -0.0883295405, 0.0458239835, 0.0343432838, -0.0171579855, -0.0313877126, -0.1007406034, -0.0769848772, 0.0375916354, 0.03951784, 0.0208071172, -0.09268592, -0.0296050471, 0.0253686356, -0.0200681817, -0.0269034173);
s(13,0) = ( 0.035583858, -0.0803140476, 0.0539885657, 0.031126492, -0.0628644619, -0.1109541074, -0.0121754263, 0.045502187, -0.0711085233, 0.0428146121, -0.0937806167, -0.0349288964, -0.0795313966, 0.019489988, -0.0979253, -0.0765143575, 0.070825345, 0.0551400935, -0.0592756525, 0.0683040972, -0.0675119287, -0.0215724355, -0.0473702703, -0.114587406, 0.0139514151, 0.005158643, 0.1027648058, 0.0237558305, 0.0080695829, 0.0912509707, 0.0004192724, -0.0371172618, 0.0288886818, -0.0819452898, 0.0113872969, 0.0540088865);
s(14,0) = ( 0.0433206365, -0.0936495668, 0.0725235936, -0.0308843087, 0.0622358075, -0.1412400948, 0.0057074119, -0.045239648, -0.0819005527, 0.0504472722, 0.0928235082, -0.0752026597, -0.07416279, -0.0196990731, -0.1239278132, 0.075648833, -0.0700022874, 0.0745065317, 0.058843779, 0.0330676491, -0.0802355168, 0.0206690255, -0.0872930857, 0.1129388047, 0.0189437522, 0.0021761397, -0.1008330313, 0.0561758096, -0.0071942353, 0.0758821903, -0.0264750617, 0.0358868124, -0.0156781836, 0.080263128, 0.0245433237, -0.0534094285);
s(15,0) = ( 0.0426068691, -0.0448977821, 0.0605973307, -0.0940496166, 0.0883827329, -0.0575044715, -0.0233517655, -0.1229400635, 0.0709101288, -0.0968604941, 0.1170710163, -0.0106403221, -0.0959402236, -0.0263524736, 0.0975492251, -0.0217826834, 0.0700680235, -0.1337075481, 0.0509589098, 0.0407171929, -0.0647072489, 0.0866656718, 0.0473654164, -0.0344456805, -0.0171994175, -0.0311133565, 0.1007935359, -0.0784610386, -0.0359438062, 0.0395042078, 0.0189042487, 0.092782611, -0.0278122643, -0.0260311933, -0.0201308026, 0.0267715706);
s(16,0) = ( 0.0439518713, 0.0314788553, 0.0739780065, -0.0945351879, -0.0631057772, 0.0463844553, 0.0070740956, -0.1431099751, 0.0821380284, 0.0762710147, -0.0945429778, 0.020896029, -0.0735171873, -0.0775750548, 0.1245308392, -0.050092956, -0.0701212262, 0.1142170406, -0.0609448662, -0.0198813625, -0.0803856951, 0.0307492427, 0.0883611927, -0.0739076242, 0.0183941931, 0.0531225244, -0.101121854, 0.0820257956, 0.0052368106, -0.0356010151, -0.0272680768, 0.0739066639, 0.0172559259, -0.055681426, 0.0235229209, 0.0025391542);
s(17,0) = ( 0.0508812815, 0.108359884, 0.0800600517, -0.0451083541, -0.088552935, 0.1545009342, -0.0050916713, -0.0578744206, -0.0823633995, -0.0296013722, -0.1171117679, 0.0672188384, -0.0904662527, -0.0112150108, -0.1242334291, 0.0967898127, 0.0697155288, -0.0538662714, -0.0510700942, -0.0510303443, -0.0767337092, 0.0396117059, -0.0873216574, 0.1328925709, -0.0123858726, -0.0240668752, 0.0991587951, -0.0580477898, 0.0346734617, -0.0758244154, -0.0069479156, 0.0378202383, -0.0165449053, 0.077014756, -0.0072448761, -0.0305235231);
s(18,0) = ( 0.0427019872, 0.0943833743, 0.0604934264, 0.0450198646, 0.0887087453, 0.1228540565, -0.0239474136, 0.0574705973, -0.0713087778, -0.0220655742, 0.1170904844, 0.0252677295, -0.0962619885, 0.0102867457, -0.097635302, -0.0973326769, -0.0705182557, -0.0346438735, 0.0502793526, -0.0877372254, -0.0638941708, -0.0409667348, -0.0464997677, -0.1338758559, -0.0171233223, -0.0268506951, -0.1010847866, -0.0256456759, -0.0366470681, -0.0922746685, 0.0202710205, -0.0391688043, 0.0290835907, -0.0777687233, -0.0199753686, 0.0313821036);
s(19,0) = ( 0.043628032, 0.0311641725, 0.0729280259, 0.0943228638, 0.0627624535, 0.0455371651, 0.0054448059, 0.1420404404, 0.0823601738, 0.0761187927, 0.0933950539, 0.0195759062, -0.0749003156, 0.0751536205, 0.1244752142, 0.0504998662, 0.0701331545, 0.1134012634, 0.05874631, -0.0211571385, -0.0804732727, -0.0339434641, 0.0873785284, 0.074522809, 0.0187289448, 0.0531607795, 0.100771571, 0.0801001633, -0.0079738928, -0.0361339534, -0.0257983877, -0.076433164, 0.0152740378, 0.056127232, 0.0242041474, -0.0023588953);
s(20,0) = ( 0.0442293156, -0.0387461412, 0.1112286558, 0.0390696095, -0.0210686308, -0.0906303403, 0.1253980532, 0.0912357201, 0.0004046721, -0.0005588397, -0.0517892992, -0.1286141538, 0.0832659034, 0.1291188287, 0.0008402558, -2.9525e-05, -0.0002157705, -0.0013642263, -0.0823943139, -0.1313855905, 0.0095483398, 0.131330528, 0.0009841618, -0.0001567638, 0.0040844567, -0.0011865903, -0.0005307609, -0.0021185379, -0.0983979396, -0.0971166314, -0.0581173322, 0.0963593411, 0.0005877672, -0.0004236539, 0.0112273574, 0.0010805231);
s(21,0) = ( 0.0363816363, -0.0254128365, 0.0928954288, -0.0383599028, 0.0208970708, -0.0609939262, 0.1090074361, -0.089904571, 0.0107095974, -0.0079898692, 0.0516487795, -0.0906797525, 0.0808642679, -0.1280283893, 0.0254892965, 0.0002914298, 0.0001568425, -0.0204166139, 0.0828576758, -0.1006545015, 0.0255186277, -0.1315755271, 0.0383583004, 0.0009219385, -0.0008441375, 0.0016635625, 0.0003090783, -0.0342221992, 0.1002049785, -0.0875546316, -0.029608747, -0.0983942091, 0.0413796351, 0.0019871942, -0.0021224117, -0.0009866482);
s(22,0) = ( 0.0289571129, 0.0251479474, 0.0755568778, -0.0251157157, -0.0206427606, 0.0604693417, 0.0935988627, -0.0604426251, -0.0001002048, 0.0077090395, -0.0511932649, 0.0902094179, 0.0790595507, -0.0902912312, -0.0001955495, 0.0079319174, 0.0001675775, 0.0198884685, -0.0825835236, 0.1007609305, 0.041903102, -0.101052952, -0.0001909413, 0.0203987869, -0.0056466977, -0.0019109026, 0.0004159745, 0.0338358559, -0.1007897865, 0.0886946955, -0.0002094612, -0.0892058884, -1.58861e-05, 0.0345561071, -0.0151758303, 0.0017048924);
s(23,0) = ( 0.036939253, 0.0392527226, 0.0941137639, 0.0257489516, 0.0213006062, 0.0916829485, 0.1098893085, 0.0616684578, -0.0112469346, 5.83482e-05, 0.0524747681, 0.1298367026, 0.0806782453, 0.0913831371, -0.0266202317, -0.0082308083, -0.000214569, 0.0003802069, 0.0837976949, 0.1323015191, 0.0244065661, 0.1009868439, -0.0397287294, -0.0209321142, -0.0007365654, 0.001070333, -0.0004365997, 0.0011982065, 0.100717363, 0.0975877859, -0.0307132451, 0.0873661544, -0.0423139909, -0.0348574931, -0.0018444503, -0.0016918569);
input_mask(0) = bus(nc);
input_mask(1) = (_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_);
declare version "1.3";
declare author "AmbisonicDecoderToolkit";
declare license "BSD 3-Clause License";
declare copyright "(c) Aaron J. Heller 2013";
m = environment {
take (1, (xs, xxs)) = xs;
take (1, xs) = xs;
take (nn, (xs, xxs)) = take (nn-1, xxs);
bus(n) = par(i, n, _);
SR = min(192000, max(1, fconstant(int fSamplingFreq, <math.h>)));
PI = 3.14159265358979323846264338327950288;
};
mu = environment {
db2linear(x) = pow(10, x/20.0);
};
SR = float(m.SR);
total(c) = c:>_;
average(c) = total(c)/count(c);
count(c) = R(c) :>_ with {
R((c,cl)) = R(c),(R(cl));
R(c) = 1;
};
rms(c) = R(c) :> /(count(c)) : sqrt with {
R((c,cl)) = R(c),R(cl);
R(c) = (c*c);
};
sup(c) = R(c) with {
R((c,cl)) = max(R(c),R(cl));
R(c) = c;
};
inf(c) = R(c) with {
R((c,cl)) = min(R(c),R(cl));
R(c) = c;
};
bus(n) = par(i,n,_);
gain(c) = R(c) with {
R((c,cl)) = R(c),R(cl);
R(1) = _;
R(float(0)) = R(0);
R(float(1)) = R(1);
R(c) = *(c);
};
fir(c) = R(c) :>_ with {
R((c,lc)) = _<: R(c), (mem:R(lc));
R(c) = gain(c);
};
xover(freq,n) = par(i,n,xover1) with {
sub(x,y) = y-x;
k = tan(m.PI*float(freq)/m.SR);
k2 = k^2;
d = (k2 + 2*k + 1);
b_hf = (1/d,-2/d,1/d);
b_lf = (k2/d, 2*k2/d, k2/d);
a = (2 * (k2-1) / d, (k2 - 2*k + 1) / d);
xover1 = _:sub ~ fir(a) <: fir(b_lf),fir(b_hf):_,*(-1);
};
shelf(freq,g_lf,g_hf) = xover(freq,1) : gain(g_lf),gain(g_hf):>_;
anti_denormal = pow(10,-20);
anti_denormal_ac = 1 - 1' : *(anti_denormal) : + ~ *(-1);
smooth(c) = *(1-c) : +~*(c);
dezipper = smooth(0.999);
temp_celcius = 20;
svf1(g,d1) = _ : *(g) : (+ <: +~_, _ ) ~ *(d1) : !,_ ;
svf2(g,d1,d2) = _ : *(g) : (((_,_,_):> _ <: +~_, _ ) ~ *(d1) : +~_, _) ~ *(d2) : !,_ ;
with {
omega = c/(float(r)*SR);
b1 = omega/2.0;
g1 = 1.0 + b1;
d1 = 0.0 - (2.0 * b1) / g1;
g = gain/g1;
};
nfc2(r,gain) = svf2(g,d1,d2)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b1 = 3.0 * r1;
b2 = 3.0 * r2;
g2 = 1.0 + b1 + b2;
d2 = 0.0 - (4.0 * b2) / g2;
g = gain/g2;
};
nfc3(r,gain) = svf2(g,d1,d2):svf1(1.0,d3)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b1 = 3.677814645373914 * r1;
b2 = 6.459432693483369 * r2;
g2 = 1.0 + b1 + b2;
d2 = 0.0 - (4.0 * b2) / g2;
b3 = 2.322185354626086 * r1;
g3 = 1.0 + b3;
d3 = 0.0 - (2.0 * b3) / g3;
g = gain/(g3*g2);
};
nfc4(r,gain) = svf2(g,d1,d2):svf2(1.0,d3,d4)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b1 = 4.207578794359250 * r1;
b2 = 11.487800476871168 * r2;
g2 = 1.0 + b1 + b2;
d2 = 0.0 - (4.0 * b2) / g2;
b3 = 5.792421205640748 * r1;
b4 = 9.140130890277934 * r2;
g3 = 1.0 + b3 + b4;
d4 = 0.0 - (4.0 * b4) / g3;
g = gain/(g3*g2);
};
nfc5(r,gain) = svf2(g,d1,d2):svf2(1.0,d3,d4):svf1(1.0,d5)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b1 = 4.649348606363304 * r1;
b2 = 18.156315313452325 * r2;
g2 = 1.0 + b1 + b2;
d2 = 0.0 - (4.0 * b2) / g2;
b3 = 6.703912798306966 * r1;
b4 = 14.272480513279568 * r2;
g3 = 1.0 + b3 + b4;
d4 = 0.0 - (4.0 * b4) / g3;
b5 = 3.646738595329718 * r1;
g4 = 1.0 + b5;
d5 = 0.0 - (2.0 * b5) / g4;
g = gain/(g4*g3*g2);
};
nfc6(r,gain) = svf2(g,d11,d12):svf2(1.0,d21,d22):svf2(1.0,d31,d32)
with {
omega = c/(float(r)*SR);
r1 = omega/2.0;
r2 = r1 * r1;
b11 = 5.031864495621642 * r1;
b12 = 26.514025344067996 * r2;
g1 = 1.0 + b11 + b12;
d11 = 0.0 - (2.0 * b11 + 4.0 * b12) / g1;
d12 = 0.0 - (4.0 * b12) / g1;
b21 = 7.471416712651683 * r1;
b22 = 20.852823177396761 * r2;
g2 = 1.0 + b21 + b22;
d21 = 0.0 - (2.0 * b21 + 4.0 * b22) / g2;
d22 = 0.0 - (4.0 * b22) / g2;
b31 = 8.496718791726696 * r1;
b32 = 18.801130589570320 * r2;
g3 = 1.0 + b31 + b32;
d31 = 0.0 - (2.0 * b31 + 4.0 * b32) / g3;
d32 = 0.0 - (4.0 * b32) / g3;
g = gain/(g3*g2*g1);
};
nfc(0,r,g) = gain(g);
nfc(1,r,g) = nfc1(r,g);
nfc(2,r,g) = nfc2(r,g);
nfc(3,r,g) = nfc3(r,g);
nfc(4,r,g) = nfc4(r,g);
nfc(5,r,g) = nfc5(r,g);
nfc(6,r,g) = nfc6(r,g);
nfc(o,r,g) = gain(g);
nfc_out(1,order,r,g) = nfc(order,r,g);
nfc_out(0,order,r,g) = _;
nfc_inp(1,order,r,g) = nfc(order,r,g);
nfc_inp(0,order,r,g) = _;
delay(dc,r) = R(dc,r) with {
R(1,float(0)) = R(1,0);
R(1,r) = @(meters2samples(r));
meters2samples(r) = int(m.SR * (float(r)/float(c)) + 0.5);
};
level(lc,r,rmax) = R(lc,r,rmax) with{
R(1,r,rmax) = gain(float(r)/float(rmax));
};
R((r,rl)) = R(r), R(rl);
R(r) = delay(delay_comp,(r_max-r)) : level(level_comp,r,r_max);
};
gate(0) = !;
gate(1) = _;
dirac(i,j) = i==j;
gate_bus(order,(o,oss)) = (gate(order==o),gate_bus(order,oss));
gate_bus(order,o) = gate(order==o);
deinterleave(n,span) = par(i,n,_) <: par(i,span, par(j,n,gate(%(j,span)==i)));
<: par(jord,no,gate_bus(jord,co)
:> nfc_out(nfc_output,jord,m.take(ispkr+1,rs),1.0))
:>_;
nfc_input_bus(nc) = par(i,nc, nfc_inp(nfc_input, m.take(i+1,co), r_bar, 1.0));
gamma_bus(n) = par(i,nc, gain( m.take(m.take(i+1,co)+1, gamma(n))));
output_gain = hslider("gain [unit:dB]", 0, -30, +10, 1): mu.db2linear :*(checkbox("mute")<0.5): dezipper;
gain_muting_bus(0,n) = bus(n);
gain_muting_bus(1,n) = par(i,n,*(output_gain));
decoder(1,nc,ns) = nfc_input_bus(nc)
: gamma_bus(0)
<: par(is,ns, speaker_chain(is))
: delay_level(rs);
decoder(2,nc,ns) = nfc_input_bus(nc)
: par(i,nc, shelf(xover_freq,m.take(m.take(i+1,co)+1, gamma(0))/lfhf_ratio,
m.take(m.take(i+1,co)+1, gamma(1))*lfhf_ratio))
<: par(is,ns, speaker_chain(is))
: delay_level(rs);
decoder(3,nc,ns) = bus(nc)
: nfc_input_bus(nc)
: xover(xover_freq,nc) : deinterleave(2*nc,2)
: (gamma_bus(0),gamma_bus(1)) : bus(2*nc)
<: par(j, ns, speaker_chain2(j,nc))
: delay_level(rs)
;
speaker_chain2(i,nc) = gain(s(i,0)), gain(s(i,1))
:> bus(nc)
<: par(j,no,gate_bus(j,co):>nfc_out(nfc_output,j,m.take(i+1,rs),1.0))
:>_ ;
r_max = sup(rs);
r_bar = (rs :> float) / float(count(rs));
no = decoder_order+1;
nc = count(co);
process = input_mask(input_full_set):decoder(decoder_type,nc,ns):gain_muting_bus(output_gain_muting,ns);
|
5d5a23e4c3824088c712974e5dba0e70e7222463e9060b1f81a573ccf4cb7dc4 | LucaSpanedda/Guida_Primi_Codici_in_FAUST | 0.20_Fasore.dsp | // FASORE
/* Per ottenere un segnale FASORE,
dal nostro segnale di Rampa ad incremento infinito,
vogliamo creare un segnale che si ripete
secondo tale andamento ciclicamente ogni tot. campioni
che determinano di conseguenza il suo incremento,
da un punto di partenza ad un punto di fine:
Dobbiamo creare una funzione che faccia si di ESCLUDERE I NUMERI INTERI
che sappiamo essere in una RAMPA crescenti all'infinito.
E mantenere dunque invece,
i suoi decimali che hanno un determinato incremento alla base
che si ripete crescendo sino ad arrivare ad un numero intero.
decimale(x) è la nostra prima funzione, in cui determiniamo che:
decimale vuole dire che ad x sottraiamo gli interi di x,
e quindi avremo i decimali di x
decimale(x)= x-int(x);
fasore è la nostra seconda funzione, e dice che
0.002 in uscita è connesso in entrata
(:) a + (+ connesso a funzione decimale)
e tutto questo avviene in loop ~
(~ che punta al primo ingresso disponibile nella funzione)
fasore = 0.002 : (+ : decimale) ~ _;
il fasore muovendo ogni campione per un incremento di 0.002
arriva da 0.002 a 1 in 500 campioni
500 incrementi susseguenti di 0.002.
avendo 48000 samples che definiscono un secondo,
in 48000 samples 500 ci stanno 96 volte
creando dunque 96Hz di frequenza (96 oscillazioni al secondo),
process infine,
è la funzione finale e dice che il nostro fasore che si muove ora tra 0. e 1.
con - 0.5, si muove tra - 0.5 e +0.5,
e moltiplicando *2, si muove tra -1. e 1.
dunque process = (fasore-0.5)*2;
viene effettuato il riscalamento perchè
essendo il fasore solo in fase positiva potrebbe creare problemi ai coni.
degli altoparlanti */
//CODICE:
decimale(x)= x-int(x);
phase = 0.002 : (+ : decimale) ~ _;
process = (phase);
| https://raw.githubusercontent.com/LucaSpanedda/Guida_Primi_Codici_in_FAUST/c246daac1d98a367dedeb5bb608b0c4fbcc17dc7/0.20_Fasore.dsp | faust | FASORE
Per ottenere un segnale FASORE,
dal nostro segnale di Rampa ad incremento infinito,
vogliamo creare un segnale che si ripete
secondo tale andamento ciclicamente ogni tot. campioni
che determinano di conseguenza il suo incremento,
da un punto di partenza ad un punto di fine:
Dobbiamo creare una funzione che faccia si di ESCLUDERE I NUMERI INTERI
che sappiamo essere in una RAMPA crescenti all'infinito.
E mantenere dunque invece,
i suoi decimali che hanno un determinato incremento alla base
che si ripete crescendo sino ad arrivare ad un numero intero.
decimale(x) è la nostra prima funzione, in cui determiniamo che:
decimale vuole dire che ad x sottraiamo gli interi di x,
e quindi avremo i decimali di x
decimale(x)= x-int(x);
fasore è la nostra seconda funzione, e dice che
0.002 in uscita è connesso in entrata
(:) a + (+ connesso a funzione decimale)
e tutto questo avviene in loop ~
(~ che punta al primo ingresso disponibile nella funzione)
fasore = 0.002 : (+ : decimale) ~ _;
il fasore muovendo ogni campione per un incremento di 0.002
arriva da 0.002 a 1 in 500 campioni
500 incrementi susseguenti di 0.002.
avendo 48000 samples che definiscono un secondo,
in 48000 samples 500 ci stanno 96 volte
creando dunque 96Hz di frequenza (96 oscillazioni al secondo),
process infine,
è la funzione finale e dice che il nostro fasore che si muove ora tra 0. e 1.
con - 0.5, si muove tra - 0.5 e +0.5,
e moltiplicando *2, si muove tra -1. e 1.
dunque process = (fasore-0.5)*2;
viene effettuato il riscalamento perchè
essendo il fasore solo in fase positiva potrebbe creare problemi ai coni.
degli altoparlanti
CODICE:
|
decimale(x)= x-int(x);
phase = 0.002 : (+ : decimale) ~ _;
process = (phase);
|
5ce6c1edacb98cfc01ba4892d2bf96a97b0e0009e1ae0a99ddadafb39aabbb7f | LucaSpanedda/Guida_Primi_Codici_in_FAUST | 0.10_Rampa.dsp | // RAMPA
/* Una RAMPA
è un segnale che produce un andamento crescente da un numero
di partenza ad infinito.
E tramite campioni viene implementata in modo che per ogni campione continui
a crescere di e da un valore definito in partenza.
Per comprendere il processo
bisogna fare però alcune premesse:
L'audio in digitale sappiamo che funziona per CAMPIONI.
Dove i campioni sono dei valori COSTANTI
per la loro definita durata di tempo.
Si susseguono tra loro in una successione costante
e lo fanno in un determinato lasso di tempo.
La loro quantità è definita dalla FREQUENZA DI CAMPIONAMENTO
che è espressa in secondi,
che ci dice che ogni secondo corrisponde ad un tot.
di campioni che si susseguono al suo interno:
Ad esempio: ad una frequenza di campionamento di 48000
abbiamo una successione di 48000 valori costanti (campioni)
che vengono utilizzati per esprimere il nostro segnale in un secondo.
E quindi di conseguenza, a 48000samples
per secondo avremo un nuovo campione ogni circa 0,021ms
(in 1000ms=1secondo abbiamo 48000 valori che si susseguono)
(1000 millisecondi /48000 campioni nei 1000 ms = 1 campione ogni 0,021ms).
Mentre il VALORE COSTANTE che rappresenta per la sua durata temporale
un campione, è definito in BIT.
Come creare una RAMPA:
per creare una rampa servendoci dei campioni,
dobbiamo partire della creazione di un determinato LOOP:
da cui partendo da un valore definito alla base,
ad esempio 0.1 dato al primo campione,
e creando una somma ciclica di questo, dove ogni campione successivo
viene incrementato di questo valore rispetto al precedente,
(quindi creando un incremento infinito di 0.1)
e ipotizzando una situazione dove ogni campione abbia una durata di 10ms,
arriveremo tramite incrementi al valore di 1:
in 10 CAMPIONI e 10 MILLISECONDI.
di conseguenza a due in 20 CAMPIONI e 20 MILLISECONDI, e così via.
Quindi:
se invece, ad una frequenza di campionamento
abbiamo 48000 campioni al secondo
ed abbiamo un valore costante di 0.1 che incrementa ad ogni campione
del suo valore sommando se stesso (LOOP),
alla fine di un secondo
il nostro valore incrementato sarà arrivato a 4800
a due secondi 9600, e così via... */
//CODICE:
//process = 0.1 : + ~ _;
//per vedere la rampa sull'oscilloscopio di FAUST:
process = _; // commentare questo process.
//e avviare il process rimuovendo il commento alla riga sotto "CODICE:"
//disattivando però l'audio in uscita sul DAC.
//così da non danneggiare gli speaker con della Corrente Continua.
| https://raw.githubusercontent.com/LucaSpanedda/Guida_Primi_Codici_in_FAUST/0eedc73c90fde5f60a2273c83e116acb340f7e12/0.10_Rampa.dsp | faust | RAMPA
Una RAMPA
è un segnale che produce un andamento crescente da un numero
di partenza ad infinito.
E tramite campioni viene implementata in modo che per ogni campione continui
a crescere di e da un valore definito in partenza.
Per comprendere il processo
bisogna fare però alcune premesse:
L'audio in digitale sappiamo che funziona per CAMPIONI.
Dove i campioni sono dei valori COSTANTI
per la loro definita durata di tempo.
Si susseguono tra loro in una successione costante
e lo fanno in un determinato lasso di tempo.
La loro quantità è definita dalla FREQUENZA DI CAMPIONAMENTO
che è espressa in secondi,
che ci dice che ogni secondo corrisponde ad un tot.
di campioni che si susseguono al suo interno:
Ad esempio: ad una frequenza di campionamento di 48000
abbiamo una successione di 48000 valori costanti (campioni)
che vengono utilizzati per esprimere il nostro segnale in un secondo.
E quindi di conseguenza, a 48000samples
per secondo avremo un nuovo campione ogni circa 0,021ms
(in 1000ms=1secondo abbiamo 48000 valori che si susseguono)
(1000 millisecondi /48000 campioni nei 1000 ms = 1 campione ogni 0,021ms).
Mentre il VALORE COSTANTE che rappresenta per la sua durata temporale
un campione, è definito in BIT.
Come creare una RAMPA:
per creare una rampa servendoci dei campioni,
dobbiamo partire della creazione di un determinato LOOP:
da cui partendo da un valore definito alla base,
ad esempio 0.1 dato al primo campione,
e creando una somma ciclica di questo, dove ogni campione successivo
viene incrementato di questo valore rispetto al precedente,
(quindi creando un incremento infinito di 0.1)
e ipotizzando una situazione dove ogni campione abbia una durata di 10ms,
arriveremo tramite incrementi al valore di 1:
in 10 CAMPIONI e 10 MILLISECONDI.
di conseguenza a due in 20 CAMPIONI e 20 MILLISECONDI, e così via.
Quindi:
se invece, ad una frequenza di campionamento
abbiamo 48000 campioni al secondo
ed abbiamo un valore costante di 0.1 che incrementa ad ogni campione
del suo valore sommando se stesso (LOOP),
alla fine di un secondo
il nostro valore incrementato sarà arrivato a 4800
a due secondi 9600, e così via...
CODICE:
process = 0.1 : + ~ _;
per vedere la rampa sull'oscilloscopio di FAUST:
commentare questo process.
e avviare il process rimuovendo il commento alla riga sotto "CODICE:"
disattivando però l'audio in uscita sul DAC.
così da non danneggiare gli speaker con della Corrente Continua.
| |
c44dce89459538f4df518fd66ee71f41a51daf75c5f1de910619232a9e2d74ed | LucaSpanedda/Guida_Primi_Codici_in_FAUST | 0.00_Fondamenti_di_Faust.dsp | // FONDAMENTI DI FAUST
// Logiche di funzionamento alla base del linguaggio di programmazione FAUST
// --- LA RIGA DI COMMENTO
// la sintassi di Faust proviene dal linguaggio c quindi in Faust la riga di
// commento si scrive con un doppio-slash ad inizio riga // come fatto finora.
// --- IL COMMENTO MULTI RIGA
/* come nel linguaggio c si può iniziare un commento multiriga con i caratteri
slash asterisco ad inizio commento e asterisco slash a fine commento come fatto
in questo blocco di codice. */
// --- FUNZIONE
// una funzione è una parte del programma che permette di raggruppare, una
// sequenza di istruzioni in un unico blocco, espletando così una specifica
// (e in generale più complessa) operazione, azione (o elaborazione) sui dati
// del programma stesso in modo tale che, a partire da determinati INPUT,
// restituisca determinati OUTPUT.
// L'importanza, la praticità e i vantaggi di una funzione stanno nel fatto che
// può essere "chiamata" ("richiamata", "invocata" o "attivata") in diversi
// punti del programma di cui fa parte ogni volta in cui si ha la necessità di
// farlo come se fosse una singola istruzione senza la necessità di doverne
// riscrivere ogni volta il relativo codice implementando dunque il cosiddetto
// riuso di codice.
process = _;
// --- PROCESS
// process è il luogo in cui il programma di Faust diviene attivo, le funzioni
// esterne a process diventano attive solo se chiamate direttamente o
// indirettamente nella riga di process. process è assimilabile al ciclo main
// del linguaggio c.
// l'operatore _ indica un rapporto di identità tra entrata ed uscita,
// astrazione del canale di transito del segnale.
// --- OPERATORI MATEMATICI
// gli operatori matematici sono + - * / % ^ ognuno dei quali ha due entrate
// implicite ed una sola uscita: esempio A + B dove A e B sono le entrate della
// dell'oeratore somma producono una sola uscita C. process = A+B; process = C;
// --- OPERATORI COMPOSITIVI
// il linguaggio di faust è algebrico con logica a blocchi: si scrivono
// espressioni come astrazioni di diagramma a blocchi sulla base di cinque
// operatori per la composizione dei flussi audio
//
// : collegamento sequenziale
// (esempio A : B dove l'usicita di A entra nella sola entrata di B)
// --> A --> B -->
//
// , percorso parallelo
// (esempio A, B dove i flussi di A e di B sono paralleli)
// --> A -->
// --> B -->
//
// <: split del percorso in n uscite
// (esempio A <: B,C dove l'uscita di A entra in B e in C)
// |--> B -->
// --> A --<:
// |--> C -->
//
// :> unione combinata di più percorsi in entrata su una o più uscite
// (esempio A,B :> C dove i flussi di A e B sono paralleli e convergono in C)
// --> A -->|
// :>--> C -->
// --> B -->|
//
// ~ collegamento ricorsivo
// (esempio A~B dove l'uscita di A viene collegata all'entrata di B e
// l'uscita di B viene collegata all'entrata di A)
// (esempio di A con una sola entrata, questa verrà occupata dall'uscita di B).
// +-- B <--+
// | |
// +--> A --+-->
// (esempio di A con due entrate, l'uscita B occuperà la prima entrata di A)
// +-- B <--+
// | |
// --+--> A --+-->
//
// ! interruzione di percorso
// (esempio A:! l'uscita di A viene chiusa)
// --- OPERATORI LOGICI (BITWISE)
// & and
// | or
// xor
// << shift left
// << shift right
// --- OPERATORI DI CONFRONTO
// < minore
// <= minore uguale
// > maggiore
// >= maggiore uguale
// == uguale
// != diverso
// --- OPERATORI DI RITARDO
// @ ha due entrate, il segnale da ritardare e la quantità del ritardo.
// mem ritardo di un campione
// ' numero di campioni di ritardo x'' (x due campioni dopo)
// --- FUNZIONI MATEMATICHE PRIMITIVE
// acos asin atan atan2 cos sin tan exp log log10 pow sqrt abs min max fmod
// remainder floor ceil rint
| https://raw.githubusercontent.com/LucaSpanedda/Guida_Primi_Codici_in_FAUST/72af9bc7b471703fd4fb2f288be1e939be9be5a6/0.00_Fondamenti_di_Faust.dsp | faust | FONDAMENTI DI FAUST
Logiche di funzionamento alla base del linguaggio di programmazione FAUST
--- LA RIGA DI COMMENTO
la sintassi di Faust proviene dal linguaggio c quindi in Faust la riga di
commento si scrive con un doppio-slash ad inizio riga // come fatto finora.
--- IL COMMENTO MULTI RIGA
come nel linguaggio c si può iniziare un commento multiriga con i caratteri
slash asterisco ad inizio commento e asterisco slash a fine commento come fatto
in questo blocco di codice.
--- FUNZIONE
una funzione è una parte del programma che permette di raggruppare, una
sequenza di istruzioni in un unico blocco, espletando così una specifica
(e in generale più complessa) operazione, azione (o elaborazione) sui dati
del programma stesso in modo tale che, a partire da determinati INPUT,
restituisca determinati OUTPUT.
L'importanza, la praticità e i vantaggi di una funzione stanno nel fatto che
può essere "chiamata" ("richiamata", "invocata" o "attivata") in diversi
punti del programma di cui fa parte ogni volta in cui si ha la necessità di
farlo come se fosse una singola istruzione senza la necessità di doverne
riscrivere ogni volta il relativo codice implementando dunque il cosiddetto
riuso di codice.
--- PROCESS
process è il luogo in cui il programma di Faust diviene attivo, le funzioni
esterne a process diventano attive solo se chiamate direttamente o
indirettamente nella riga di process. process è assimilabile al ciclo main
del linguaggio c.
l'operatore _ indica un rapporto di identità tra entrata ed uscita,
astrazione del canale di transito del segnale.
--- OPERATORI MATEMATICI
gli operatori matematici sono + - * / % ^ ognuno dei quali ha due entrate
implicite ed una sola uscita: esempio A + B dove A e B sono le entrate della
dell'oeratore somma producono una sola uscita C. process = A+B; process = C;
--- OPERATORI COMPOSITIVI
il linguaggio di faust è algebrico con logica a blocchi: si scrivono
espressioni come astrazioni di diagramma a blocchi sulla base di cinque
operatori per la composizione dei flussi audio
: collegamento sequenziale
(esempio A : B dove l'usicita di A entra nella sola entrata di B)
--> A --> B -->
, percorso parallelo
(esempio A, B dove i flussi di A e di B sono paralleli)
--> A -->
--> B -->
<: split del percorso in n uscite
(esempio A <: B,C dove l'uscita di A entra in B e in C)
|--> B -->
--> A --<:
|--> C -->
:> unione combinata di più percorsi in entrata su una o più uscite
(esempio A,B :> C dove i flussi di A e B sono paralleli e convergono in C)
--> A -->|
:>--> C -->
--> B -->|
~ collegamento ricorsivo
(esempio A~B dove l'uscita di A viene collegata all'entrata di B e
l'uscita di B viene collegata all'entrata di A)
(esempio di A con una sola entrata, questa verrà occupata dall'uscita di B).
+-- B <--+
| |
+--> A --+-->
(esempio di A con due entrate, l'uscita B occuperà la prima entrata di A)
+-- B <--+
| |
--+--> A --+-->
! interruzione di percorso
(esempio A:! l'uscita di A viene chiusa)
--- OPERATORI LOGICI (BITWISE)
& and
| or
xor
<< shift left
<< shift right
--- OPERATORI DI CONFRONTO
< minore
<= minore uguale
> maggiore
>= maggiore uguale
== uguale
!= diverso
--- OPERATORI DI RITARDO
@ ha due entrate, il segnale da ritardare e la quantità del ritardo.
mem ritardo di un campione
' numero di campioni di ritardo x'' (x due campioni dopo)
--- FUNZIONI MATEMATICHE PRIMITIVE
acos asin atan atan2 cos sin tan exp log log10 pow sqrt abs min max fmod
remainder floor ceil rint
|
process = _;
|
4d55a04a8e37b61a999f61de71ca32d14579fff8fed256d873ce8acd2cadb1d9 | sozbtn/physical-modelling-percussion-instrument | mesh.dsp | // Nonlinear Waveguide Mesh
// Autor: der Pablo
// JOS. https://ccrma.stanford.edu/~rmichon/publications/doc/DAFx11-Nonl-Allpass.pdf
// Sources http://www.music.mcgill.ca/~gary/618/reading.html
// Reference videos:
// - Cymbal https://www.youtube.com/watch?v=6dLZ3hJbLqE
// Limitations:
// Effect of wave dispersion due to discretization of propagation in two directions. Limitations to a low frequency range.
// Again, see Stephan Bilbao youtube video.
// Objective: evolving spectra due to nonlinear coupling between modes --> mesh (wave propagation) + nl apf (coupling bw modes, energy conserving)
// TO DO: sound of plate on chromaphone
// excitation postion
// what mesh parameters are important (chromaphone, thesis). what determines snare drum from metal plate (material)
// how does dispersion error sound? stephan bilbao youtube maybe
// NL allpass investigation
// see if it sounds natural with N=2 and low frequency lowpass
// coefficient modulation: lowpass input signal-> slower modulation (pitch) highpass? saturation?
// LFO triggered? --> could be good for generating FM sidebands
// read paper (last section) for further ideas/understanding of coupling
// Filter investigation:
// lowpass (buttworth) sounds good at order II
// elliptic has a little bit of resonance for higher frequencies but at very low frequencies (607 Hz) has nice
// resonances and causes Allpass to modulate harmonics. Which is nice for congas.
// also much more stable than others.
import("filter.lib"); // for mesh_square()
import("misceffect.lib");
import("signal.lib");
import("instrument.lib");
N=8; // must be power of 2, and mesh order = 4*N is number of feedback loops = number of LP + NLAP branches
NA=4; // allpass order (any positive integer)
volume = hslider("h:Basic_Parameters/volume [1][tooltip:Volume (value between 0 and 1)]",1,0,1,0.01);
gate = button("h:Basic_Parameters/gate [1][tooltip:noteOn = 1, noteOff = 0]");
gain = hslider("h:Basic_Parameters/gain [1][tooltip:Gain (value between 0 and 1)]",1,0,1,0.01);
touchLength = hslider("v:Physical_Parameters/Touch_Length
[2][tooltip:A value between 0 and 1]",0.15,0,1,0.01)*2;
//model parameters
lpgain = hslider("v:Physical_Parameters/Lp_Gain
[3][tooltip:A value between 0 and 1]",0.99999999999,0.980,0.99999999999,0.000000000001);
lpQ = hslider("v:Physical_Parameters/Lp_Q
[3][tooltip:A value between 0 and 1]",0.1,0.05,0.7,0.001);
lpFreq = hslider("v:Physical_Parameters/Lp_Freq
[4][tooltip:A value between 0 and 1]",20000,40,20000,100);
gain_g = hslider("h:Basic_Parameters/gain_g [1][tooltip:Gain_g (value between 0 and 10)]",1,0,2*3.14159,0.01);
fine_gain_g = hslider("h:Basic_Parameters/fine_gain_g [1][tooltip:Gain_g (value between 0 and 10)]",0,0,1,0.001);
//mesh
modulation = gain_g + fine_gain_g;
nlmesh(N,NA,x)=mesh_square(N)~(lpbank(4*N) : apbank(4*N,x))
with {
coeffs(x)=par(i,NA,x); // e.g.
apbranch(i,x) = allpassnn(NA,coeffs(modulation),x);
lpbranch(i) = resonlp(lpFreq,lpQ,-lpgain); // resonlp(fc,Q,gain)
apbank(M,x) = bus(M)
: par(i,M-1,apbranch(i)),
apbranch(M-1) + x;
lpbank(M) = bus(M)
: par(i,M,lpbranch(i));
};
//process = _,asympT60(gain,0,touchLength,gate) :>+: (nlmesh(N,NA)) :>+ :_ * pow(volume,2) <: _,_;
process = nlmesh(N,NA); | https://raw.githubusercontent.com/sozbtn/physical-modelling-percussion-instrument/ad971fd6d962c125df70662aaab9ca87230ba805/mesh/mesh.dsp | faust | Nonlinear Waveguide Mesh
Autor: der Pablo
JOS. https://ccrma.stanford.edu/~rmichon/publications/doc/DAFx11-Nonl-Allpass.pdf
Sources http://www.music.mcgill.ca/~gary/618/reading.html
Reference videos:
- Cymbal https://www.youtube.com/watch?v=6dLZ3hJbLqE
Limitations:
Effect of wave dispersion due to discretization of propagation in two directions. Limitations to a low frequency range.
Again, see Stephan Bilbao youtube video.
Objective: evolving spectra due to nonlinear coupling between modes --> mesh (wave propagation) + nl apf (coupling bw modes, energy conserving)
TO DO: sound of plate on chromaphone
excitation postion
what mesh parameters are important (chromaphone, thesis). what determines snare drum from metal plate (material)
how does dispersion error sound? stephan bilbao youtube maybe
NL allpass investigation
see if it sounds natural with N=2 and low frequency lowpass
coefficient modulation: lowpass input signal-> slower modulation (pitch) highpass? saturation?
LFO triggered? --> could be good for generating FM sidebands
read paper (last section) for further ideas/understanding of coupling
Filter investigation:
lowpass (buttworth) sounds good at order II
elliptic has a little bit of resonance for higher frequencies but at very low frequencies (607 Hz) has nice
resonances and causes Allpass to modulate harmonics. Which is nice for congas.
also much more stable than others.
for mesh_square()
must be power of 2, and mesh order = 4*N is number of feedback loops = number of LP + NLAP branches
allpass order (any positive integer)
model parameters
mesh
e.g.
resonlp(fc,Q,gain)
process = _,asympT60(gain,0,touchLength,gate) :>+: (nlmesh(N,NA)) :>+ :_ * pow(volume,2) <: _,_; |
import("misceffect.lib");
import("signal.lib");
import("instrument.lib");
volume = hslider("h:Basic_Parameters/volume [1][tooltip:Volume (value between 0 and 1)]",1,0,1,0.01);
gate = button("h:Basic_Parameters/gate [1][tooltip:noteOn = 1, noteOff = 0]");
gain = hslider("h:Basic_Parameters/gain [1][tooltip:Gain (value between 0 and 1)]",1,0,1,0.01);
touchLength = hslider("v:Physical_Parameters/Touch_Length
[2][tooltip:A value between 0 and 1]",0.15,0,1,0.01)*2;
lpgain = hslider("v:Physical_Parameters/Lp_Gain
[3][tooltip:A value between 0 and 1]",0.99999999999,0.980,0.99999999999,0.000000000001);
lpQ = hslider("v:Physical_Parameters/Lp_Q
[3][tooltip:A value between 0 and 1]",0.1,0.05,0.7,0.001);
lpFreq = hslider("v:Physical_Parameters/Lp_Freq
[4][tooltip:A value between 0 and 1]",20000,40,20000,100);
gain_g = hslider("h:Basic_Parameters/gain_g [1][tooltip:Gain_g (value between 0 and 10)]",1,0,2*3.14159,0.01);
fine_gain_g = hslider("h:Basic_Parameters/fine_gain_g [1][tooltip:Gain_g (value between 0 and 10)]",0,0,1,0.001);
modulation = gain_g + fine_gain_g;
nlmesh(N,NA,x)=mesh_square(N)~(lpbank(4*N) : apbank(4*N,x))
with {
apbranch(i,x) = allpassnn(NA,coeffs(modulation),x);
apbank(M,x) = bus(M)
: par(i,M-1,apbranch(i)),
apbranch(M-1) + x;
lpbank(M) = bus(M)
: par(i,M,lpbranch(i));
};
process = nlmesh(N,NA); |
5bbe2f1ac9188f39292ffba4ade75dffcdde1b0831cfd18dd9b0fa73afb9a86c | LucaSpanedda/Riverberazione_Digitale_in_FAUST | 2.0_Luca_Spanedda_KBVerb.dsp | declare name "Luca Spanedda's KBVerb";
declare version "1.0.0";
declare author "Luca Spanedda";
declare copyright "Copyright(c) 2022 Luca Spanedda";
// import Standard Faust library
// https://github.com/grame-cncm/faustlibraries/
import("stdfaust.lib");
// insert an Index for the prime number list, report ms. and Meters
reverbPrimeTest(index) =
primeNumbers(index) : \(x).(x : ba.samp2sec, (343.1)*(x : ba.samp2sec));
/*
process =
reverbPrimeTest(410) ,
reverbPrimeTest(420) ,
reverbPrimeTest(430) ,
reverbPrimeTest(440) ,
reverbPrimeTest(460) ,
reverbPrimeTest(480) ,
reverbPrimeTest(500) ,
reverbPrimeTest(520) ;
*/
primes =
(2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73,
79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163,
167, 173, 179, 181, 191, 193, 197, 199, 211, 223, 227, 229, 233, 239, 241, 251,
257, 263, 269, 271, 277, 281, 283, 293, 307, 311, 313, 317, 331, 337, 347, 349,
353, 359, 367, 373, 379, 383, 389, 397, 401, 409, 419, 421, 431, 433, 439, 443,
449, 457, 461, 463, 467, 479, 487, 491, 499, 503, 509, 521, 523, 541, 547, 557,
563, 569, 571, 577, 587, 593, 599, 601, 607, 613, 617, 619, 631, 641, 643, 647,
653, 659, 661, 673, 677, 683, 691, 701, 709, 719, 727, 733, 739, 743, 751, 757,
761, 769, 773, 787, 797, 809, 811, 821, 823, 827, 829, 839, 853, 857, 859, 863,
877, 881, 883, 887, 907, 911, 919, 929, 937, 941, 947, 953, 967, 971, 977, 983,
991, 997, 1009, 1013, 1019, 1021, 1031, 1033, 1039, 1049, 1051, 1061, 1063,
1069, 1087, 1091, 1093, 1097, 1103, 1109, 1117, 1123, 1129, 1151, 1153, 1163,
1171, 1181, 1187, 1193, 1201, 1213, 1217, 1223, 1229, 1231, 1237, 1249, 1259,
1277, 1279, 1283, 1289, 1291, 1297, 1301, 1303, 1307, 1319, 1321, 1327, 1361,
1367, 1373, 1381, 1399, 1409, 1423, 1427, 1429, 1433, 1439, 1447, 1451, 1453,
1459, 1471, 1481, 1483, 1487, 1489, 1493, 1499, 1511, 1523, 1531, 1543, 1549,
1553, 1559, 1567, 1571, 1579, 1583, 1597, 1601, 1607, 1609, 1613, 1619, 1621,
1627, 1637, 1657, 1663, 1667, 1669, 1693, 1697, 1699, 1709, 1721, 1723, 1733,
1741, 1747, 1753, 1759, 1777, 1783, 1787, 1789, 1801, 1811, 1823, 1831, 1847,
1861, 1867, 1871, 1873, 1877, 1879, 1889, 1901, 1907, 1913, 1931, 1933, 1949,
1951, 1973, 1979, 1987, 1993, 1997, 1999, 2003, 2011, 2017, 2027, 2029, 2039,
2053, 2063, 2069, 2081, 2083, 2087, 2089, 2099, 2111, 2113, 2129, 2131, 2137,
2141, 2143, 2153, 2161, 2179, 2203, 2207, 2213, 2221, 2237, 2239, 2243, 2251,
2267, 2269, 2273, 2281, 2287, 2293, 2297, 2309, 2311, 2333, 2339, 2341, 2347,
2351, 2357, 2371, 2377, 2381, 2383, 2389, 2393, 2399, 2411, 2417, 2423, 2437,
2441, 2447, 2459, 2467, 2473, 2477, 2503, 2521, 2531, 2539, 2543, 2549, 2551,
2557, 2579, 2591, 2593, 2609, 2617, 2621, 2633, 2647, 2657, 2659, 2663, 2671,
2677, 2683, 2687, 2689, 2693, 2699, 2707, 2711, 2713, 2719, 2729, 2731, 2741,
2749, 2753, 2767, 2777, 2789, 2791, 2797, 2801, 2803, 2819, 2833, 2837, 2843,
2851, 2857, 2861, 2879, 2887, 2897, 2903, 2909, 2917, 2927, 2939, 2953, 2957,
2963, 2969, 2971, 2999, 3001, 3011, 3019, 3023, 3037, 3041, 3049, 3061, 3067,
3079, 3083, 3089, 3109, 3119, 3121, 3137, 3163, 3167, 3169, 3181, 3187, 3191,
3203, 3209, 3217, 3221, 3229, 3251, 3253, 3257, 3259, 3271, 3299, 3301, 3307,
3313, 3319, 3323, 3329, 3331, 3343, 3347, 3359, 3361, 3371, 3373, 3389, 3391,
3407, 3413, 3433, 3449, 3457, 3461, 3463, 3467, 3469, 3491, 3499, 3511, 3517,
3527, 3529, 3533, 3539, 3541, 3547, 3557, 3559, 3571, 3581, 3583, 3593, 3607,
3613, 3617, 3623, 3631, 3637, 3643, 3659, 3671, 3673, 3677, 3691, 3697, 3701,
3709, 3719, 3727, 3733, 3739, 3761, 3767, 3769, 3779, 3793, 3797, 3803, 3821,
3823, 3833, 3847, 3851, 3853, 3863, 3877, 3881, 3889, 3907, 3911, 3917, 3919,
3923, 3929, 3931, 3943, 3947, 3967, 3989, 4001, 4003, 4007, 4013, 4019, 4021,
4027, 4049, 4051, 4057, 4073, 4079, 4091, 4093, 4099, 4111, 4127, 4129, 4133,
4139, 4153, 4157, 4159, 4177, 4201, 4211, 4217, 4219, 4229, 4231, 4241, 4243,
4253, 4259, 4261, 4271, 4273, 4283, 4289, 4297, 4327, 4337, 4339, 4349, 4357,
4363, 4373, 4391, 4397, 4409, 4421, 4423, 4441, 4447, 4451, 4457, 4463, 4481,
4483, 4493, 4507, 4513, 4517, 4519, 4523, 4547, 4549, 4561, 4567, 4583, 4591,
4597, 4603, 4621, 4637, 4639, 4643, 4649, 4651, 4657, 4663, 4673, 4679, 4691,
4703, 4721, 4723, 4729, 4733, 4751, 4759, 4783, 4787, 4789, 4793, 4799, 4801,
4813, 4817, 4831, 4861, 4871, 4877, 4889, 4903, 4909, 4919, 4931, 4933, 4937,
4943, 4951, 4957, 4967, 4969, 4973, 4987, 4993, 4999, 5003, 5009, 5011, 5021,
5023, 5039, 5051, 5059, 5077, 5081, 5087, 5099, 5101, 5107, 5113, 5119, 5147,
5153, 5167, 5171, 5179, 5189, 5197, 5209, 5227, 5231, 5233, 5237, 5261, 5273,
5279, 5281, 5297, 5303, 5309, 5323, 5333, 5347, 5351, 5381, 5387, 5393, 5399,
5407, 5413, 5417, 5419, 5431, 5437, 5441, 5443, 5449, 5471, 5477, 5479, 5483,
5501, 5503, 5507, 5519, 5521, 5527, 5531, 5557, 5563, 5569, 5573, 5581, 5591,
5623, 5639, 5641, 5647, 5651, 5653, 5657, 5659, 5669, 5683, 5689, 5693, 5701,
5711, 5717, 5737, 5741, 5743, 5749, 5779, 5783, 5791, 5801, 5807, 5813, 5821,
5827, 5839, 5843, 5849, 5851, 5857, 5861, 5867, 5869, 5879, 5881, 5897, 5903,
5923, 5927, 5939, 5953, 5981, 5987, 6007, 6011, 6029, 6037, 6043, 6047, 6053,
6067, 6073, 6079, 6089, 6091, 6101, 6113, 6121, 6131, 6133, 6143, 6151, 6163,
6173, 6197, 6199, 6203, 6211, 6217, 6221, 6229, 6247, 6257, 6263, 6269, 6271,
6277, 6287, 6299, 6301, 6311, 6317, 6323, 6329, 6337, 6343, 6353, 6359, 6361,
6367, 6373, 6379, 6389, 6397, 6421, 6427, 6449, 6451, 6469, 6473, 6481, 6491,
6521, 6529, 6547, 6551, 6553, 6563, 6569, 6571, 6577, 6581, 6599, 6607, 6619,
6637, 6653, 6659, 6661, 6673, 6679, 6689, 6691, 6701, 6703, 6709, 6719, 6733,
6737, 6761, 6763, 6779, 6781, 6791, 6793, 6803, 6823, 6827, 6829, 6833, 6841,
6857, 6863, 6869, 6871, 6883, 6899, 6907, 6911, 6917, 6947, 6949, 6959, 6961,
6967, 6971, 6977, 6983, 6991, 6997, 7001, 7013, 7019, 7027, 7039, 7043, 7057,
7069, 7079, 7103, 7109, 7121, 7127, 7129, 7151, 7159, 7177, 7187, 7193, 7207,
7211, 7213, 7219, 7229, 7237, 7243, 7247, 7253, 7283, 7297, 7307, 7309, 7321,
7331, 7333, 7349, 7351, 7369, 7393, 7411, 7417, 7433, 7451, 7457, 7459, 7477,
7481, 7487, 7489, 7499, 7507, 7517, 7523, 7529, 7537, 7541, 7547, 7549, 7559,
7561, 7573, 7577, 7583, 7589, 7591, 7603, 7607, 7621, 7639, 7643, 7649, 7669,
7673, 7681, 7687, 7691, 7699, 7703, 7717, 7723, 7727, 7741, 7753, 7757, 7759,
7789, 7793, 7817, 7823, 7829, 7841, 7853, 7867, 7873, 7877, 7879, 7883, 7901,
7907, 7919, 7927, 7933, 7937, 7949, 7951, 7963, 7993, 8009, 8011, 8017, 8039,
8053, 8059, 8069, 8081, 8087, 8089, 8093, 8101, 8111, 8117, 8123, 8147, 8161,
8167, 8171, 8179, 8191, 8209, 8219, 8221, 8231, 8233, 8237, 8243, 8263, 8269,
8273, 8287, 8291, 8293, 8297, 8311, 8317, 8329, 8353, 8363, 8369, 8377, 8387,
8389, 8419, 8423, 8429, 8431, 8443, 8447, 8461, 8467, 8501, 8513, 8521, 8527,
8537, 8539, 8543, 8563, 8573, 8581, 8597, 8599, 8609, 8623, 8627, 8629, 8641,
8647, 8663, 8669, 8677, 8681, 8689, 8693, 8699, 8707, 8713, 8719, 8731, 8737,
8741, 8747, 8753, 8761, 8779, 8783, 8803, 8807, 8819, 8821, 8831, 8837, 8839,
8849, 8861, 8863, 8867, 8887, 8893, 8923, 8929, 8933, 8941, 8951, 8963, 8969,
8971, 8999, 9001, 9007, 9011, 9013, 9029, 9041, 9043, 9049, 9059, 9067, 9091,
9103, 9109, 9127, 9133, 9137, 9151, 9157, 9161, 9173, 9181, 9187, 9199, 9203,
9209, 9221, 9227, 9239, 9241, 9257, 9277, 9281, 9283, 9293, 9311, 9319, 9323,
9337, 9341, 9343, 9349, 9371, 9377, 9391, 9397, 9403, 9413, 9419, 9421, 9431,
9433, 9437, 9439, 9461, 9463, 9467, 9473, 9479, 9491, 9497, 9511, 9521, 9533,
9539, 9547, 9551, 9587, 9601, 9613, 9619, 9623, 9629, 9631, 9643, 9649, 9661,
9677, 9679, 9689, 9697, 9719, 9721, 9733, 9739, 9743, 9749, 9767, 9769, 9781,
9787, 9791, 9803, 9811, 9817, 9829, 9833, 9839, 9851, 9857, 9859, 9871, 9883,
9887, 9901, 9907, 9923, 9929, 9931, 9941, 9949, 9967, 9973, 10007, 10009, 10037,
10039, 10061, 10067, 10069, 10079, 10091, 10093, 10099, 10103, 10111, 10133,
10139, 10141, 10151, 10159, 10163, 10169, 10177, 10181, 10193, 10211, 10223,
10243, 10247, 10253, 10259, 10267, 10271, 10273, 10289, 10301, 10303, 10313,
10321, 10331, 10333, 10337, 10343, 10357, 10369, 10391, 10399, 10427, 10429,
10433, 10453, 10457, 10459, 10463, 10477, 10487, 10499, 10501, 10513, 10529,
10531, 10559, 10567, 10589, 10597, 10601, 10607, 10613, 10627, 10631, 10639,
10651, 10657, 10663, 10667);
// index of the primes numbers
primeNumbers(index) = ba.take(index , list)
with{
list = primes;
};
// ALLPASS Tuning :
APF_A1 = primeNumbers(520) ;
APF_A2 = primeNumbers(500) ;
APF_B1 = primeNumbers(480) ;
APF_B2 = primeNumbers(460) ;
APF_C1 = primeNumbers(440) ;
APF_C2 = primeNumbers(420) ;
APF_D1 = primeNumbers(410) ;
APF_D2 = primeNumbers(400) ;
Lsum_1 = primeNumbers(520) ;
Lsum_2 = primeNumbers(500) ;
Lsum_3 = primeNumbers(480) ;
Lsum_4 = primeNumbers(460) ;
Rsum_1 = primeNumbers(440) ;
Rsum_2 = primeNumbers(420) ;
Rsum_3 = primeNumbers(410) ;
Rsum_4 = primeNumbers(400) ;
// Luca Spanedda's KBVerb
// Reverb Model based on: Keith Barr Allpass Loop Reverb
KBReverb(IN) = Circuit
with{
APF(delaysamples) = (+ : _ <: @(delaysamples-1), *(0.5)) ~ *(-0.5) : mem, _ : + : _;
Sect_A = IN+_ : APF(APF_A1) : APF(APF_A2);
Sect_B = IN+_ : APF(APF_B1) : APF(APF_B2);
Sect_C = IN+_ : APF(APF_C1) : APF(APF_C2);
Sect_D = IN+_ : APF(APF_D1) : APF(APF_D2);
Decorrelation(L1,R1,L2,R2,L3,R3,L4,R4) =
(Delay(L1,Lsum_1)+Delay(L2,Lsum_2)+Delay(L3,Lsum_3)+Delay(L4,Lsum_4))/4,
(Delay(R1,Rsum_1)+Delay(R2,Rsum_2)+Delay(R3,Rsum_3)+Delay(R4,Rsum_4))/4;
Circuit =
IN <: _,
(
( Sect_A <:
(_*KRT:Sect_B <:
(_*KRT:Sect_C <:
(_*KRT:Sect_D <:
_*KRT,_,_)
,_,_),
_,_),
_,_)~_ :
!,_,_,_,_,_,_,_,_ : Decorrelation
)
: !, _, _;
}
with{
Delay(x,del) = x@(del);
Early = hslider("Early Reflections [style:knob]",0.920,0,1,0.001) : si.smoo;
KRT = hslider("Reverb Decay [style:knob]",0.820,0,1,0.001) : si.smoo;
};
Dry_Wet = hslider("Dry/Wet [style:knob]",1,0,1,0.001) : si.smoo;
Master_Route(a,b,c,d) = (a+c)/2, (b+d)/2;
process = (_+_)*10 : fi.dcblocker : KBReverb ;
| https://raw.githubusercontent.com/LucaSpanedda/Riverberazione_Digitale_in_FAUST/5cb60e8187327535dbbf9851dc1faf2c65e5936c/2.0_Luca_Spanedda_KBVerb.dsp | faust | import Standard Faust library
https://github.com/grame-cncm/faustlibraries/
insert an Index for the prime number list, report ms. and Meters
process =
reverbPrimeTest(410) ,
reverbPrimeTest(420) ,
reverbPrimeTest(430) ,
reverbPrimeTest(440) ,
reverbPrimeTest(460) ,
reverbPrimeTest(480) ,
reverbPrimeTest(500) ,
reverbPrimeTest(520) ;
index of the primes numbers
ALLPASS Tuning :
Luca Spanedda's KBVerb
Reverb Model based on: Keith Barr Allpass Loop Reverb | declare name "Luca Spanedda's KBVerb";
declare version "1.0.0";
declare author "Luca Spanedda";
declare copyright "Copyright(c) 2022 Luca Spanedda";
import("stdfaust.lib");
reverbPrimeTest(index) =
primeNumbers(index) : \(x).(x : ba.samp2sec, (343.1)*(x : ba.samp2sec));
primes =
(2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73,
79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163,
167, 173, 179, 181, 191, 193, 197, 199, 211, 223, 227, 229, 233, 239, 241, 251,
257, 263, 269, 271, 277, 281, 283, 293, 307, 311, 313, 317, 331, 337, 347, 349,
353, 359, 367, 373, 379, 383, 389, 397, 401, 409, 419, 421, 431, 433, 439, 443,
449, 457, 461, 463, 467, 479, 487, 491, 499, 503, 509, 521, 523, 541, 547, 557,
563, 569, 571, 577, 587, 593, 599, 601, 607, 613, 617, 619, 631, 641, 643, 647,
653, 659, 661, 673, 677, 683, 691, 701, 709, 719, 727, 733, 739, 743, 751, 757,
761, 769, 773, 787, 797, 809, 811, 821, 823, 827, 829, 839, 853, 857, 859, 863,
877, 881, 883, 887, 907, 911, 919, 929, 937, 941, 947, 953, 967, 971, 977, 983,
991, 997, 1009, 1013, 1019, 1021, 1031, 1033, 1039, 1049, 1051, 1061, 1063,
1069, 1087, 1091, 1093, 1097, 1103, 1109, 1117, 1123, 1129, 1151, 1153, 1163,
1171, 1181, 1187, 1193, 1201, 1213, 1217, 1223, 1229, 1231, 1237, 1249, 1259,
1277, 1279, 1283, 1289, 1291, 1297, 1301, 1303, 1307, 1319, 1321, 1327, 1361,
1367, 1373, 1381, 1399, 1409, 1423, 1427, 1429, 1433, 1439, 1447, 1451, 1453,
1459, 1471, 1481, 1483, 1487, 1489, 1493, 1499, 1511, 1523, 1531, 1543, 1549,
1553, 1559, 1567, 1571, 1579, 1583, 1597, 1601, 1607, 1609, 1613, 1619, 1621,
1627, 1637, 1657, 1663, 1667, 1669, 1693, 1697, 1699, 1709, 1721, 1723, 1733,
1741, 1747, 1753, 1759, 1777, 1783, 1787, 1789, 1801, 1811, 1823, 1831, 1847,
1861, 1867, 1871, 1873, 1877, 1879, 1889, 1901, 1907, 1913, 1931, 1933, 1949,
1951, 1973, 1979, 1987, 1993, 1997, 1999, 2003, 2011, 2017, 2027, 2029, 2039,
2053, 2063, 2069, 2081, 2083, 2087, 2089, 2099, 2111, 2113, 2129, 2131, 2137,
2141, 2143, 2153, 2161, 2179, 2203, 2207, 2213, 2221, 2237, 2239, 2243, 2251,
2267, 2269, 2273, 2281, 2287, 2293, 2297, 2309, 2311, 2333, 2339, 2341, 2347,
2351, 2357, 2371, 2377, 2381, 2383, 2389, 2393, 2399, 2411, 2417, 2423, 2437,
2441, 2447, 2459, 2467, 2473, 2477, 2503, 2521, 2531, 2539, 2543, 2549, 2551,
2557, 2579, 2591, 2593, 2609, 2617, 2621, 2633, 2647, 2657, 2659, 2663, 2671,
2677, 2683, 2687, 2689, 2693, 2699, 2707, 2711, 2713, 2719, 2729, 2731, 2741,
2749, 2753, 2767, 2777, 2789, 2791, 2797, 2801, 2803, 2819, 2833, 2837, 2843,
2851, 2857, 2861, 2879, 2887, 2897, 2903, 2909, 2917, 2927, 2939, 2953, 2957,
2963, 2969, 2971, 2999, 3001, 3011, 3019, 3023, 3037, 3041, 3049, 3061, 3067,
3079, 3083, 3089, 3109, 3119, 3121, 3137, 3163, 3167, 3169, 3181, 3187, 3191,
3203, 3209, 3217, 3221, 3229, 3251, 3253, 3257, 3259, 3271, 3299, 3301, 3307,
3313, 3319, 3323, 3329, 3331, 3343, 3347, 3359, 3361, 3371, 3373, 3389, 3391,
3407, 3413, 3433, 3449, 3457, 3461, 3463, 3467, 3469, 3491, 3499, 3511, 3517,
3527, 3529, 3533, 3539, 3541, 3547, 3557, 3559, 3571, 3581, 3583, 3593, 3607,
3613, 3617, 3623, 3631, 3637, 3643, 3659, 3671, 3673, 3677, 3691, 3697, 3701,
3709, 3719, 3727, 3733, 3739, 3761, 3767, 3769, 3779, 3793, 3797, 3803, 3821,
3823, 3833, 3847, 3851, 3853, 3863, 3877, 3881, 3889, 3907, 3911, 3917, 3919,
3923, 3929, 3931, 3943, 3947, 3967, 3989, 4001, 4003, 4007, 4013, 4019, 4021,
4027, 4049, 4051, 4057, 4073, 4079, 4091, 4093, 4099, 4111, 4127, 4129, 4133,
4139, 4153, 4157, 4159, 4177, 4201, 4211, 4217, 4219, 4229, 4231, 4241, 4243,
4253, 4259, 4261, 4271, 4273, 4283, 4289, 4297, 4327, 4337, 4339, 4349, 4357,
4363, 4373, 4391, 4397, 4409, 4421, 4423, 4441, 4447, 4451, 4457, 4463, 4481,
4483, 4493, 4507, 4513, 4517, 4519, 4523, 4547, 4549, 4561, 4567, 4583, 4591,
4597, 4603, 4621, 4637, 4639, 4643, 4649, 4651, 4657, 4663, 4673, 4679, 4691,
4703, 4721, 4723, 4729, 4733, 4751, 4759, 4783, 4787, 4789, 4793, 4799, 4801,
4813, 4817, 4831, 4861, 4871, 4877, 4889, 4903, 4909, 4919, 4931, 4933, 4937,
4943, 4951, 4957, 4967, 4969, 4973, 4987, 4993, 4999, 5003, 5009, 5011, 5021,
5023, 5039, 5051, 5059, 5077, 5081, 5087, 5099, 5101, 5107, 5113, 5119, 5147,
5153, 5167, 5171, 5179, 5189, 5197, 5209, 5227, 5231, 5233, 5237, 5261, 5273,
5279, 5281, 5297, 5303, 5309, 5323, 5333, 5347, 5351, 5381, 5387, 5393, 5399,
5407, 5413, 5417, 5419, 5431, 5437, 5441, 5443, 5449, 5471, 5477, 5479, 5483,
5501, 5503, 5507, 5519, 5521, 5527, 5531, 5557, 5563, 5569, 5573, 5581, 5591,
5623, 5639, 5641, 5647, 5651, 5653, 5657, 5659, 5669, 5683, 5689, 5693, 5701,
5711, 5717, 5737, 5741, 5743, 5749, 5779, 5783, 5791, 5801, 5807, 5813, 5821,
5827, 5839, 5843, 5849, 5851, 5857, 5861, 5867, 5869, 5879, 5881, 5897, 5903,
5923, 5927, 5939, 5953, 5981, 5987, 6007, 6011, 6029, 6037, 6043, 6047, 6053,
6067, 6073, 6079, 6089, 6091, 6101, 6113, 6121, 6131, 6133, 6143, 6151, 6163,
6173, 6197, 6199, 6203, 6211, 6217, 6221, 6229, 6247, 6257, 6263, 6269, 6271,
6277, 6287, 6299, 6301, 6311, 6317, 6323, 6329, 6337, 6343, 6353, 6359, 6361,
6367, 6373, 6379, 6389, 6397, 6421, 6427, 6449, 6451, 6469, 6473, 6481, 6491,
6521, 6529, 6547, 6551, 6553, 6563, 6569, 6571, 6577, 6581, 6599, 6607, 6619,
6637, 6653, 6659, 6661, 6673, 6679, 6689, 6691, 6701, 6703, 6709, 6719, 6733,
6737, 6761, 6763, 6779, 6781, 6791, 6793, 6803, 6823, 6827, 6829, 6833, 6841,
6857, 6863, 6869, 6871, 6883, 6899, 6907, 6911, 6917, 6947, 6949, 6959, 6961,
6967, 6971, 6977, 6983, 6991, 6997, 7001, 7013, 7019, 7027, 7039, 7043, 7057,
7069, 7079, 7103, 7109, 7121, 7127, 7129, 7151, 7159, 7177, 7187, 7193, 7207,
7211, 7213, 7219, 7229, 7237, 7243, 7247, 7253, 7283, 7297, 7307, 7309, 7321,
7331, 7333, 7349, 7351, 7369, 7393, 7411, 7417, 7433, 7451, 7457, 7459, 7477,
7481, 7487, 7489, 7499, 7507, 7517, 7523, 7529, 7537, 7541, 7547, 7549, 7559,
7561, 7573, 7577, 7583, 7589, 7591, 7603, 7607, 7621, 7639, 7643, 7649, 7669,
7673, 7681, 7687, 7691, 7699, 7703, 7717, 7723, 7727, 7741, 7753, 7757, 7759,
7789, 7793, 7817, 7823, 7829, 7841, 7853, 7867, 7873, 7877, 7879, 7883, 7901,
7907, 7919, 7927, 7933, 7937, 7949, 7951, 7963, 7993, 8009, 8011, 8017, 8039,
8053, 8059, 8069, 8081, 8087, 8089, 8093, 8101, 8111, 8117, 8123, 8147, 8161,
8167, 8171, 8179, 8191, 8209, 8219, 8221, 8231, 8233, 8237, 8243, 8263, 8269,
8273, 8287, 8291, 8293, 8297, 8311, 8317, 8329, 8353, 8363, 8369, 8377, 8387,
8389, 8419, 8423, 8429, 8431, 8443, 8447, 8461, 8467, 8501, 8513, 8521, 8527,
8537, 8539, 8543, 8563, 8573, 8581, 8597, 8599, 8609, 8623, 8627, 8629, 8641,
8647, 8663, 8669, 8677, 8681, 8689, 8693, 8699, 8707, 8713, 8719, 8731, 8737,
8741, 8747, 8753, 8761, 8779, 8783, 8803, 8807, 8819, 8821, 8831, 8837, 8839,
8849, 8861, 8863, 8867, 8887, 8893, 8923, 8929, 8933, 8941, 8951, 8963, 8969,
8971, 8999, 9001, 9007, 9011, 9013, 9029, 9041, 9043, 9049, 9059, 9067, 9091,
9103, 9109, 9127, 9133, 9137, 9151, 9157, 9161, 9173, 9181, 9187, 9199, 9203,
9209, 9221, 9227, 9239, 9241, 9257, 9277, 9281, 9283, 9293, 9311, 9319, 9323,
9337, 9341, 9343, 9349, 9371, 9377, 9391, 9397, 9403, 9413, 9419, 9421, 9431,
9433, 9437, 9439, 9461, 9463, 9467, 9473, 9479, 9491, 9497, 9511, 9521, 9533,
9539, 9547, 9551, 9587, 9601, 9613, 9619, 9623, 9629, 9631, 9643, 9649, 9661,
9677, 9679, 9689, 9697, 9719, 9721, 9733, 9739, 9743, 9749, 9767, 9769, 9781,
9787, 9791, 9803, 9811, 9817, 9829, 9833, 9839, 9851, 9857, 9859, 9871, 9883,
9887, 9901, 9907, 9923, 9929, 9931, 9941, 9949, 9967, 9973, 10007, 10009, 10037,
10039, 10061, 10067, 10069, 10079, 10091, 10093, 10099, 10103, 10111, 10133,
10139, 10141, 10151, 10159, 10163, 10169, 10177, 10181, 10193, 10211, 10223,
10243, 10247, 10253, 10259, 10267, 10271, 10273, 10289, 10301, 10303, 10313,
10321, 10331, 10333, 10337, 10343, 10357, 10369, 10391, 10399, 10427, 10429,
10433, 10453, 10457, 10459, 10463, 10477, 10487, 10499, 10501, 10513, 10529,
10531, 10559, 10567, 10589, 10597, 10601, 10607, 10613, 10627, 10631, 10639,
10651, 10657, 10663, 10667);
primeNumbers(index) = ba.take(index , list)
with{
list = primes;
};
APF_A1 = primeNumbers(520) ;
APF_A2 = primeNumbers(500) ;
APF_B1 = primeNumbers(480) ;
APF_B2 = primeNumbers(460) ;
APF_C1 = primeNumbers(440) ;
APF_C2 = primeNumbers(420) ;
APF_D1 = primeNumbers(410) ;
APF_D2 = primeNumbers(400) ;
Lsum_1 = primeNumbers(520) ;
Lsum_2 = primeNumbers(500) ;
Lsum_3 = primeNumbers(480) ;
Lsum_4 = primeNumbers(460) ;
Rsum_1 = primeNumbers(440) ;
Rsum_2 = primeNumbers(420) ;
Rsum_3 = primeNumbers(410) ;
Rsum_4 = primeNumbers(400) ;
KBReverb(IN) = Circuit
with{
APF(delaysamples) = (+ : _ <: @(delaysamples-1), *(0.5)) ~ *(-0.5) : mem, _ : + : _;
Sect_A = IN+_ : APF(APF_A1) : APF(APF_A2);
Sect_B = IN+_ : APF(APF_B1) : APF(APF_B2);
Sect_C = IN+_ : APF(APF_C1) : APF(APF_C2);
Sect_D = IN+_ : APF(APF_D1) : APF(APF_D2);
Decorrelation(L1,R1,L2,R2,L3,R3,L4,R4) =
(Delay(L1,Lsum_1)+Delay(L2,Lsum_2)+Delay(L3,Lsum_3)+Delay(L4,Lsum_4))/4,
(Delay(R1,Rsum_1)+Delay(R2,Rsum_2)+Delay(R3,Rsum_3)+Delay(R4,Rsum_4))/4;
Circuit =
IN <: _,
(
( Sect_A <:
(_*KRT:Sect_B <:
(_*KRT:Sect_C <:
(_*KRT:Sect_D <:
_*KRT,_,_)
,_,_),
_,_),
_,_)~_ :
!,_,_,_,_,_,_,_,_ : Decorrelation
)
: !, _, _;
}
with{
Delay(x,del) = x@(del);
Early = hslider("Early Reflections [style:knob]",0.920,0,1,0.001) : si.smoo;
KRT = hslider("Reverb Decay [style:knob]",0.820,0,1,0.001) : si.smoo;
};
Dry_Wet = hslider("Dry/Wet [style:knob]",1,0,1,0.001) : si.smoo;
Master_Route(a,b,c,d) = (a+c)/2, (b+d)/2;
process = (_+_)*10 : fi.dcblocker : KBReverb ;
|
d3b81458a4157242a80b3e49cd6002b7b5f6d0636464dd55ee4c48b02ec195e5 | LucaSpanedda/Riverberazione_Digitale_in_FAUST | 2.0_Corey_Kereliuk_KBVerb.dsp | // faust -a supercollider.cpp KBVerb.dsp -o KBVerb.cpp
// g++ -O3 -DNO_LIBSNDFILE -DSC_DARWIN -DSC_FAUST_PREFIX="\"\"" -bundle -I./include -I/Users/corey/Development/supercollider/include/{plugin_interface,common,server} -I/usr/local/lib/faust/ -Dmydsp=KBVERB -o KBVerb.scx KBVerb.cpp
declare name "KBVerb";
declare author "Corey Kereliuk";
declare copyright "Corey Kereliuk";
declare version "0.0";
declare license "MIT";
import("math.lib");
import("signal.lib");
import("delay.lib");
//os = library("miscoscillator.lib"); // for testing
primes = ffunction(int primes (int),<primes.h>,"primes");
fb = hslider("feedback",0.5,0.0,1.0,0.01):smooth(0.99);
allpass(N,n,g) = (+ <: (delay(N, n), *(g))) ~ *(-g) : mem, _: +;
section((n1, n2)) = allpass(2048, n1, 0.7) : allpass(2048, n2, 0.7) : delay(4096, int(0.75*(n1+n2)));
allpass_chain(((n1, n2), ns), x) = _ : section((n1, n2)) <: R(x, ns), _
with {
R(x, ((n1, n2), ns)) = _,x : + : section((n1, n2)) <: R(x, ns), _;
R(x, (n1, n2)) = _,x : + : section((n1, n2));
};
procMono(feedfwd_delays, feedback_delays, feedback_gain, x) = x : (+ : allpass_chain(feedfwd_delays, x)) ~ (_,x : + : section(feedback_delays) : *(feedback_gain)) :> _;
process = bus(2) : mix(PI/2) : *(0.5), *(0.5) : procLeft, procRight : bus(2)
with {
mix(theta) = bus(2) <: (*(c), *(-s), *(s), *(c)) : (+,+) : bus(2)
with {
c = cos(theta);
s = sin(theta);
};
ind_left(i) = 100 + 10*pow(2,i);
feedfwd_delays_left = par(i, 5, (primes(ind_left(i)), primes(ind_left(i)+1)));
feedback_delays_left = (primes(100), primes(101));
procLeft = procMono(feedfwd_delays_left, feedback_delays_left, fb);
ind_right(i) = 100 + 11*pow(2,i);
feedfwd_delays_right = par(i, 4, (primes(ind_right(i)), primes(ind_right(i)+1)));
feedback_delays_right = (primes(97), primes(99));
procRight = procMono(feedfwd_delays_right, feedback_delays_right, fb);
};
// impulse (test)
// process = os.lf_imptrain(0.25) <: procLeft, procRight
// with {
// ind_left(i) = 100 + 10*pow(2,i);
// feedfwd_delays_left = par(i, 5, (primes(ind_left(i)), primes(ind_left(i)+1)));
// feedback_delays_left = (primes(100), primes(101));
// procLeft = procMono(feedfwd_delays_left, feedback_delays_left, fb);
// ind_right(i) = 100 + 11*pow(2,i);
// feedfwd_delays_right = par(i, 4, (primes(ind_right(i)), primes(ind_right(i)+1)));
// feedback_delays_right = (primes(97), primes(99));
// procRight = procMono(feedfwd_delays_right, feedback_delays_right, fb);
// }; | https://raw.githubusercontent.com/LucaSpanedda/Riverberazione_Digitale_in_FAUST/af19b40c9b0289cf2f759b957a63c48ac3c17ae5/2.0_Corey_Kereliuk_KBVerb.dsp | faust | faust -a supercollider.cpp KBVerb.dsp -o KBVerb.cpp
g++ -O3 -DNO_LIBSNDFILE -DSC_DARWIN -DSC_FAUST_PREFIX="\"\"" -bundle -I./include -I/Users/corey/Development/supercollider/include/{plugin_interface,common,server} -I/usr/local/lib/faust/ -Dmydsp=KBVERB -o KBVerb.scx KBVerb.cpp
os = library("miscoscillator.lib"); // for testing
impulse (test)
process = os.lf_imptrain(0.25) <: procLeft, procRight
with {
ind_left(i) = 100 + 10*pow(2,i);
feedfwd_delays_left = par(i, 5, (primes(ind_left(i)), primes(ind_left(i)+1)));
feedback_delays_left = (primes(100), primes(101));
procLeft = procMono(feedfwd_delays_left, feedback_delays_left, fb);
ind_right(i) = 100 + 11*pow(2,i);
feedfwd_delays_right = par(i, 4, (primes(ind_right(i)), primes(ind_right(i)+1)));
feedback_delays_right = (primes(97), primes(99));
procRight = procMono(feedfwd_delays_right, feedback_delays_right, fb);
}; |
declare name "KBVerb";
declare author "Corey Kereliuk";
declare copyright "Corey Kereliuk";
declare version "0.0";
declare license "MIT";
import("math.lib");
import("signal.lib");
import("delay.lib");
primes = ffunction(int primes (int),<primes.h>,"primes");
fb = hslider("feedback",0.5,0.0,1.0,0.01):smooth(0.99);
allpass(N,n,g) = (+ <: (delay(N, n), *(g))) ~ *(-g) : mem, _: +;
section((n1, n2)) = allpass(2048, n1, 0.7) : allpass(2048, n2, 0.7) : delay(4096, int(0.75*(n1+n2)));
allpass_chain(((n1, n2), ns), x) = _ : section((n1, n2)) <: R(x, ns), _
with {
R(x, ((n1, n2), ns)) = _,x : + : section((n1, n2)) <: R(x, ns), _;
R(x, (n1, n2)) = _,x : + : section((n1, n2));
};
procMono(feedfwd_delays, feedback_delays, feedback_gain, x) = x : (+ : allpass_chain(feedfwd_delays, x)) ~ (_,x : + : section(feedback_delays) : *(feedback_gain)) :> _;
process = bus(2) : mix(PI/2) : *(0.5), *(0.5) : procLeft, procRight : bus(2)
with {
mix(theta) = bus(2) <: (*(c), *(-s), *(s), *(c)) : (+,+) : bus(2)
with {
c = cos(theta);
s = sin(theta);
};
ind_left(i) = 100 + 10*pow(2,i);
feedfwd_delays_left = par(i, 5, (primes(ind_left(i)), primes(ind_left(i)+1)));
feedback_delays_left = (primes(100), primes(101));
procLeft = procMono(feedfwd_delays_left, feedback_delays_left, fb);
ind_right(i) = 100 + 11*pow(2,i);
feedfwd_delays_right = par(i, 4, (primes(ind_right(i)), primes(ind_right(i)+1)));
feedback_delays_right = (primes(97), primes(99));
procRight = procMono(feedfwd_delays_right, feedback_delays_right, fb);
};
|
a22277960fb91b7e05e603092c09d3f2d1ef54469b1d00265acfdeebeda1c416 | LucaSpanedda/Riverberazione_Digitale_in_FAUST | 2.0_Oli_Larkin_FaustVerb.dsp | declare name "freeverb";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c) GRAME 2006";
declare reference "https://ccrma.stanford.edu/~jos/pasp/Freeverb.html";
//======================================================
//
// Freeverb
// Faster version using fixed delays (20% gain)
//
//======================================================
// Constant Parameters
//--------------------
fixedgain = 0.015; //value of the gain of fxctrl
scalewet = 3.0;
scaledry = 2.0;
scaledamp = 0.4;
scaleroom = 0.28;
offsetroom = 0.7;
initialroom = 0.5;
initialdamp = 0.5;
initialwet = 1.0/scalewet;
initialdry = 0;
initialwidth= 1.0;
initialmode = 0.0;
freezemode = 0.5;
stereospread= 23;
allpassfeed = 0.5; //feedback of the delays used in allpass filters
// Filter Parameters
//------------------
combtuningL1 = 1116;
combtuningL2 = 1188;
combtuningL3 = 1277;
combtuningL4 = 1356;
combtuningL5 = 1422;
combtuningL6 = 1491;
combtuningL7 = 1557;
combtuningL8 = 1617;
allpasstuningL1 = 556;
allpasstuningL2 = 441;
allpasstuningL3 = 341;
allpasstuningL4 = 225;
// Control Sliders
//--------------------
// Damp : filters the high frequencies of the echoes (especially active for great values of RoomSize)
// RoomSize : size of the reverberation room
// Dry : original signal
// Wet : reverberated signal
roomsizeSlider = hslider("Room Size [OWL:PARAMETER_A]", 0.5, 0, 1, 0.025)*scaleroom + offsetroom;
dampSlider = hslider("Damp [OWL:PARAMETER_B]",0.5, 0, 1, 0.025)*scaledamp;
wetSlider = hslider("Dry/Wet [OWL:PARAMETER_D]", 0.3333, 0, 1, 0.025);
combfeed = roomsizeSlider;
// Comb and Allpass filters
//-------------------------
allpass(dt,fb) = (_,_ <: (*(fb),_:+:@(dt)), -) ~ _ : (!,_);
comb(dt, fb, damp) = (+:@(dt)) ~ (*(1-damp) : (+ ~ *(damp)) : *(fb));
// Reverb components
//------------------
monoReverb(fb1, fb2, damp, spread)
= _ <: comb(combtuningL1+spread, fb1, damp),
comb(combtuningL2+spread, fb1, damp),
comb(combtuningL3+spread, fb1, damp),
comb(combtuningL4+spread, fb1, damp),
comb(combtuningL5+spread, fb1, damp),
comb(combtuningL6+spread, fb1, damp),
comb(combtuningL7+spread, fb1, damp),
comb(combtuningL8+spread, fb1, damp)
+>
allpass (allpasstuningL1+spread, fb2)
: allpass (allpasstuningL2+spread, fb2)
: allpass (allpasstuningL3+spread, fb2)
: allpass (allpasstuningL4+spread, fb2)
;
stereoReverb(fb1, fb2, damp, spread)
= + <: monoReverb(fb1, fb2, damp, 0), monoReverb(fb1, fb2, damp, spread);
// fxctrl : add an input gain and a wet-dry control to a stereo FX
//----------------------------------------------------------------
fxctrl(g,w,Fx) = _ <: (*(g) : Fx : *(w)), *(1-w) +> _;
// Freeverb
//---------
freeverb = vgroup("Freeverb", fxctrl(fixedgain, wetSlider, monoReverb(combfeed, allpassfeed, dampSlider, 0)));
//freeverb = vgroup("Freeverb", monoReverb(combfeed, allpassfeed, dampSlider, 0));
process = freeverb;
| https://raw.githubusercontent.com/LucaSpanedda/Riverberazione_Digitale_in_FAUST/af19b40c9b0289cf2f759b957a63c48ac3c17ae5/2.0_Oli_Larkin_FaustVerb.dsp | faust | ======================================================
Freeverb
Faster version using fixed delays (20% gain)
======================================================
Constant Parameters
--------------------
value of the gain of fxctrl
feedback of the delays used in allpass filters
Filter Parameters
------------------
Control Sliders
--------------------
Damp : filters the high frequencies of the echoes (especially active for great values of RoomSize)
RoomSize : size of the reverberation room
Dry : original signal
Wet : reverberated signal
Comb and Allpass filters
-------------------------
Reverb components
------------------
fxctrl : add an input gain and a wet-dry control to a stereo FX
----------------------------------------------------------------
Freeverb
---------
freeverb = vgroup("Freeverb", monoReverb(combfeed, allpassfeed, dampSlider, 0)); | declare name "freeverb";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c) GRAME 2006";
declare reference "https://ccrma.stanford.edu/~jos/pasp/Freeverb.html";
scalewet = 3.0;
scaledry = 2.0;
scaledamp = 0.4;
scaleroom = 0.28;
offsetroom = 0.7;
initialroom = 0.5;
initialdamp = 0.5;
initialwet = 1.0/scalewet;
initialdry = 0;
initialwidth= 1.0;
initialmode = 0.0;
freezemode = 0.5;
stereospread= 23;
combtuningL1 = 1116;
combtuningL2 = 1188;
combtuningL3 = 1277;
combtuningL4 = 1356;
combtuningL5 = 1422;
combtuningL6 = 1491;
combtuningL7 = 1557;
combtuningL8 = 1617;
allpasstuningL1 = 556;
allpasstuningL2 = 441;
allpasstuningL3 = 341;
allpasstuningL4 = 225;
roomsizeSlider = hslider("Room Size [OWL:PARAMETER_A]", 0.5, 0, 1, 0.025)*scaleroom + offsetroom;
dampSlider = hslider("Damp [OWL:PARAMETER_B]",0.5, 0, 1, 0.025)*scaledamp;
wetSlider = hslider("Dry/Wet [OWL:PARAMETER_D]", 0.3333, 0, 1, 0.025);
combfeed = roomsizeSlider;
allpass(dt,fb) = (_,_ <: (*(fb),_:+:@(dt)), -) ~ _ : (!,_);
comb(dt, fb, damp) = (+:@(dt)) ~ (*(1-damp) : (+ ~ *(damp)) : *(fb));
monoReverb(fb1, fb2, damp, spread)
= _ <: comb(combtuningL1+spread, fb1, damp),
comb(combtuningL2+spread, fb1, damp),
comb(combtuningL3+spread, fb1, damp),
comb(combtuningL4+spread, fb1, damp),
comb(combtuningL5+spread, fb1, damp),
comb(combtuningL6+spread, fb1, damp),
comb(combtuningL7+spread, fb1, damp),
comb(combtuningL8+spread, fb1, damp)
+>
allpass (allpasstuningL1+spread, fb2)
: allpass (allpasstuningL2+spread, fb2)
: allpass (allpasstuningL3+spread, fb2)
: allpass (allpasstuningL4+spread, fb2)
;
stereoReverb(fb1, fb2, damp, spread)
= + <: monoReverb(fb1, fb2, damp, 0), monoReverb(fb1, fb2, damp, spread);
fxctrl(g,w,Fx) = _ <: (*(g) : Fx : *(w)), *(1-w) +> _;
freeverb = vgroup("Freeverb", fxctrl(fixedgain, wetSlider, monoReverb(combfeed, allpassfeed, dampSlider, 0)));
process = freeverb;
|
4f1493cbf36b5d8e91ccc89b15f612ab5e504bd4a34a0f33a812b17c45a558bb | JaoRamos/Faust | Clase_3.dsp | /*
retardoslider = hslider("Retardo en segundos", 0.5, 0, 1, 0.01);
gainslider = hslider("Realimentacion", 0.5, 0, 1, 0.01);
rebote(retardo, gain) = @(retardo) * (gain);
ecomono(retardo, gain) = +~rebote(retardo, gain);
// mantendremos ambos canales ligeramente distintos
ecoestereo(retardo, gain) = ecomono(retardo/3, gain), ecomono(retardo, gain/2);
// multiplicamos por 44100 para tener la cantidad de muestras de retardo
process = _ <: ecoestereo(retardoslider * 44100, gainslider);
*/
/*
rebote(retardo, gain) = @(retardo) : *(gain);
// reducimos progresivamente la señal original si el gain supera un "limite"
// quedando solo la señal del retardo ya existente en el bucle de realimentacion
limite = 0.95;
congelador(retardo, gain) = *(1 - max(0, gain - limite) / (1-limite)) : +~rebote(retardo, gain);
ecoestereo(retardo, gain) = congelador(retardo, gain), congelador(retardo, gain);
process = ecoestereo(44100/4, hslider("Realimentacion", 0, 0, 1, 0.01));
*/
rebote(retardo, gain) = @(retardo) : *(gain);
ecomono(retardo, gain) = +~rebote(retardo, gain);
// mantendremos ambos canales ligeramente distintos
ecoestereo(retardo, gain) = ecomono(retardo/3, gain), ecomono(retardo, gain/2);
retardoslider = hslider("Retardo en segundos", 0.5, 0, 1, 0.01);
gainslider = hslider("Realimentacion", 0.5, 0, 1, 0.01);
// multiplicamos por 44100 para tener la cantidad de muestras de retardo
process = ecoestereo(retardoslider * 44100, gainslider);
| https://raw.githubusercontent.com/JaoRamos/Faust/ea166da223762e2c5a37af677953e18e89d02d7c/unq/Clase_3/Clase_3.dsp | faust |
retardoslider = hslider("Retardo en segundos", 0.5, 0, 1, 0.01);
gainslider = hslider("Realimentacion", 0.5, 0, 1, 0.01);
rebote(retardo, gain) = @(retardo) * (gain);
ecomono(retardo, gain) = +~rebote(retardo, gain);
// mantendremos ambos canales ligeramente distintos
ecoestereo(retardo, gain) = ecomono(retardo/3, gain), ecomono(retardo, gain/2);
// multiplicamos por 44100 para tener la cantidad de muestras de retardo
process = _ <: ecoestereo(retardoslider * 44100, gainslider);
rebote(retardo, gain) = @(retardo) : *(gain);
// reducimos progresivamente la señal original si el gain supera un "limite"
// quedando solo la señal del retardo ya existente en el bucle de realimentacion
limite = 0.95;
congelador(retardo, gain) = *(1 - max(0, gain - limite) / (1-limite)) : +~rebote(retardo, gain);
ecoestereo(retardo, gain) = congelador(retardo, gain), congelador(retardo, gain);
process = ecoestereo(44100/4, hslider("Realimentacion", 0, 0, 1, 0.01));
mantendremos ambos canales ligeramente distintos
multiplicamos por 44100 para tener la cantidad de muestras de retardo |
rebote(retardo, gain) = @(retardo) : *(gain);
ecomono(retardo, gain) = +~rebote(retardo, gain);
ecoestereo(retardo, gain) = ecomono(retardo/3, gain), ecomono(retardo, gain/2);
retardoslider = hslider("Retardo en segundos", 0.5, 0, 1, 0.01);
gainslider = hslider("Realimentacion", 0.5, 0, 1, 0.01);
process = ecoestereo(retardoslider * 44100, gainslider);
|
10fcd65a5ae748df0fd04dd8b24dbb75f9861f9fa44ff12493ae9e25b80f1aa4 | JaoRamos/Faust | Freeze_simple.dsp | rebote(retardo, gain) = @(retardo) : *(gain);
// reducimos progresivamente la señal original si el gain supera un "limite"
// quedando solo la señal del retardo ya existente en el bucle de realimentacion
limite = 0.95;
congelador(retardo, gain) = *(1 - max(0, gain - limite) / (1-limite)) : +~rebote(retardo, gain);
ecoestereo(retardo, gain) = congelador(retardo, gain), congelador(retardo, gain);
process = ecoestereo(44100/4, hslider("Realimentacion", 0, 0, 1, 0.01)); | https://raw.githubusercontent.com/JaoRamos/Faust/ea166da223762e2c5a37af677953e18e89d02d7c/unq/Clase_3/Freeze_simple.dsp | faust | reducimos progresivamente la señal original si el gain supera un "limite"
quedando solo la señal del retardo ya existente en el bucle de realimentacion | rebote(retardo, gain) = @(retardo) : *(gain);
limite = 0.95;
congelador(retardo, gain) = *(1 - max(0, gain - limite) / (1-limite)) : +~rebote(retardo, gain);
ecoestereo(retardo, gain) = congelador(retardo, gain), congelador(retardo, gain);
process = ecoestereo(44100/4, hslider("Realimentacion", 0, 0, 1, 0.01)); |
4b73eaf34fc47c7dd76c6abe03769052526b3090dd3b2b7bd77083a805b8b76b | JaoRamos/Faust | Clase2.dsp | /*
// hslider("label",init,min,max,step)
process = _ * hslider("volumen", 0.5, -5.0, 5.0, 0.00001);
*/
/*
// puedo crear definiciones adicionales
// asi puedo englobar/encapsular elementos
monoAmp = (_, hslider("volume", 0.1, 0, 1, 0.01)) : *;
process = monoAmp;
*/
/*
// amplificador estereo
monoAmp = (_, hslider("volume", 0.1, 0, 1, 0.01)) : *;
stereoAmp = monoAmp, monoAmp;
process = stereoAmp;
*/
/*
// slider verticales (por ahora se ven feos!!)
monoAmp = (_, vslider("volume", 0.1, 0, 1, 0.01)) : *;
stereoAmp = monoAmp, monoAmp;
process = stereoAmp;
*/
/*
// metadatos en las etiquetas [.....]
monoAmp = (_, hslider("volume[style:knob]", 0.1, 0, 1, 0.0001)) : *;
stereoAmp = monoAmp, monoAmp;
process = stereoAmp;
*/
/*
// Tipos de notacion para escribir "lo mismo"
// _,0.1:* sintaxis principal
// _*0.1 notación infija
// *(0.1) notación de prefijo
// process = (_ , 0.1) : *; // dos elementos en paralelo, conectados secuencialmente a otro
// process = _ * 0.1; // mas similar a la aritmetica
//process = *(0.1);
*/
/*
// control de Mute
process = _ * (1 - checkbox("Silenciar"));
*/
/*
// grupos de elementos (GUI)
// GUI = Graphical User Interface
mute = *(1-checkbox("mute"));
monoamp = *(vslider("volume[style:knob]", 0.1, 0, 1, 0.01)) : mute;
stereoamp = vgroup("Fender", monoamp, monoamp);
process = stereoamp;
*/
/*
// parametros
mute = *(1-checkbox("mute"));
// %c parametro c en la etiqueta
monoamp(c) = *(vslider("Volumen %c[style:knob]", 0.1, 0, 1, 0.01)) : mute;
stereoamp = hgroup("Marshall", monoamp(0), monoamp(1));
process = stereoamp;
*/
/*
mute = *(1-checkbox("mute"));
monoamp(c) = *(vslider("volume[style:knob]", 0.1, 0, 1, 0.01)) : mute;
multiamp(N) = hgroup("Marshall", par(i, N, monoamp(i+1)));
process = multiamp(8); // probar multiamp(4) u otros valores (solo enteros positivos)
*/
| https://raw.githubusercontent.com/JaoRamos/Faust/6de7268844326458bdd16194094f770c6004315e/unq/Clase_2/Clase2.dsp | faust |
// hslider("label",init,min,max,step)
process = _ * hslider("volumen", 0.5, -5.0, 5.0, 0.00001);
// puedo crear definiciones adicionales
// asi puedo englobar/encapsular elementos
monoAmp = (_, hslider("volume", 0.1, 0, 1, 0.01)) : *;
process = monoAmp;
// amplificador estereo
monoAmp = (_, hslider("volume", 0.1, 0, 1, 0.01)) : *;
stereoAmp = monoAmp, monoAmp;
process = stereoAmp;
// slider verticales (por ahora se ven feos!!)
monoAmp = (_, vslider("volume", 0.1, 0, 1, 0.01)) : *;
stereoAmp = monoAmp, monoAmp;
process = stereoAmp;
// metadatos en las etiquetas [.....]
monoAmp = (_, hslider("volume[style:knob]", 0.1, 0, 1, 0.0001)) : *;
stereoAmp = monoAmp, monoAmp;
process = stereoAmp;
// Tipos de notacion para escribir "lo mismo"
// _,0.1:* sintaxis principal
// _*0.1 notación infija
// *(0.1) notación de prefijo
// process = (_ , 0.1) : *; // dos elementos en paralelo, conectados secuencialmente a otro
// process = _ * 0.1; // mas similar a la aritmetica
//process = *(0.1);
// control de Mute
process = _ * (1 - checkbox("Silenciar"));
// grupos de elementos (GUI)
// GUI = Graphical User Interface
mute = *(1-checkbox("mute"));
monoamp = *(vslider("volume[style:knob]", 0.1, 0, 1, 0.01)) : mute;
stereoamp = vgroup("Fender", monoamp, monoamp);
process = stereoamp;
// parametros
mute = *(1-checkbox("mute"));
// %c parametro c en la etiqueta
monoamp(c) = *(vslider("Volumen %c[style:knob]", 0.1, 0, 1, 0.01)) : mute;
stereoamp = hgroup("Marshall", monoamp(0), monoamp(1));
process = stereoamp;
mute = *(1-checkbox("mute"));
monoamp(c) = *(vslider("volume[style:knob]", 0.1, 0, 1, 0.01)) : mute;
multiamp(N) = hgroup("Marshall", par(i, N, monoamp(i+1)));
process = multiamp(8); // probar multiamp(4) u otros valores (solo enteros positivos)
| |
fa5a54f3533ec98c1e20f3348d5adb418128edfef3f324198b9389e7a97e6404 | JaoRamos/Faust | Clase1.dsp | // process es la definicion principal
// = operador de asignacion
// _ primitiva "identidad" (cable de audio... ponele)
process = _ * 0.5; | https://raw.githubusercontent.com/JaoRamos/Faust/4ee336c4f8ee2ed2c2669f51a29bc7e221675029/unq/Clase_1/Clase1.dsp | faust | process es la definicion principal
= operador de asignacion
_ primitiva "identidad" (cable de audio... ponele) |
process = _ * 0.5; |
d7a5c62e75d15c3a653f8247e3fefe2f668e3bc4e417f79f7884673b2f588718 | JaoRamos/Faust | 1_MidSide.dsp | /*
Procesador MID-SIDE
Un procesador Mid-Side parte de una señal estereo diseñada como L + R, y deconstruye
el componente Mid (centro) y Side (lateral). El algoritmo es muy sencillo:
mid = L+R
side = L-R
Habitualmente, estos procesadores ofrecen algun control de nivel para Mid y Side, y
luego reconstruyen la señal estereo pero con M y S rebalanceados.
Algunos tipos de procesos (sobre todo filtros) son capaces de trabajar de manera
independiente sobre los componentes M y S de una señal estereo.
¡¡Este proceso debe probarse con un sonido estereo de entrada!! ----->>>>
|| Juan Ramos 2020 - Universidad Nacional de Quilmes ||
|| [email protected] ||
*/
// Controles
sliderMid = hslider("Mid", 1, 0, 1, 0.01);
sliderSide = hslider("Side", 1, 0, 1, 0.01);
volumen = hslider("Volumen", 0.8, 0, 1, 0.01);
// Producimos las señales Mid y Side a partir de L y R
// Las escalamos e intervenimos su nivel con los sliders
mid(l, r) = (l + r) * 0.5 * sliderMid; // mid = L+R
side(l, r) = (l - r) * 0.5 * sliderSide; // side = L-R
// Reconstituye la señal estereo desde el mid, side
// al usar la COMA, producimos DOS canales (L y R)!!!
reconstituir(l, r) = mid(l, r) + side(l, r) , // L = mid + side
mid(l, r) - side(l, r); // R = mid - side
// necesitamos el volumen una vez por canal, separados por COMA
process(l, r) = reconstituir(l, r) : (*(volumen), *(volumen));
| https://raw.githubusercontent.com/JaoRamos/Faust/c8895c672104b10729ddc06b42e2169a2943d839/unq/Clase_8/1_MidSide.dsp | faust |
Procesador MID-SIDE
Un procesador Mid-Side parte de una señal estereo diseñada como L + R, y deconstruye
el componente Mid (centro) y Side (lateral). El algoritmo es muy sencillo:
mid = L+R
side = L-R
Habitualmente, estos procesadores ofrecen algun control de nivel para Mid y Side, y
luego reconstruyen la señal estereo pero con M y S rebalanceados.
Algunos tipos de procesos (sobre todo filtros) son capaces de trabajar de manera
independiente sobre los componentes M y S de una señal estereo.
¡¡Este proceso debe probarse con un sonido estereo de entrada!! ----->>>>
|| Juan Ramos 2020 - Universidad Nacional de Quilmes ||
|| [email protected] ||
Controles
Producimos las señales Mid y Side a partir de L y R
Las escalamos e intervenimos su nivel con los sliders
mid = L+R
side = L-R
Reconstituye la señal estereo desde el mid, side
al usar la COMA, producimos DOS canales (L y R)!!!
L = mid + side
R = mid - side
necesitamos el volumen una vez por canal, separados por COMA |
sliderMid = hslider("Mid", 1, 0, 1, 0.01);
sliderSide = hslider("Side", 1, 0, 1, 0.01);
volumen = hslider("Volumen", 0.8, 0, 1, 0.01);
process(l, r) = reconstituir(l, r) : (*(volumen), *(volumen));
|
232ce84d0d96b30458e0876b4bb8546bb9465a274d2f9e95a0ae86cfb525ca0f | grame-cncm/faustide | midiTester.dsp | declare name "midiTester";
declare version "1.0";
declare author "Vincent Rateau, GRAME";
declare license "GPL v3";
declare reference "www.sonejo.net";
// FAUST MIDI TESTER
process = _*0, (vgroup("FAUST MIDI TESTER", hgroup("[1]", controltester, controlchantester, noteontester, noteonchantester, noteofftester, noteoffchantester, keypresschantester, midiclocktester), hgroup("[2]", kattester, katchantester, pctester, pcchantester, chattester, chatchantester, pitchwheeltester, pitchwheelchantester) :> _)) : attach;
///////////////////////////
//Ctrl tester (ctrl ): tester(midi in, midi out)
controltester = vgroup("CTRL IN/OUT", valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("Ctrl Value IN (Ctrl %i) [midi:ctrl %i]", 60, 0, 127, 1) : hbargraph("Ctrl Value OUT (Ctrl %o) [midi:ctrl %o]", 0, 127);
booltest(i,o) = checkbox("Ctrl Bool IN (Ctrl %i) [midi:ctrl %i]") : hbargraph("Ctrl Bool OUT (Ctrl %o) [midi:ctrl %o]", 0, 1);
};
//Ctrl Chan tester (ctrl chan): tester(midi in, midi out)
controlchantester = vgroup("CTRL CHAN IN/OUT", valuetest(50,2,74,3))
with{
valuetest(i,ic,o,oc) = hslider("Ctrl Value IN (Ctrl %i Channel %ic) [midi:ctrl %i %ic]", 60, 0, 127, 1) : hbargraph("Ctrl Value OUT (Ctrl %o) Channel OUT(Chan %oc) [midi:ctrl %o %oc]", 0, 127);
};
//Note tester (keyon) : tester(midi in, midi out)
noteontester = vgroup("NOTE ON IN/OUT", valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("NoteOn Value IN (Note %i) [midi:keyon %i]", 60, 0, 127, 1) : hbargraph("NoteOn Value OUT (Note %o) [midi:keyon %o]", 0, 127);
booltest(i,o) = checkbox("NoteOn Bool IN (Note %i) [midi:keyon %i]") : hbargraph("NoteOn Bool OUT (Note %o) [midi:keyon %o]", 0, 1);
};
//Note Chan tester (keyon) : tester(midi in, midi out)
noteonchantester = vgroup("NOTE ON CHAN IN/OUT", valuetest(50, 2, 51, 3), booltest(50, 2, 101, 3))
with{
valuetest(i, ic, o, oc) = hslider("NoteOn Value IN (Note %i Channel %ic) [midi:keyon %i %ic]", 60, 0, 127, 1) : hbargraph("NoteOn Value OUT (Note %o Chan %oc) [midi:keyon %o %oc]", 0, 127);
booltest(i, ic, o, oc) = checkbox("NoteOn Chan Bool IN (Note %i Channel %ic) [midi:keyon %i %ic]") : hbargraph("NoteOn Chan Bool OUT (Note %o Channel %oc) [midi:keyon %o %oc]", 0, 1);
};
//Note tester (keyoff) : tester(midi in, midi out)
noteofftester = vgroup("NOTE OFF IN/OUT", valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("NoteOff Value IN (Note %i) [midi:keyoff %i]", 60, 0, 127, 1) : hbargraph("NoteOff Value OUT (Note %o) [midi:keyoff %o]", 0, 127);
booltest(i,o) = checkbox("NoteOff Bool IN (Note %i) [midi:keyoff %i]") : hbargraph("NoteOff Bool OUT (Note %o) [midi:keyoff %o]", 0, 1);
};
//Note Chan tester (keyoff) : tester(midi in, midi out)
noteoffchantester = vgroup("NOTE OFF CHAN IN/OUT", valuetest(50, 2, 51, 3), booltest(50, 2, 101, 3))
with{
valuetest(i, ic, o, oc) = hslider("NoteOff Value IN (Note %i Channel %ic) [midi:keyoff %i %ic]", 60, 0, 127, 1) : hbargraph("NoteOff Value OUT (Note %o Channel %oc) [midi:keyoff %o %oc]", 0, 127);
booltest(i, ic, o, oc) = checkbox("NoteOff Bool IN (Note %i Channel %ic) [midi:keyoff %i %ic]") : hbargraph("NoteOff Bool OUT (Note %o Channel %oc) [midi:keyoff %o %oc]", 0, 1);
};
//KeyPress Chan tester (keypress) : tester(midi in, midi out)
keypresschantester = vgroup("KEY PRESS CHAN IN/OUT", valuetest(50, 2, 51, 3), booltest(50, 2, 101, 3))
with{
valuetest(i, ic, o, oc) = hslider("Pressure Value IN (Note %i Channel %ic) [midi:keypress %i %ic]", 60, 0, 127, 1) : hbargraph("Note Value OUT (Note %o Channel %oc) [midi:keypress %o %oc]", 0, 127);
booltest(i, ic, o, oc) = checkbox("Pressure Bool IN (Note %i Channel %ic) [midi:keypress %i %ic]") : hbargraph("Pressure Bool OUT (Note %o Channel %oc) [midi:keypress %o %oc]", 0, 1);
};
//Midisync tester
midiclocktester = vgroup("MIDI SYNC (IN)", clock, startstop)
with{
clock = checkbox("MIDI clock signal [midi:clock]");
startstop = checkbox("MIDI START/STOP [midi:start] [midi:stop]");
};
//Key Aftertouch tester (keypress) : tester(midi in, midi out)
kattester = vgroup("KEY AFTERTOUCH (KAT) IN/OUT",valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("Note KAT Value IN (Note %i) [midi:keypress %i]", 60, 0, 127, 1) : hbargraph("Note KAT Value OUT (Note %o) [midi:keypress %o]", 0, 127);
booltest(i,o) = checkbox("Note KAT Bool IN (Note %i) [midi:keypress %i]") : hbargraph("Note KAT Bool OUT (Note %o) [midi:keypress %o]", 0, 1);
};
//Key Aftertouch tester (keypress) : tester(midi in, midi out)
katchantester = vgroup("KEY AFTERTOUCH CHAN (KAT) IN/OUT",valuetest(50,2,51,3), booltest(100,2,101,3))
with{
valuetest(i,ic,o,oc) = hslider("Note KAT Value IN (Note %i) (Chan %ic) [midi:keypress %i %ic]", 60, 0, 127, 1) : hbargraph("Note KAT Value OUT (Note %o) (Chan %oc) [midi:keypress %o %oc]", 0, 127);
booltest(i,ic,o,oc) = checkbox("Note KAT Bool IN (Note %i) (Chan %ic) [midi:keypress %i %ic]") : hbargraph("Note KAT Bool OUT (Note %o) (Chan %oc)[midi:keypress %o %oc]", 0, 1);
};
//ProgramChange tester (pgm) : tester(midi in, midi out)
pctester = vgroup("PROGRAM CHANGE (PC) IN/OUT",valuetest(1,2), booltest(1,2))
with{
valuetest(i,o) = hslider("ProgramChange Value IN (PC %i) [midi:pgm %i]", 60, 0, 127, 1) : hbargraph("ProgramChange Value OUT (PC %o) [midi:pgm %o]", 0, 127);
booltest(i,o) = checkbox("ProgramChange Bool IN (PC %i) [midi:pgm %i]") : hbargraph("ProgramChange Bool OUT (PC %o) [midi:pgm %o]", 0, 1);
};
//ProgramChange Chan tester (pgm) : tester(midi in, midi out)
pcchantester = vgroup("PROGRAM CHANGE CHAN (PC) IN/OUT",valuetest(1, 2, 2, 3), booltest(1, 2, 2, 3))
with{
valuetest(i,ic,o,oc) = hslider("ProgramChange Value IN (PC %i) (CHAN %ic) [midi:pgm %i %ic]", 60, 0, 127, 1) : hbargraph("ProgramChange Value OUT (PC %o) (CHAN %oc) [midi:pgm %o %oc]", 0, 127);
booltest(i,ic,o,oc) = checkbox("ProgramChange Bool IN (PC %i) (CHAN %ic) [midi:pgm %i %ic]") : hbargraph("ProgramChange Bool OUT (PC %o) (CHAN %oc) [midi:pgm %o %oc]", 0, 1);
};
//Channel Aftertourch tester (chanpress) : tester(midi in, midi out)
chattester = vgroup("CHANNEL AFTERTOUCH (CHAT) IN/OUT",valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("Note CHAT Value IN (Note %i) [midi:chanpress %i]", 60, 0, 127, 1) : hbargraph("Note CHAT Value OUT (Note %o) [midi:chanpress %o]", 0, 127);
booltest(i,o) = checkbox("Note CHAT Bool IN (Note %i) [midi:chanpress %i]") : hbargraph("Note CHAT Bool OUT (Note %o) [midi:chanpress %o]", 0, 1);
};
//Channel Aftertourch tester (chanpress) : tester(midi in, midi out)
chatchantester = vgroup("CHANNEL AFTERTOUCH CHAN (CHAT) IN/OUT",valuetest(50,2,51,3), booltest(100,2,101,3))
with{
valuetest(i,ic,o,oc) = hslider("Note CHAT Chan Value IN (Note %i) (Chan %ic) [midi:chanpress %i %ic]", 60, 0, 127, 1) : hbargraph("Note CHAT Value OUT (Note %o) (Chan %oc) [midi:chanpress %o %oc]", 0, 127);
booltest(i,ic,o,oc) = checkbox("Note CHAT Bool IN (Note %i) (Chan %ic) [midi:chanpress %i %ic]") : hbargraph("Note CHAT Bool OUT (Note %o) (Chan %oc) [midi:chanpress %o %oc]", 0, 1);
};
//Pitchwheel tester (pitchwheel) : tester(midi in, midi out)
pitchwheeltester = vgroup("PITCHWHEEL IN/OUT",valuetest, booltest)
with{
valuetest = hslider("Pitchwheel Value IN [midi:pitchwheel]", 0, -8192, 8191, 1) : hbargraph("Pitchwheel Value OUT[midi:pitchwheel]", -8192, 8191);
booltest = checkbox("Pitchwheel Bool IN [midi:pitchwheel]") : hbargraph("Pitchwheel Bool OUT [midi:pitchwheel]", 0, 1);
};
//Pitchwheel Chan tester (pitchwheel) : tester(midi in, midi out)
pitchwheelchantester = vgroup("PITCHWHEEL CHAN IN/OUT",valuetest(2, 15), booltest(2, 15))
with{
valuetest(ic, oc) = hslider("Pitchwheel Value IN (Chan %ic) [midi:pitchwheel %ic]", 0, -8192, 8191, 1) : hbargraph("Pitchwheel Value OUT (Chan %oc)[midi:pitchwheel %oc]", -8192, 8191);
booltest(ic, oc) = checkbox("Pitchwheel Bool IN (Chan %ic) [midi:pitchwheel %ic]") : hbargraph("Pitchwheel Bool OUT (Chan %oc) [midi:pitchwheel %oc]", 0, 1);
};
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/misc/midiTester.dsp | faust | FAUST MIDI TESTER
/////////////////////////
Ctrl tester (ctrl ): tester(midi in, midi out)
Ctrl Chan tester (ctrl chan): tester(midi in, midi out)
Note tester (keyon) : tester(midi in, midi out)
Note Chan tester (keyon) : tester(midi in, midi out)
Note tester (keyoff) : tester(midi in, midi out)
Note Chan tester (keyoff) : tester(midi in, midi out)
KeyPress Chan tester (keypress) : tester(midi in, midi out)
Midisync tester
Key Aftertouch tester (keypress) : tester(midi in, midi out)
Key Aftertouch tester (keypress) : tester(midi in, midi out)
ProgramChange tester (pgm) : tester(midi in, midi out)
ProgramChange Chan tester (pgm) : tester(midi in, midi out)
Channel Aftertourch tester (chanpress) : tester(midi in, midi out)
Channel Aftertourch tester (chanpress) : tester(midi in, midi out)
Pitchwheel tester (pitchwheel) : tester(midi in, midi out)
Pitchwheel Chan tester (pitchwheel) : tester(midi in, midi out) | declare name "midiTester";
declare version "1.0";
declare author "Vincent Rateau, GRAME";
declare license "GPL v3";
declare reference "www.sonejo.net";
process = _*0, (vgroup("FAUST MIDI TESTER", hgroup("[1]", controltester, controlchantester, noteontester, noteonchantester, noteofftester, noteoffchantester, keypresschantester, midiclocktester), hgroup("[2]", kattester, katchantester, pctester, pcchantester, chattester, chatchantester, pitchwheeltester, pitchwheelchantester) :> _)) : attach;
controltester = vgroup("CTRL IN/OUT", valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("Ctrl Value IN (Ctrl %i) [midi:ctrl %i]", 60, 0, 127, 1) : hbargraph("Ctrl Value OUT (Ctrl %o) [midi:ctrl %o]", 0, 127);
booltest(i,o) = checkbox("Ctrl Bool IN (Ctrl %i) [midi:ctrl %i]") : hbargraph("Ctrl Bool OUT (Ctrl %o) [midi:ctrl %o]", 0, 1);
};
controlchantester = vgroup("CTRL CHAN IN/OUT", valuetest(50,2,74,3))
with{
valuetest(i,ic,o,oc) = hslider("Ctrl Value IN (Ctrl %i Channel %ic) [midi:ctrl %i %ic]", 60, 0, 127, 1) : hbargraph("Ctrl Value OUT (Ctrl %o) Channel OUT(Chan %oc) [midi:ctrl %o %oc]", 0, 127);
};
noteontester = vgroup("NOTE ON IN/OUT", valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("NoteOn Value IN (Note %i) [midi:keyon %i]", 60, 0, 127, 1) : hbargraph("NoteOn Value OUT (Note %o) [midi:keyon %o]", 0, 127);
booltest(i,o) = checkbox("NoteOn Bool IN (Note %i) [midi:keyon %i]") : hbargraph("NoteOn Bool OUT (Note %o) [midi:keyon %o]", 0, 1);
};
noteonchantester = vgroup("NOTE ON CHAN IN/OUT", valuetest(50, 2, 51, 3), booltest(50, 2, 101, 3))
with{
valuetest(i, ic, o, oc) = hslider("NoteOn Value IN (Note %i Channel %ic) [midi:keyon %i %ic]", 60, 0, 127, 1) : hbargraph("NoteOn Value OUT (Note %o Chan %oc) [midi:keyon %o %oc]", 0, 127);
booltest(i, ic, o, oc) = checkbox("NoteOn Chan Bool IN (Note %i Channel %ic) [midi:keyon %i %ic]") : hbargraph("NoteOn Chan Bool OUT (Note %o Channel %oc) [midi:keyon %o %oc]", 0, 1);
};
noteofftester = vgroup("NOTE OFF IN/OUT", valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("NoteOff Value IN (Note %i) [midi:keyoff %i]", 60, 0, 127, 1) : hbargraph("NoteOff Value OUT (Note %o) [midi:keyoff %o]", 0, 127);
booltest(i,o) = checkbox("NoteOff Bool IN (Note %i) [midi:keyoff %i]") : hbargraph("NoteOff Bool OUT (Note %o) [midi:keyoff %o]", 0, 1);
};
noteoffchantester = vgroup("NOTE OFF CHAN IN/OUT", valuetest(50, 2, 51, 3), booltest(50, 2, 101, 3))
with{
valuetest(i, ic, o, oc) = hslider("NoteOff Value IN (Note %i Channel %ic) [midi:keyoff %i %ic]", 60, 0, 127, 1) : hbargraph("NoteOff Value OUT (Note %o Channel %oc) [midi:keyoff %o %oc]", 0, 127);
booltest(i, ic, o, oc) = checkbox("NoteOff Bool IN (Note %i Channel %ic) [midi:keyoff %i %ic]") : hbargraph("NoteOff Bool OUT (Note %o Channel %oc) [midi:keyoff %o %oc]", 0, 1);
};
keypresschantester = vgroup("KEY PRESS CHAN IN/OUT", valuetest(50, 2, 51, 3), booltest(50, 2, 101, 3))
with{
valuetest(i, ic, o, oc) = hslider("Pressure Value IN (Note %i Channel %ic) [midi:keypress %i %ic]", 60, 0, 127, 1) : hbargraph("Note Value OUT (Note %o Channel %oc) [midi:keypress %o %oc]", 0, 127);
booltest(i, ic, o, oc) = checkbox("Pressure Bool IN (Note %i Channel %ic) [midi:keypress %i %ic]") : hbargraph("Pressure Bool OUT (Note %o Channel %oc) [midi:keypress %o %oc]", 0, 1);
};
midiclocktester = vgroup("MIDI SYNC (IN)", clock, startstop)
with{
clock = checkbox("MIDI clock signal [midi:clock]");
startstop = checkbox("MIDI START/STOP [midi:start] [midi:stop]");
};
kattester = vgroup("KEY AFTERTOUCH (KAT) IN/OUT",valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("Note KAT Value IN (Note %i) [midi:keypress %i]", 60, 0, 127, 1) : hbargraph("Note KAT Value OUT (Note %o) [midi:keypress %o]", 0, 127);
booltest(i,o) = checkbox("Note KAT Bool IN (Note %i) [midi:keypress %i]") : hbargraph("Note KAT Bool OUT (Note %o) [midi:keypress %o]", 0, 1);
};
katchantester = vgroup("KEY AFTERTOUCH CHAN (KAT) IN/OUT",valuetest(50,2,51,3), booltest(100,2,101,3))
with{
valuetest(i,ic,o,oc) = hslider("Note KAT Value IN (Note %i) (Chan %ic) [midi:keypress %i %ic]", 60, 0, 127, 1) : hbargraph("Note KAT Value OUT (Note %o) (Chan %oc) [midi:keypress %o %oc]", 0, 127);
booltest(i,ic,o,oc) = checkbox("Note KAT Bool IN (Note %i) (Chan %ic) [midi:keypress %i %ic]") : hbargraph("Note KAT Bool OUT (Note %o) (Chan %oc)[midi:keypress %o %oc]", 0, 1);
};
pctester = vgroup("PROGRAM CHANGE (PC) IN/OUT",valuetest(1,2), booltest(1,2))
with{
valuetest(i,o) = hslider("ProgramChange Value IN (PC %i) [midi:pgm %i]", 60, 0, 127, 1) : hbargraph("ProgramChange Value OUT (PC %o) [midi:pgm %o]", 0, 127);
booltest(i,o) = checkbox("ProgramChange Bool IN (PC %i) [midi:pgm %i]") : hbargraph("ProgramChange Bool OUT (PC %o) [midi:pgm %o]", 0, 1);
};
pcchantester = vgroup("PROGRAM CHANGE CHAN (PC) IN/OUT",valuetest(1, 2, 2, 3), booltest(1, 2, 2, 3))
with{
valuetest(i,ic,o,oc) = hslider("ProgramChange Value IN (PC %i) (CHAN %ic) [midi:pgm %i %ic]", 60, 0, 127, 1) : hbargraph("ProgramChange Value OUT (PC %o) (CHAN %oc) [midi:pgm %o %oc]", 0, 127);
booltest(i,ic,o,oc) = checkbox("ProgramChange Bool IN (PC %i) (CHAN %ic) [midi:pgm %i %ic]") : hbargraph("ProgramChange Bool OUT (PC %o) (CHAN %oc) [midi:pgm %o %oc]", 0, 1);
};
chattester = vgroup("CHANNEL AFTERTOUCH (CHAT) IN/OUT",valuetest(50,51), booltest(100,101))
with{
valuetest(i,o) = hslider("Note CHAT Value IN (Note %i) [midi:chanpress %i]", 60, 0, 127, 1) : hbargraph("Note CHAT Value OUT (Note %o) [midi:chanpress %o]", 0, 127);
booltest(i,o) = checkbox("Note CHAT Bool IN (Note %i) [midi:chanpress %i]") : hbargraph("Note CHAT Bool OUT (Note %o) [midi:chanpress %o]", 0, 1);
};
chatchantester = vgroup("CHANNEL AFTERTOUCH CHAN (CHAT) IN/OUT",valuetest(50,2,51,3), booltest(100,2,101,3))
with{
valuetest(i,ic,o,oc) = hslider("Note CHAT Chan Value IN (Note %i) (Chan %ic) [midi:chanpress %i %ic]", 60, 0, 127, 1) : hbargraph("Note CHAT Value OUT (Note %o) (Chan %oc) [midi:chanpress %o %oc]", 0, 127);
booltest(i,ic,o,oc) = checkbox("Note CHAT Bool IN (Note %i) (Chan %ic) [midi:chanpress %i %ic]") : hbargraph("Note CHAT Bool OUT (Note %o) (Chan %oc) [midi:chanpress %o %oc]", 0, 1);
};
pitchwheeltester = vgroup("PITCHWHEEL IN/OUT",valuetest, booltest)
with{
valuetest = hslider("Pitchwheel Value IN [midi:pitchwheel]", 0, -8192, 8191, 1) : hbargraph("Pitchwheel Value OUT[midi:pitchwheel]", -8192, 8191);
booltest = checkbox("Pitchwheel Bool IN [midi:pitchwheel]") : hbargraph("Pitchwheel Bool OUT [midi:pitchwheel]", 0, 1);
};
pitchwheelchantester = vgroup("PITCHWHEEL CHAN IN/OUT",valuetest(2, 15), booltest(2, 15))
with{
valuetest(ic, oc) = hslider("Pitchwheel Value IN (Chan %ic) [midi:pitchwheel %ic]", 0, -8192, 8191, 1) : hbargraph("Pitchwheel Value OUT (Chan %oc)[midi:pitchwheel %oc]", -8192, 8191);
booltest(ic, oc) = checkbox("Pitchwheel Bool IN (Chan %ic) [midi:pitchwheel %ic]") : hbargraph("Pitchwheel Bool OUT (Chan %oc) [midi:pitchwheel %oc]", 0, 1);
};
|
6d16bd9d7ebcaca89ed243fbd6bcda724835ba5c4dee63c598eb231704630b0c | grame-cncm/faustide | FMSynth2_FX.dsp | import("all.lib");
///////////////////////////////////////////////////////////////////////////////////////////////////
//
// Simple FM synthesizer.
// 2 oscillators and FM feedback on modulant oscillator
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// MIDI IMPLEMENTATION:
//
// CC 1 : FM feedback on modulant oscillator.
// CC 14 : Modulator frequency ratio.
//
// CC 73 : Attack
// CC 76 : Decay
// CC 77 : Sustain
// CC 72 : Release
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// GENERAL, Keyboard
midigate = button("gate");
midifreq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
midigain = nentry("gain", 1, 0, 1, 0.01);
// modwheel:
feedb = (gFreq-1) * (hslider("feedb[midi:ctrl 1]", 0, 0, 1, 0.001) : si.smoo);
modFreqRatio = hslider("ratio[midi:ctrl 14]",2,0,20,0.01) : si.smoo;
// pitchwheel
bend = ba.semi2ratio(hslider("bend [midi:pitchwheel]",0,-2,2,0.01));
gFreq = midifreq * bend;
//=================================== Parameters Mapping =================================
//========================================================================================
// Same for volum & modulation:
volA = hslider("A[midi:ctrl 73]",0.01,0.01,4,0.01);
volD = hslider("D[midi:ctrl 76]",0.6,0.01,8,0.01);
volS = hslider("S[midi:ctrl 77]",0.2,0,1,0.01);
volR = hslider("R[midi:ctrl 72]",0.8,0.01,8,0.01);
envelop = en.adsre(volA,volD,volS,volR,midigate);
// modulator frequency
modFreq = gFreq*modFreqRatio;
// modulation index
FMdepth = envelop * 1000 * midigain;
// Out amplitude
vol = envelop;
//============================================ DSP =======================================
//========================================================================================
FMfeedback(frq) = ( +(_,frq):os.osci ) ~ (* (feedb));
FMall(f) = os.osci(f+ (FMdepth*FMfeedback(f*modFreqRatio)));
//#################################################################################################//
//##################################### EFFECT SECTION ############################################//
//#################################################################################################//
// Simple FX chain build for a mono synthesizer.
// It control general volume and pan.
// FX Chaine is:
// Drive
// Flanger
// Reverberation
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// MIDI IMPLEMENTATION:
// (All are available by OSC)
//
// CC 7 : Volume
// CC 10 : Pan
//
// CC 92 : Distortion Drive
//
// CC 13 : Flanger Delay
// CC 93 : Flanger Dry/Wet
// CC 94 : Flanger Feedback
//
// CC 12 : Reverberation Room size
// CC 91 : Reverberation Dry/Wet
// CC 95 : Reverberation Damp
// CC 90 : Reverberation Stereo Width
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// VOLUME:
volFX = hslider("volume[midi:ctrl 7]",1,0,1,0.001);// Should be 7 according to MIDI CC norm.
// EFFECTS /////////////////////////////////////////////
drive = hslider("drive[midi:ctrl 92]",0.3,0,1,0.001);
// Flanger
curdel = hslider("flangDel[midi:ctrl 13]",4,0.001,10,0.001);
fb = hslider("flangFeedback[midi:ctrl 94]",0.7,0,1,0.001);
fldw = hslider("dryWetFlang[midi:ctrl 93]",0.5,0,1,0.001);
flanger = efx
with {
fldel = (curdel + (os.lf_triangle(1) * 2) ) : min(10);
efx = _ <: _, pf.flanger_mono(10,fldel,1,fb,0) : dry_wet(fldw);
};
// Pannoramique:
panno = _ : sp.panner(hslider("pan[midi:ctrl 10]",0.5,0,1,0.001)) : _,_;
// REVERB (from freeverb_demo)
reverb = _,_ <: (*(g)*fixedgain,*(g)*fixedgain :
re.stereo_freeverb(combfeed, allpassfeed, damping, spatSpread)),
*(1-g), *(1-g) :> _,_
with {
scaleroom = 0.28;
offsetroom = 0.7;
allpassfeed = 0.5;
scaledamp = 0.4;
fixedgain = 0.1;
origSR = 44100;
damping = vslider("Damp[midi:ctrl 95]",0.5, 0, 1, 0.025)*scaledamp*origSR/ma.SR;
combfeed = vslider("RoomSize[midi:ctrl 12]", 0.7, 0, 1, 0.025)*scaleroom*origSR/ma.SR + offsetroom;
spatSpread = vslider("Stereo[midi:ctrl 90]",0.6,0,1,0.01)*46*ma.SR/origSR;
g = vslider("dryWetReverb[midi:ctrl 91]", 0.4, 0, 1, 0.001);
// (g = Dry/Wet)
};
// Dry-Wet (from C. LEBRETON)
dry_wet(dw,x,y) = wet*y + dry*x
with {
wet = 0.5*(dw+1.0);
dry = 1.0-wet;
};
// ALL
effect = _ *(volFX) : ef.cubicnl_nodc(drive, 0.1) : flanger : panno : reverb;
process = FMall(gFreq) * vol;
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/bela/FMSynth2_FX.dsp | faust | /////////////////////////////////////////////////////////////////////////////////////////////////
Simple FM synthesizer.
2 oscillators and FM feedback on modulant oscillator
/////////////////////////////////////////////////////////////////////////////////////////////////
MIDI IMPLEMENTATION:
CC 1 : FM feedback on modulant oscillator.
CC 14 : Modulator frequency ratio.
CC 73 : Attack
CC 76 : Decay
CC 77 : Sustain
CC 72 : Release
/////////////////////////////////////////////////////////////////////////////////////////////////
GENERAL, Keyboard
modwheel:
pitchwheel
=================================== Parameters Mapping =================================
========================================================================================
Same for volum & modulation:
modulator frequency
modulation index
Out amplitude
============================================ DSP =======================================
========================================================================================
#################################################################################################//
##################################### EFFECT SECTION ############################################//
#################################################################################################//
Simple FX chain build for a mono synthesizer.
It control general volume and pan.
FX Chaine is:
Drive
Flanger
Reverberation
/////////////////////////////////////////////////////////////////////////////////////////////////
MIDI IMPLEMENTATION:
(All are available by OSC)
CC 7 : Volume
CC 10 : Pan
CC 92 : Distortion Drive
CC 13 : Flanger Delay
CC 93 : Flanger Dry/Wet
CC 94 : Flanger Feedback
CC 12 : Reverberation Room size
CC 91 : Reverberation Dry/Wet
CC 95 : Reverberation Damp
CC 90 : Reverberation Stereo Width
/////////////////////////////////////////////////////////////////////////////////////////////////
VOLUME:
Should be 7 according to MIDI CC norm.
EFFECTS /////////////////////////////////////////////
Flanger
Pannoramique:
REVERB (from freeverb_demo)
(g = Dry/Wet)
Dry-Wet (from C. LEBRETON)
ALL | import("all.lib");
midigate = button("gate");
midifreq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
midigain = nentry("gain", 1, 0, 1, 0.01);
feedb = (gFreq-1) * (hslider("feedb[midi:ctrl 1]", 0, 0, 1, 0.001) : si.smoo);
modFreqRatio = hslider("ratio[midi:ctrl 14]",2,0,20,0.01) : si.smoo;
bend = ba.semi2ratio(hslider("bend [midi:pitchwheel]",0,-2,2,0.01));
gFreq = midifreq * bend;
volA = hslider("A[midi:ctrl 73]",0.01,0.01,4,0.01);
volD = hslider("D[midi:ctrl 76]",0.6,0.01,8,0.01);
volS = hslider("S[midi:ctrl 77]",0.2,0,1,0.01);
volR = hslider("R[midi:ctrl 72]",0.8,0.01,8,0.01);
envelop = en.adsre(volA,volD,volS,volR,midigate);
modFreq = gFreq*modFreqRatio;
FMdepth = envelop * 1000 * midigain;
vol = envelop;
FMfeedback(frq) = ( +(_,frq):os.osci ) ~ (* (feedb));
FMall(f) = os.osci(f+ (FMdepth*FMfeedback(f*modFreqRatio)));
drive = hslider("drive[midi:ctrl 92]",0.3,0,1,0.001);
curdel = hslider("flangDel[midi:ctrl 13]",4,0.001,10,0.001);
fb = hslider("flangFeedback[midi:ctrl 94]",0.7,0,1,0.001);
fldw = hslider("dryWetFlang[midi:ctrl 93]",0.5,0,1,0.001);
flanger = efx
with {
fldel = (curdel + (os.lf_triangle(1) * 2) ) : min(10);
efx = _ <: _, pf.flanger_mono(10,fldel,1,fb,0) : dry_wet(fldw);
};
panno = _ : sp.panner(hslider("pan[midi:ctrl 10]",0.5,0,1,0.001)) : _,_;
reverb = _,_ <: (*(g)*fixedgain,*(g)*fixedgain :
re.stereo_freeverb(combfeed, allpassfeed, damping, spatSpread)),
*(1-g), *(1-g) :> _,_
with {
scaleroom = 0.28;
offsetroom = 0.7;
allpassfeed = 0.5;
scaledamp = 0.4;
fixedgain = 0.1;
origSR = 44100;
damping = vslider("Damp[midi:ctrl 95]",0.5, 0, 1, 0.025)*scaledamp*origSR/ma.SR;
combfeed = vslider("RoomSize[midi:ctrl 12]", 0.7, 0, 1, 0.025)*scaleroom*origSR/ma.SR + offsetroom;
spatSpread = vslider("Stereo[midi:ctrl 90]",0.6,0,1,0.01)*46*ma.SR/origSR;
g = vslider("dryWetReverb[midi:ctrl 91]", 0.4, 0, 1, 0.001);
};
dry_wet(dw,x,y) = wet*y + dry*x
with {
wet = 0.5*(dw+1.0);
dry = 1.0-wet;
};
effect = _ *(volFX) : ef.cubicnl_nodc(drive, 0.1) : flanger : panno : reverb;
process = FMall(gFreq) * vol;
|
629943022cc07cf5e19007f63118fe8719fcd55c2b9ec6d5971b0d269203adfe | grame-cncm/faustide | LPF.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "LPF";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = LPF(x,F,G,Q);
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/filtering/LPF.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions |
declare name "LPF";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = LPF(x,F,G,Q);
|
e6a00a846917956d60b6cc6dfd12dcc076782ff594df209193ae85d6977e86bf | grame-cncm/faustide | notch.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "notch";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = notch(x,F,G,Q);
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/filtering/notch.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions |
declare name "notch";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = notch(x,F,G,Q);
|
0bb7f2501588b3b4b666a76be6fcaef77c8d95f496c29412e2a9f513e627b6d2 | grame-cncm/faustide | HPF.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "HPF";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = HPF(x,F,G,Q);
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/filtering/HPF.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions |
declare name "HPF";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = HPF(x,F,G,Q);
|
10baf5910216f50fb75d43c697a2437def181d2383e5578dca962d261503acf7 | grame-cncm/faustide | peakingEQ.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "peakingEQ";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = peakingEQ(x,F,G,Q);
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/filtering/peakingEQ.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions |
declare name "peakingEQ";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = peakingEQ(x,F,G,Q);
|
64eb40075434f4e902f65670da414d19563fededd820bad6b4ba293be18461ea | grame-cncm/faustide | layout.dsp | mixer(x) = hgroup("",x);
v01(x) = mixer(hgroup("", x));
v02(x) = mixer(hgroup("", x));
v03(x) = mixer(hgroup("", x));
v04(x) = mixer(hgroup("", x));
v05(x) = mixer(hgroup("", x));
v06(x) = mixer(hgroup("", x));
v07(x) = mixer(hgroup("", x));
v08(x) = mixer(hgroup("", x));
v09(x) = mixer(hgroup("", x));
v10(x) = mixer(hgroup("", x));
v11(x) = mixer(hgroup("", x));
v12(x) = mixer(hgroup("", x));
v13(x) = mixer(hgroup("", x));
v14(x) = mixer(hgroup("", x));
v15(x) = mixer(hgroup("", x));
v16(x) = mixer(hgroup("", x)); | https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/SAM/16_channel_volume/layout.dsp | faust | mixer(x) = hgroup("",x);
v01(x) = mixer(hgroup("", x));
v02(x) = mixer(hgroup("", x));
v03(x) = mixer(hgroup("", x));
v04(x) = mixer(hgroup("", x));
v05(x) = mixer(hgroup("", x));
v06(x) = mixer(hgroup("", x));
v07(x) = mixer(hgroup("", x));
v08(x) = mixer(hgroup("", x));
v09(x) = mixer(hgroup("", x));
v10(x) = mixer(hgroup("", x));
v11(x) = mixer(hgroup("", x));
v12(x) = mixer(hgroup("", x));
v13(x) = mixer(hgroup("", x));
v14(x) = mixer(hgroup("", x));
v15(x) = mixer(hgroup("", x));
v16(x) = mixer(hgroup("", x)); |
|
2dc72296d6e8bce4549e5297c0a9e849d66f6c9518d9e718b0ecc1334e4f05f5 | grame-cncm/faustide | FMSynth2_Analog.dsp | import("all.lib");
///////////////////////////////////////////////////////////////////////////////////////////////////
//
// Simple FM synthesizer.
///////////////////////////////////////////////////////////////////////////////////////////////////
// ANALOG IMPLEMENTATION:
//
// ANALOG_0 : Modulator frequency ratio
// ANALOG_1 : Attack
// ANALOG_2 : Decay/Release
// ANALOG_3 : Sustain
//
// MIDI:
// CC 1 : FM feedback on modulant oscillator.
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// GENERAL, Keyboard
midigate = button("gate");
midifreq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
midigain = nentry("gain", 1, 0, 1, 0.01);
// modwheel:
feedb = (gFreq-1) * (hslider("feedb[midi:ctrl 1]", 0, 0, 1, 0.001) : si.smoo);
modFreqRatio = hslider("ratio[BELA: ANALOG_0]",2,0,20,0.01) : si.smoo;
// pitchwheel
bend = ba.semi2ratio(hslider("bend [midi:pitchwheel]",0,-2,2,0.01));
gFreq = midifreq * bend;
//=================================== Parameters Mapping =================================
//========================================================================================
// Same for volume & modulation:
volA = hslider("A[BELA: ANALOG_1]",0.01,0.01,4,0.01);
volDR = hslider("DR[BELA: ANALOG_2]",0.6,0.01,8,0.01);
volS = hslider("S[BELA: ANALOG_3]",0.2,0,1,0.01);
envelop = en.adsre(volA,volDR,volS,volDR,midigate);
// modulator frequency
modFreq = gFreq * modFreqRatio;
// modulation index
FMdepth = envelop * 1000 * midigain;
// Out amplitude
vol = envelop;
//============================================ DSP =======================================
//========================================================================================
FMfeedback(frq) = (+(_,frq):os.osci) ~ (* (feedb));
FMall(f) = os.osci(f+ (FMdepth*FMfeedback(f*modFreqRatio)));
process = FMall(gFreq) * vol;
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/bela/FMSynth2_Analog.dsp | faust | /////////////////////////////////////////////////////////////////////////////////////////////////
Simple FM synthesizer.
/////////////////////////////////////////////////////////////////////////////////////////////////
ANALOG IMPLEMENTATION:
ANALOG_0 : Modulator frequency ratio
ANALOG_1 : Attack
ANALOG_2 : Decay/Release
ANALOG_3 : Sustain
MIDI:
CC 1 : FM feedback on modulant oscillator.
/////////////////////////////////////////////////////////////////////////////////////////////////
GENERAL, Keyboard
modwheel:
pitchwheel
=================================== Parameters Mapping =================================
========================================================================================
Same for volume & modulation:
modulator frequency
modulation index
Out amplitude
============================================ DSP =======================================
======================================================================================== | import("all.lib");
midigate = button("gate");
midifreq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
midigain = nentry("gain", 1, 0, 1, 0.01);
feedb = (gFreq-1) * (hslider("feedb[midi:ctrl 1]", 0, 0, 1, 0.001) : si.smoo);
modFreqRatio = hslider("ratio[BELA: ANALOG_0]",2,0,20,0.01) : si.smoo;
bend = ba.semi2ratio(hslider("bend [midi:pitchwheel]",0,-2,2,0.01));
gFreq = midifreq * bend;
volA = hslider("A[BELA: ANALOG_1]",0.01,0.01,4,0.01);
volDR = hslider("DR[BELA: ANALOG_2]",0.6,0.01,8,0.01);
volS = hslider("S[BELA: ANALOG_3]",0.2,0,1,0.01);
envelop = en.adsre(volA,volDR,volS,volDR,midigate);
modFreq = gFreq * modFreqRatio;
FMdepth = envelop * 1000 * midigain;
vol = envelop;
FMfeedback(frq) = (+(_,frq):os.osci) ~ (* (feedb));
FMall(f) = os.osci(f+ (FMdepth*FMfeedback(f*modFreqRatio)));
process = FMall(gFreq) * vol;
|
80ccfa2bfbefbaa1001d1328ff99900113938604a15baf20e507b0d1908312d1 | grame-cncm/faustide | mixer.dsp | declare name "mixer";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2006";
//-------------------------------------------------
// Simple 8x2 mixer
//-------------------------------------------------
vol = component("../dynamic/volume.dsp");
pan = component("../spat/panpot.dsp");
vumeter = component("../analysis/vumeter.dsp").vmeter;
mute = *(1 - checkbox("mute"));
voice(v) = vgroup("Ch %v", mute : hgroup("[2]", vol : vumeter) : pan);
stereo = hgroup("stereo out", (vol, vol : vgroup("L", vumeter), vgroup("R", vumeter)));
process = hgroup("mixer", par(i, 8, voice(i)) :> stereo );
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/misc/mixer.dsp | faust | -------------------------------------------------
Simple 8x2 mixer
------------------------------------------------- | declare name "mixer";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2006";
vol = component("../dynamic/volume.dsp");
pan = component("../spat/panpot.dsp");
vumeter = component("../analysis/vumeter.dsp").vmeter;
mute = *(1 - checkbox("mute"));
voice(v) = vgroup("Ch %v", mute : hgroup("[2]", vol : vumeter) : pan);
stereo = hgroup("stereo out", (vol, vol : vgroup("L", vumeter), vgroup("R", vumeter)));
process = hgroup("mixer", par(i, 8, voice(i)) :> stereo );
|
31b6284f7ac81b50dce24e8f65000ebde638dccb36412cee8ff07f43a36aa59f | grame-cncm/faustide | GrainGenerator.dsp | ///////////////////////////////////////////////////////////////////////////////////////////////////
//
// Grain Generator.
// Another granular synthesis example.
// This one is not finished, but ready for more features and improvements...
//
///////////////////////////////////////////////////////////////////////////////////////////////////
//
// ANALOG IN:
// ANALOG 0 : Population: 0 = almost nothing. 1 = Full grain
// ANALOG 1 : Depth of each grain, in ms.
// ANALOG 2 : Position in the table = delay
// ANALOG 3 : Speed = pitch change of the grains
// ANALOG 4 : Feedback
//
///////////////////////////////////////////////////////////////////////////////////////////////////
import("all.lib");
// FOR 4 grains - MONO
// UI //////////////////////////////////////////
popul = 1 - hslider("population[BELA: ANALOG_0]", 1, 0, 1, 0.001); // Coef 1 = maximum; 0 = almost nothing (0.95)
taille = hslider("taille[BELA: ANALOG_1]", 100, 4, 200, 0.001 ); // Size in milliseconds
decal = 1 - hslider("decal[BELA: ANALOG_2]",0,0,1,0.001); // Read position compared to table write position
speed = hslider("speed[BELA: ANALOG_3]", 1, 0.125, 4, 0.001);
feedback = hslider("feedback[BELA: ANALOG_4]",0,0,2,0.001);
freq = 1000/taille;
tmpTaille = taille*ma.SR/ 1000;
clocSize = int(tmpTaille + (tmpTaille*popul*10)); // duration between 2 clicks
// CLK GENERAL /////////////////////////////////
// 4 clicks for 4 grains generators.
// (idem clk freq/4 and a counter...)
detect1(x) = select2 (x < 10, 0, 1);
detect2(x) = select2 (x > clocSize*1/3, 0, 1) : select2 (x < (clocSize*1/3)+10, 0, _);
detect3(x) = select2 (x > clocSize*2/3, 0, 1) : select2 (x < (clocSize*2/3)+10, 0, _);
detect4(x) = select2 (x > clocSize-10, 0, 1);
cloc = (%(_,clocSize))~(+(1)) <: (detect1: trig),(detect2: trig),(detect3: trig),(detect4: trig);
// SIGNAUX Ctrls Player ////////////////////////
trig = _<:_,mem: >;
envelop = *(2*PI):+(PI):cos:*(0.5):+(0.5);
rampe(f, t) = delta : (+ : select2(t,_,delta<0) : max(0)) ~ _ : raz
with {
raz(x) = select2 (x > 1, x, 0);
delta = sh(f,t)/ma.SR;
sh(x,t) = ba.sAndH(t,x);
};
rampe2(speed, t) = delta : (+ : select2(t,_,delta<0) : max(0)) ~ _
with {
delta = sh(speed,t);
sh(x,t) = ba.sAndH(t,x);
};
// RWTable //////////////////////////////////////
unGrain(input, clk) = (linrwtable(wf , rindex) : *(0.2 * EnvGrain))
with {
SR = 44100;
buffer_sec = 1;
size = int(SR * buffer_sec);
init = 0.;
EnvGrain = clk : (rampe(freq) : envelop);
windex = (%(_,size) ) ~ (+(1));
posTabl = int(ba.sAndH(clk, windex));
rindex = %(int(rampe2(speed, clk)) + posTabl + int(size * decal), size);
wf = size, init, int(windex), input;
};
// LINEAR_INTERPOLATION_RWTABLE //////////////////////////////////
// read rwtable with linear interpolation
// wf : waveform to read (wf is defined by (size_buffer,init, windex, input))
// x : position to read (0 <= x < size(wf)) and float
// nota: rwtable(size, init, windex, input, rindex)
linrwtable(wf,x) = linterpolation(y0,y1,d)
with {
x0 = int(x); //
x1 = int(x+1); //
d = x-x0;
y0 = rwtable(wf,x0); //
y1 = rwtable(wf,x1); //
linterpolation(v0,v1,c) = v0*(1-c)+v1*c;
};
// FINALISATION /////////////////////////////////////////////////////////////////////////////////////
routeur(a, b, c, d, e) = a, b, a, c, a, d, a, e;
processus = _, cloc : routeur : (unGrain, unGrain, unGrain, unGrain) :> fi.dcblockerat(20);
process = _,_: ((+(_,_) :processus) ~(*(feedback))),((+(_,_) :processus) ~(*(feedback)));
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/bela/GrainGenerator.dsp | faust | /////////////////////////////////////////////////////////////////////////////////////////////////
Grain Generator.
Another granular synthesis example.
This one is not finished, but ready for more features and improvements...
/////////////////////////////////////////////////////////////////////////////////////////////////
ANALOG IN:
ANALOG 0 : Population: 0 = almost nothing. 1 = Full grain
ANALOG 1 : Depth of each grain, in ms.
ANALOG 2 : Position in the table = delay
ANALOG 3 : Speed = pitch change of the grains
ANALOG 4 : Feedback
/////////////////////////////////////////////////////////////////////////////////////////////////
FOR 4 grains - MONO
UI //////////////////////////////////////////
Coef 1 = maximum; 0 = almost nothing (0.95)
Size in milliseconds
Read position compared to table write position
duration between 2 clicks
CLK GENERAL /////////////////////////////////
4 clicks for 4 grains generators.
(idem clk freq/4 and a counter...)
SIGNAUX Ctrls Player ////////////////////////
RWTable //////////////////////////////////////
LINEAR_INTERPOLATION_RWTABLE //////////////////////////////////
read rwtable with linear interpolation
wf : waveform to read (wf is defined by (size_buffer,init, windex, input))
x : position to read (0 <= x < size(wf)) and float
nota: rwtable(size, init, windex, input, rindex)
FINALISATION ///////////////////////////////////////////////////////////////////////////////////// |
import("all.lib");
speed = hslider("speed[BELA: ANALOG_3]", 1, 0.125, 4, 0.001);
feedback = hslider("feedback[BELA: ANALOG_4]",0,0,2,0.001);
freq = 1000/taille;
tmpTaille = taille*ma.SR/ 1000;
detect1(x) = select2 (x < 10, 0, 1);
detect2(x) = select2 (x > clocSize*1/3, 0, 1) : select2 (x < (clocSize*1/3)+10, 0, _);
detect3(x) = select2 (x > clocSize*2/3, 0, 1) : select2 (x < (clocSize*2/3)+10, 0, _);
detect4(x) = select2 (x > clocSize-10, 0, 1);
cloc = (%(_,clocSize))~(+(1)) <: (detect1: trig),(detect2: trig),(detect3: trig),(detect4: trig);
trig = _<:_,mem: >;
envelop = *(2*PI):+(PI):cos:*(0.5):+(0.5);
rampe(f, t) = delta : (+ : select2(t,_,delta<0) : max(0)) ~ _ : raz
with {
raz(x) = select2 (x > 1, x, 0);
delta = sh(f,t)/ma.SR;
sh(x,t) = ba.sAndH(t,x);
};
rampe2(speed, t) = delta : (+ : select2(t,_,delta<0) : max(0)) ~ _
with {
delta = sh(speed,t);
sh(x,t) = ba.sAndH(t,x);
};
unGrain(input, clk) = (linrwtable(wf , rindex) : *(0.2 * EnvGrain))
with {
SR = 44100;
buffer_sec = 1;
size = int(SR * buffer_sec);
init = 0.;
EnvGrain = clk : (rampe(freq) : envelop);
windex = (%(_,size) ) ~ (+(1));
posTabl = int(ba.sAndH(clk, windex));
rindex = %(int(rampe2(speed, clk)) + posTabl + int(size * decal), size);
wf = size, init, int(windex), input;
};
linrwtable(wf,x) = linterpolation(y0,y1,d)
with {
d = x-x0;
linterpolation(v0,v1,c) = v0*(1-c)+v1*c;
};
routeur(a, b, c, d, e) = a, b, a, c, a, d, a, e;
processus = _, cloc : routeur : (unGrain, unGrain, unGrain, unGrain) :> fi.dcblockerat(20);
process = _,_: ((+(_,_) :processus) ~(*(feedback))),((+(_,_) :processus) ~(*(feedback)));
|
2cb66a8d563b463d7fc6909bafaff50ff6d2fbf1dcc70f29beb621539008d1ae | grame-cncm/faustide | noise.dsp | // WARNING: This a "legacy example based on a deprecated library". Check noises.lib
// for more accurate examples of noise functions
declare name "Noise";
declare version "1.1";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2009";
//-----------------------------------------------------------------
// Noise generator and demo file for the Faust math documentation
//-----------------------------------------------------------------
<mdoc>
\section{Presentation of the "noise.dsp" Faust program}
This program describes a white noise generator with an interactive volume, using a random function.
\subsection{The random function}
The \texttt{random} function describes a generator of random numbers, which equation follows. You should notice hereby the use of an integer arithmetic on 32 bits, relying on integer wrapping for big numbers.
<equation>random</equation>
\subsection{The noise function}
The white noise then corresponds to:
<equation>noise</equation>
</mdoc>
random = +(12345)~*(1103515245);
noise = random/2147483647.0;
<mdoc>
\subsection{Just add a user interface element to play volume!}
Endly, the sound level of this program is controlled by a user slider, which gives the following equation:
<equation>process</equation>
</mdoc>
<mdoc>
\section{Block-diagram schema of process}
This process is illustrated on figure 1.
<diagram>process</diagram>
</mdoc>
process = noise * vslider("Volume[style:knob][acc: 0 0 -10 0 10]", 0.5, 0, 1, 0.1);
<mdoc>
\section{Notice of this documentation}
You might be careful of certain information and naming conventions used in this documentation:
<notice/>
\section{Listing of the input code}
The following listing shows the input Faust code, parsed to compile this mathematical documentation.
<listing/>
</mdoc>
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/generator/noise.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check noises.lib
for more accurate examples of noise functions
-----------------------------------------------------------------
Noise generator and demo file for the Faust math documentation
----------------------------------------------------------------- |
declare name "Noise";
declare version "1.1";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2009";
<mdoc>
\section{Presentation of the "noise.dsp" Faust program}
This program describes a white noise generator with an interactive volume, using a random function.
\subsection{The random function}
The \texttt{random} function describes a generator of random numbers, which equation follows. You should notice hereby the use of an integer arithmetic on 32 bits, relying on integer wrapping for big numbers.
<equation>random</equation>
\subsection{The noise function}
The white noise then corresponds to:
<equation>noise</equation>
</mdoc>
random = +(12345)~*(1103515245);
noise = random/2147483647.0;
<mdoc>
\subsection{Just add a user interface element to play volume!}
Endly, the sound level of this program is controlled by a user slider, which gives the following equation:
<equation>process</equation>
</mdoc>
<mdoc>
\section{Block-diagram schema of process}
This process is illustrated on figure 1.
<diagram>process</diagram>
</mdoc>
process = noise * vslider("Volume[style:knob][acc: 0 0 -10 0 10]", 0.5, 0, 1, 0.1);
<mdoc>
\section{Notice of this documentation}
You might be careful of certain information and naming conventions used in this documentation:
<notice/>
\section{Listing of the input code}
The following listing shows the input Faust code, parsed to compile this mathematical documentation.
<listing/>
</mdoc>
|
c7d2560232da52e46875cd30836f1390eeb370ffb70177e8cc72c6766723bb40 | grame-cncm/faustide | APF.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "APF";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = APF(x,F,G,Q);
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/filtering/APF.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions |
declare name "APF";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = APF(x,F,G,Q);
|
f074a50ae7cfe09aa0052de7dad05b4b13d5fad65dc05435df170d94db850f8a | grame-cncm/faustide | BPF.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "BPF";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = BPF(x,F,G,Q);
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/filtering/BPF.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions |
declare name "BPF";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = BPF(x,F,G,Q);
|
3e30cda3a12483dcf162a63ad941a0e4838bfe4efe72cfcbc9375a17b8c6b080 | grame-cncm/faustide | guitarix.dsp | /*
* Copyright (C) 2009, 2010 Hermann Meyer, James Warden, Andreas Degert
* Copyright (C) 2011 Pete Shorthose
*
* This program is free software; you can redistribute it and/or modify
* it under the terms of the GNU General Public License as published by
* the Free Software Foundation; either version 2 of the License, or
* (at your option) any later version.
*
* This program is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* GNU General Public License for more details.
*
* You should have received a copy of the GNU General Public License
* along with this program; if not, write to the Free Software
* Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA.
*
* ----------------------------------------------------------------------------
* Adapted version from guitarixlite (v.0.28) using foreign functions
* to this self-contained Faust version (v.0.29)
* Adapted by GRAME - 2014
* ----------------------------------------------------------------------------
*/
declare name "guitarix";
declare version "0.29";
declare author "Guitarix project (http://guitarix.sourceforge.net/)";
declare copyright "Guitarix project";
declare license "LGPL";
ba = library("basics.lib");
si = library("signals.lib");
import("tubes.lib");
import("tonestacks.lib");
process = preamp;
/****************************************************************
** Tube Preamp Emulation with
* tubescreamer - tube stage 1 - 2 - tonestack - cabinet
*/
preamp = hgroup("Guitarix",
hgroup("[0]TubeScreamer",ts9sim) :
hgroup("[1]preamp: 12AX7", stage1 : stage2):
hgroup("[2]tonestack: jcm2000", tstack) :
hgroup("[3]Cabinet", cab))
with {
stage1 = T1_12AX7 : *(preamp) : fi.lowpass(1,6531.0) : T2_12AX7 : *(preamp)
with {
preamp = vslider("[0] Pregain [style:knob]",-6,-20,20,0.1) : ba.db2linear : si.smoo;
};
stage2 = fi.lowpass(1,6531.0) : T3_12AX7 : *(gain)
with {
gain = vslider("[1] Gain [style:knob]",-6,-20.0,20.0,0.1) : ba.db2linear : si.smoo;
};
tstack = jcm2000(t, m, l)
with {
t = vslider("[2] Treble [style:knob]",0.5,0,1,0.01);
m = vslider("[3] Middle [style:knob]",0.5,0,1,0.01);
l = vslider("[4] Bass [style:knob]",0.5,0,1,0.01);
};
/*
// Dynamically choose between several 'tstack'
tstack = ba.selectmulti(ma.SR/100, (tjcm2000, tjtm45, tjcm800),
nentry("tstack [style:menu{'tjcm2000':0;'tjtm45':1;'tjcm800':2}]", 0, 0, 2, 1))
with {
tjcm2000 = jcm2000(t, m, l);
tjtm45 = jtm45(t, m, l);
tjcm800 = jcm800(t, m, l);
t = vslider("[2] Treble [style:knob]",0.5,0,1,0.01);
m = vslider("[3] Middle [style:knob]",0.5,0,1,0.01);
l = vslider("[4] Bass [style:knob]",0.5,0,1,0.01);
};
*/
};
/****************************************************************************************
* 1-dimensional function tables for nonlinear interpolation
****************************************************************************************/
nonlininterpolation(table, low, high, step, size, x) = ts9(low, step, size, table, x),inverse(x) : ccopysign;
//-- Interpolate value from table
ts9(low, step, size, table, x) = interpolation(table, getCoef(low, step, size, x),
nonlinindex(low, step, x) : boundIndex(size));
//-- Calculate non linear index
nonlinindex(low, step, x) = (abs(x)/(3.0 + abs(x)) - low) * step;
//--Get interpolation factor
getCoef(low, step, size, x) = boundFactor(size, nonlinindex(low, step, x), nonlinindex(low, step, x) : boundIndex(size));
/********* Faust Version of ts9nonlin.cc, generated by tools/ts9sim.py ****************/
ts9comp = nonlininterpolation(ts9table, low, high, step, size)
with {
// Characteristics of the wavetable
low = 0.0;
high = 0.970874;
step = 101.97;
size = 99; // (real size = 100, set the actual size at 100-1 for interpolation to work at the last point)
ts9table = waveform{0.0,-0.0296990148227,-0.0599780676992,-0.0908231643281,-0.122163239629,
-0.15376009788,-0.184938007182,-0.214177260107,-0.239335434213,-0.259232575019,
-0.274433909887,-0.286183308354,-0.29553854444,-0.303222323477,-0.309706249977,
-0.315301338712,-0.320218440785,-0.324604982281,-0.328567120703,-0.332183356975,
-0.335513124719,-0.33860236542,-0.34148724693,-0.344196707008,-0.346754233717,
-0.34917913798,-0.351487480543,-0.35369275887,-0.355806424152,-0.357838275995,
-0.359796767655,-0.361689244919,-0.363522135105,-0.365301098113,-0.367031148289,
-0.368716753588,-0.370361916943,-0.371970243537,-0.373544996828,-0.375089145544,
-0.376605403346,-0.378096262548,-0.379564022938,-0.381010816596,-0.382438629377,
-0.383849319643,-0.385244634694,-0.386626225283,-0.387995658543,-0.389354429565,
-0.39070397188,-0.392045667012,-0.393380853288,-0.39471083403,-0.396036885269,
-0.397360263098,-0.398682210753,-0.400003965547,-0.401326765733,-0.402651857394,
-0.403980501471,-0.405313980999,-0.406653608692,-0.40800073496,-0.409356756504,
-0.410723125631,-0.412101360439,-0.413493056085,-0.414899897347,-0.416323672745,
-0.417766290556,-0.419229797097,-0.420716397759,-0.422228481377,-0.423768648654,
-0.425339745558,-0.426944902828,-0.428587583057,-0.430271637224,-0.432001373102,
-0.433781638746,-0.435617925286,-0.437516494692,-0.439484540257,-0.441530390423,
-0.443663770898,-0.445896146322,-0.448241172434,-0.450715304661,-0.453338632988,
-0.45613605235,-0.45913894467,-0.46238766699,-0.465935359011,-0.469854010456,
-0.474244617411,-0.479255257451,-0.48511588606,-0.492212726244,-0.501272723631
};
};
/****************************************************************************************/
/****************************************************************************************
* declare id "ts9sim";
* declare name "Tube Screamer";
* declare category "Distortion";
*
** based on a circuit diagram of the Ibanez TS-9 and
** a mathematical analysis published by Tamás Kenéz
****************************************************************************************/
ts9sim = ts9nonlin : lowpassfilter : *(gain)
with {
R1 = 4700;
R2 = 51000 + 500000 * vslider("drive[name:Drive][style:knob]", 0.5, 0, 1, 0.01);
C = 0.047 * 1e-6;
a1 = (R1 + R2) * C * 2 * ma.SR;
a2 = R1 * C * 2 * ma.SR;
B0 = (1 + a1) / (1 + a2);
B1 = (1 - a1) / (1 + a2);
A1 = (1 - a2) / (1 + a2);
X2 = fi.tf1(B0, B1, A1);
ts9nonlin = _ <: _ ,(X2,_ : - : ts9comp) : - :> _;
fc = vslider("tone[log][name:Tone][style:knob]", 400, 100, 1000, 1.03);
lowpassfilter = fi.lowpass(1,fc);
gain = vslider("level[name:Level][style:knob]", -16, -20, 4, 0.1) : ba.db2linear : si.smoo;
};
/****************************************************************************************
* declare name "cabinet";
*
** based on a circuit diagram of the Ibanez TS-9 and
** a mathematical analysis published by Tamás Kenéz
****************************************************************************************/
wetdry = vslider("[5] amount[style:knob]", 100, 0, 100, 1) : /(100);
dry = 1 - wetdry;
cab = _<:(*(dry):_), (*(wetdry):fi.conv((0.000488281, -0.0020752, 0.000561523, -0.00231934, 0.000634766, -0.00247803, 0.000512695, -0.00247803, 0.000146484, -0.00219727, -0.000622559, -0.00145264, -0.00202637,
-2.44141e-05, -0.00438232, 0.00247803, -0.00822754, 0.00706787, -0.0159546, 0.0202148, -0.0471558, 0.0953003, -0.208582, 0.312427, 0.75, -0.26803,
0.399963, 0.200696, -0.146655, -0.29303, -0.222168, -0.113098, 0.0267334, 0.0312134, 0.164685, 0.0443481, 0.186621, 0.0540039, 0.123303,
0.0805054, 0.0739868, 0.0591797, 0.0661743, 0.0400391, 0.0429932, 0.0339844, 0.0320557, 0.02323, 0.0217285, 0.0182007, 0.0157227, 0.0130005,
0.0103882, 0.00942383, 0.00718994, 0.0067749, 0.00458984, 0.00455322, 0.00272217, 0.00294189, 0.00140381, 0.00170898, 0.000402832, 0.000720215, -0.000354004,
-2.44141e-05, -0.000915527, -0.000610352, -0.00134277, -0.0010498, -0.00166016, -0.0013916, -0.0019043, -0.00166016, -0.0020874, -0.00187988, -0.00224609, -0.00203857,
-0.00235596, -0.00217285, -0.0024292, -0.0022583, -0.00247803, -0.00233154, -0.00252686, -0.00238037, -0.00256348, -0.0024292, 0.75, -0.00246582, -0.0026001,
-0.00247803, -0.0026001, -0.00249023, -0.0026001, -0.00250244, -0.0026001, -0.00251465, -0.0026001, -0.00251465, -0.0026001, -0.00251465, -0.0026001, -0.00252686,
-0.00258789, -0.00252686, -0.00258789, -0.00251465, -0.00257568, -0.00251465, -0.00256348, -0.00251465, -0.00256348, -0.00251465, -0.00256348, -0.00251465, -0.00256348,
-0.00251465, -0.00256348, -0.00251465, -0.00256348, -0.00252686, -0.00256348, -0.00252686, -0.00255127, -0.00252686, -0.00255127, -0.00252686, -0.00255127, -0.00252686,
-0.00255127, -0.00252686, -0.00256348
))):>_;
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/misc/guitarix.dsp | faust |
* Copyright (C) 2009, 2010 Hermann Meyer, James Warden, Andreas Degert
* Copyright (C) 2011 Pete Shorthose
*
* This program is free software; you can redistribute it and/or modify
* it under the terms of the GNU General Public License as published by
* the Free Software Foundation; either version 2 of the License, or
* (at your option) any later version.
*
* This program is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* GNU General Public License for more details.
*
* You should have received a copy of the GNU General Public License
* along with this program; if not, write to the Free Software
* Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA.
*
* ----------------------------------------------------------------------------
* Adapted version from guitarixlite (v.0.28) using foreign functions
* to this self-contained Faust version (v.0.29)
* Adapted by GRAME - 2014
* ----------------------------------------------------------------------------
***************************************************************
** Tube Preamp Emulation with
* tubescreamer - tube stage 1 - 2 - tonestack - cabinet
// Dynamically choose between several 'tstack'
tstack = ba.selectmulti(ma.SR/100, (tjcm2000, tjtm45, tjcm800),
nentry("tstack [style:menu{'tjcm2000':0;'tjtm45':1;'tjcm800':2}]", 0, 0, 2, 1))
with {
tjcm2000 = jcm2000(t, m, l);
tjtm45 = jtm45(t, m, l);
tjcm800 = jcm800(t, m, l);
t = vslider("[2] Treble [style:knob]",0.5,0,1,0.01);
m = vslider("[3] Middle [style:knob]",0.5,0,1,0.01);
l = vslider("[4] Bass [style:knob]",0.5,0,1,0.01);
};
***************************************************************************************
* 1-dimensional function tables for nonlinear interpolation
***************************************************************************************
-- Interpolate value from table
-- Calculate non linear index
--Get interpolation factor
******** Faust Version of ts9nonlin.cc, generated by tools/ts9sim.py ***************
Characteristics of the wavetable
(real size = 100, set the actual size at 100-1 for interpolation to work at the last point)
**************************************************************************************
***************************************************************************************
* declare id "ts9sim";
* declare name "Tube Screamer";
* declare category "Distortion";
*
** based on a circuit diagram of the Ibanez TS-9 and
** a mathematical analysis published by Tamás Kenéz
***************************************************************************************
***************************************************************************************
* declare name "cabinet";
*
** based on a circuit diagram of the Ibanez TS-9 and
** a mathematical analysis published by Tamás Kenéz
*************************************************************************************** |
declare name "guitarix";
declare version "0.29";
declare author "Guitarix project (http://guitarix.sourceforge.net/)";
declare copyright "Guitarix project";
declare license "LGPL";
ba = library("basics.lib");
si = library("signals.lib");
import("tubes.lib");
import("tonestacks.lib");
process = preamp;
preamp = hgroup("Guitarix",
hgroup("[0]TubeScreamer",ts9sim) :
hgroup("[1]preamp: 12AX7", stage1 : stage2):
hgroup("[2]tonestack: jcm2000", tstack) :
hgroup("[3]Cabinet", cab))
with {
stage1 = T1_12AX7 : *(preamp) : fi.lowpass(1,6531.0) : T2_12AX7 : *(preamp)
with {
preamp = vslider("[0] Pregain [style:knob]",-6,-20,20,0.1) : ba.db2linear : si.smoo;
};
stage2 = fi.lowpass(1,6531.0) : T3_12AX7 : *(gain)
with {
gain = vslider("[1] Gain [style:knob]",-6,-20.0,20.0,0.1) : ba.db2linear : si.smoo;
};
tstack = jcm2000(t, m, l)
with {
t = vslider("[2] Treble [style:knob]",0.5,0,1,0.01);
m = vslider("[3] Middle [style:knob]",0.5,0,1,0.01);
l = vslider("[4] Bass [style:knob]",0.5,0,1,0.01);
};
};
nonlininterpolation(table, low, high, step, size, x) = ts9(low, step, size, table, x),inverse(x) : ccopysign;
ts9(low, step, size, table, x) = interpolation(table, getCoef(low, step, size, x),
nonlinindex(low, step, x) : boundIndex(size));
nonlinindex(low, step, x) = (abs(x)/(3.0 + abs(x)) - low) * step;
getCoef(low, step, size, x) = boundFactor(size, nonlinindex(low, step, x), nonlinindex(low, step, x) : boundIndex(size));
ts9comp = nonlininterpolation(ts9table, low, high, step, size)
with {
low = 0.0;
high = 0.970874;
step = 101.97;
ts9table = waveform{0.0,-0.0296990148227,-0.0599780676992,-0.0908231643281,-0.122163239629,
-0.15376009788,-0.184938007182,-0.214177260107,-0.239335434213,-0.259232575019,
-0.274433909887,-0.286183308354,-0.29553854444,-0.303222323477,-0.309706249977,
-0.315301338712,-0.320218440785,-0.324604982281,-0.328567120703,-0.332183356975,
-0.335513124719,-0.33860236542,-0.34148724693,-0.344196707008,-0.346754233717,
-0.34917913798,-0.351487480543,-0.35369275887,-0.355806424152,-0.357838275995,
-0.359796767655,-0.361689244919,-0.363522135105,-0.365301098113,-0.367031148289,
-0.368716753588,-0.370361916943,-0.371970243537,-0.373544996828,-0.375089145544,
-0.376605403346,-0.378096262548,-0.379564022938,-0.381010816596,-0.382438629377,
-0.383849319643,-0.385244634694,-0.386626225283,-0.387995658543,-0.389354429565,
-0.39070397188,-0.392045667012,-0.393380853288,-0.39471083403,-0.396036885269,
-0.397360263098,-0.398682210753,-0.400003965547,-0.401326765733,-0.402651857394,
-0.403980501471,-0.405313980999,-0.406653608692,-0.40800073496,-0.409356756504,
-0.410723125631,-0.412101360439,-0.413493056085,-0.414899897347,-0.416323672745,
-0.417766290556,-0.419229797097,-0.420716397759,-0.422228481377,-0.423768648654,
-0.425339745558,-0.426944902828,-0.428587583057,-0.430271637224,-0.432001373102,
-0.433781638746,-0.435617925286,-0.437516494692,-0.439484540257,-0.441530390423,
-0.443663770898,-0.445896146322,-0.448241172434,-0.450715304661,-0.453338632988,
-0.45613605235,-0.45913894467,-0.46238766699,-0.465935359011,-0.469854010456,
-0.474244617411,-0.479255257451,-0.48511588606,-0.492212726244,-0.501272723631
};
};
ts9sim = ts9nonlin : lowpassfilter : *(gain)
with {
R1 = 4700;
R2 = 51000 + 500000 * vslider("drive[name:Drive][style:knob]", 0.5, 0, 1, 0.01);
C = 0.047 * 1e-6;
a1 = (R1 + R2) * C * 2 * ma.SR;
a2 = R1 * C * 2 * ma.SR;
B0 = (1 + a1) / (1 + a2);
B1 = (1 - a1) / (1 + a2);
A1 = (1 - a2) / (1 + a2);
X2 = fi.tf1(B0, B1, A1);
ts9nonlin = _ <: _ ,(X2,_ : - : ts9comp) : - :> _;
fc = vslider("tone[log][name:Tone][style:knob]", 400, 100, 1000, 1.03);
lowpassfilter = fi.lowpass(1,fc);
gain = vslider("level[name:Level][style:knob]", -16, -20, 4, 0.1) : ba.db2linear : si.smoo;
};
wetdry = vslider("[5] amount[style:knob]", 100, 0, 100, 1) : /(100);
dry = 1 - wetdry;
cab = _<:(*(dry):_), (*(wetdry):fi.conv((0.000488281, -0.0020752, 0.000561523, -0.00231934, 0.000634766, -0.00247803, 0.000512695, -0.00247803, 0.000146484, -0.00219727, -0.000622559, -0.00145264, -0.00202637,
-2.44141e-05, -0.00438232, 0.00247803, -0.00822754, 0.00706787, -0.0159546, 0.0202148, -0.0471558, 0.0953003, -0.208582, 0.312427, 0.75, -0.26803,
0.399963, 0.200696, -0.146655, -0.29303, -0.222168, -0.113098, 0.0267334, 0.0312134, 0.164685, 0.0443481, 0.186621, 0.0540039, 0.123303,
0.0805054, 0.0739868, 0.0591797, 0.0661743, 0.0400391, 0.0429932, 0.0339844, 0.0320557, 0.02323, 0.0217285, 0.0182007, 0.0157227, 0.0130005,
0.0103882, 0.00942383, 0.00718994, 0.0067749, 0.00458984, 0.00455322, 0.00272217, 0.00294189, 0.00140381, 0.00170898, 0.000402832, 0.000720215, -0.000354004,
-2.44141e-05, -0.000915527, -0.000610352, -0.00134277, -0.0010498, -0.00166016, -0.0013916, -0.0019043, -0.00166016, -0.0020874, -0.00187988, -0.00224609, -0.00203857,
-0.00235596, -0.00217285, -0.0024292, -0.0022583, -0.00247803, -0.00233154, -0.00252686, -0.00238037, -0.00256348, -0.0024292, 0.75, -0.00246582, -0.0026001,
-0.00247803, -0.0026001, -0.00249023, -0.0026001, -0.00250244, -0.0026001, -0.00251465, -0.0026001, -0.00251465, -0.0026001, -0.00251465, -0.0026001, -0.00252686,
-0.00258789, -0.00252686, -0.00258789, -0.00251465, -0.00257568, -0.00251465, -0.00256348, -0.00251465, -0.00256348, -0.00251465, -0.00256348, -0.00251465, -0.00256348,
-0.00251465, -0.00256348, -0.00251465, -0.00256348, -0.00252686, -0.00256348, -0.00252686, -0.00255127, -0.00252686, -0.00255127, -0.00252686, -0.00255127, -0.00252686,
-0.00255127, -0.00252686, -0.00256348
))):>_;
|
721c87352ee26e4a760b839c95fa7f461cf85b7fcdf0367134d6320389f0b813 | grame-cncm/faustide | multibandFilter.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "multibandFilter";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2006";
//---------------------------Multi Band Filter-----------------------------
//
//-------------------------------------------------------------------------
process = hgroup("Multi Band Filter", seq(i, 10, vgroup("peak %i", component("bandFilter.dsp").bandfilter(1000*(1+i)))));
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/filtering/multibandFilter.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions
---------------------------Multi Band Filter-----------------------------
------------------------------------------------------------------------- |
declare name "multibandFilter";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c)GRAME 2006";
process = hgroup("Multi Band Filter", seq(i, 10, vgroup("peak %i", component("bandFilter.dsp").bandfilter(1000*(1+i)))));
|
a3370bc0dbbea1d818f6f3cfdcd01381613f9f397d13176e4389232bb43a05be | grame-cncm/faustide | peakNotch.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "peakNotch";
import("maxmsp.lib");
G = hslider("Gain [unit: lin]", 1, 0, 8, 0.01);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = peakNotch(x,F,G,Q);
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/filtering/peakNotch.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions |
declare name "peakNotch";
import("maxmsp.lib");
G = hslider("Gain [unit: lin]", 1, 0, 8, 0.01);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = peakNotch(x,F,G,Q);
|
1e67194aa46b4f01e0fa337b2a6ead97d80fdb7d94ef247abc5480e0ec2fcd21 | grame-cncm/faustide | layout2.dsp | // This layout loosely follows the MiniMoog-V
// Arturia-only features are labeled
// Original versions also added where different
// Need vrocker and hrocker toggle switches in Faust!
// Need orange and blue color choices
// Orange => Connect modulation sources to their destinations
// Blue => Turn audio sources On and Off
// - and later -
// White => Turn performance features On and Off
// Black => Select between modulation sources
// Julius Smith for Analog Devices 3/1/2017
vrocker(x) = checkbox("%%x [style:vrocker]");
hrocker(x) = checkbox("%%x [style:hrocker]");
vrockerblue(x) = checkbox("%x [style:vrocker] [color:blue]");
vrockerblue(x) = checkbox("%x [style:vrocker] [color:blue]");
// USAGE: vrockerorange("[0] ModulationEnable");
hrockerblue(x) = checkbox("%%x [style:hrocker] [color:blue]");
vrockerred(x) = checkbox("%%x [style:vrocker] [color:red]");
hrockerred(x) = checkbox("%%x [style:hrocker] [color:red]");
declare designer "Robert A. Moog";
mmg(x) = hgroup("",x); // Minimoog + Effects
synthg(x) = mmg(vgroup("[0] Minimoog",x));
fxg(x) = mmg(hgroup("[1] Effects",x));
mg(x) = synthg(hgroup("[0]",x));
cg(x) = mg(vgroup("[0] Controllers",x)); // Formerly named "Modules" but "Minimoog" group-title is enough
vg(x) = cg(hgroup("[0] Master Volume", x));
dg(x) = cg(hgroup("[1] Oscillator Tuning & Switching", x));
// Tune knob = master tune
dsg(x) = dg(vgroup("[1] Switches", x));
// Oscillator Modulation HrockerRed => apply Modulation Mix output to osc1&2 pitches
// [MOVED here from osc3 group] Osc 3 Control VrockerRed => use osc3 as LFO instead of osc3
gmmg(x) = cg(hgroup("[2] Glide and ModMix", x));
// Glide knob [0:10] = portamento speed
// Modulation Mix knob [0:10] (between Osc3 and Noise) = mix of noise and osc3 modulating osc1&2 pitch and/or VCF freq
og(x) = mg(vgroup("[1] Oscillator Bank", x));
osc1(x) = og(hgroup("[1] Oscillator 1", x));
// UNUSED Control switch (for alignment) - Could put Oscillator Modulation switch there
// Range rotary switch: LO (slow pulses or rhythm), 32', 16', 8', 4', 2'
// Frequency <something> switch: LED to right
// Waveform rotary switch: tri, impulse/bent-triangle, saw, pulseWide, pulseMed, pulseNarrow
osc2(x) = og(hgroup("[2] Oscillator 2", x));
// UNUSED (originall) or Osc 2 Control VrockerRed
// Range rotary switch: LO, 32', 16', 8', 4', 2'
// Detuning knob: -7 to 7 [NO SWITCH]
// Waveform rotary switch: tri, impulse(?), saw, pulseWide, pulseMed, pulseNarrow
osc3(x) = og(hgroup("[3] Oscillator 3", x));
// Osc 3 Control VrockerRed => use osc3 as LFO instead of osc3
// Range rotary switch: LO, 32', 16', 8', 4', 2'
// Detuning knob: -7 to 7 [NO SWITCH]
// Waveform rotary switch: tri, impulse(?), saw, pulseWide, pulseMed, pulseNarrow
mixg(x) = mg(vgroup("[2] Mixer", x));
// Each row 5 slots to maintain alignment and include red rockers joining VCF area:
mr1(x) = mixg(hgroup("[0] Osc1", x)); // mixer row 1 =
// Osc1 Volume and Osc1 HrockerBlue & _ & _ & Filter Modulation HrockerRed
// Filter Modulation => Modulation Mix output to VCF freq
mr2(x) = mixg(hgroup("[1] Ext In, KeyCtl", x)); // row 2 = Ext In HrockerBlue and Vol and Overload LED and Keyboard Ctl HrockerRed 1
mr3(x) = mixg(hgroup("[2] Osc2", x)); // = Osc2 Volume and Osc2 HrockerBlue and Keyboard Ctl HrockerRed 2
// Keyboard Control Modulation 1&2 => 0, 1/3, 2/3, all of Keyboard Control Signal ("gate?") applied to VCF freq
mr4(x) = mixg(hgroup("[3] Noise", x)); // = Noise HrockerBlue and Volume and Noise Type VrockerBlue
mr4cbg(x) = mr4(vgroup("[1]", x)); // = Noise Off and White/Pink selection
// two rockers
mr5(x) = mixg(hgroup("[4] Osc3", x)); // Osc3 Volume and Osc3 HrockerBlue
modg(x) = mg(vgroup("[3] Modifiers", x));
vcfg(x) = modg(vgroup("[0] Filter", x));
vcf1(x) = vcfg(hgroup("[0] [tooltip:freq, Q, ContourScale]", x));
vcf1cbg(x) = vcf1(vgroup("[0] [tooltip:two checkboxes]", x));
// Filter Modulation switch
// VCF Off switch
// Corner Frequency knob
// Filter Emphasis knob
// Amount of Contour knob
vcf2(x) = vcfg(hgroup("[1] Filter Contour [tooltip:AttFilt, DecFilt, Sustain Level for Filter Contour]", x));
// Attack Time knob
// Decay Time knob
// Sustain Level knob
ng(x) = modg(hgroup("[1] Loudness Contour", x));
// Attack Time knob
// Decay Time knob
// Sustain Level knob
echog(x) = fxg(hgroup("[4] Echo",x));
ekg(x) = echog(vgroup("[0] Knobs",x));
esg(x) = echog(vgroup("[1] Switches",x));
flg(x) = fxg(hgroup("[5] Flanger",x));
flkg(x) = flg(vgroup("[0] Knobs",x));
flsg(x) = flg(vgroup("[1] Switches",x));
chg(x) = fxg(hgroup("[6] Chorus",x));
ckg(x) = chg(vgroup("[0] Knobs",x));
csg(x) = chg(vgroup("[1] Switches",x));
rg(x) = fxg(hgroup("[7] Reverb",x));
rkg(x) = rg(vgroup("[0] Knobs",x));
rsg(x) = rg(vgroup("[1] Switches",x));
outg(x) = fxg(vgroup("[8] Output", x));
volg(x) = outg(hgroup("[0] Volume Main Output", x));
// Volume knob [0-10]
// Unison switch (Arturia) or Output connect/disconnect switch (original)
// When set, all voices are stacked and instrument is in mono mode
tunerg(x) = outg(hgroup("[1] A-440 Switch", x));
vdtpolyg(x) = outg(hgroup("[2] Voice Detune / Poly", x));
// Voice Detune knob [0-10] (Arturia) or
// Polyphonic switch [red LED below] (Arturia)
// When set, instrument is in polyphonic mode with one oscillator per key
clipg(x) = fxg(vgroup("[9] Soft Clip", x));
// Soft Clipping switch [red LED above]
kg(x) = synthg(hgroup("[1] Keyboard Group", x)); // Keyboard was 3 1/2 octaves
ws(x) = kg(vgroup("[0] Wheels and Switches", x));
s1g(x) = ws(hgroup("[0] Jacks and Rockers", x));
jg(x) = s1g(vgroup("[0] MiniJacks",x));
gdlg(x) = s1g(vgroup("[1] Glide/Decay/Legato Enables",x)); // Arturia
// Glide Hrocker (see original Button version below)
// Decay Hrocker (see original Button version below) => Sets Release (R) of ADSR to either 0 or Decay (R)
// Legato Hrocker (not in original)
s2g(x) = ws(hgroup("[1] [tooltip:Wheels+]", x));
bg(x) = s2g(vgroup("[0] [tooltip:Bend Enable and Range]", x));
wg(x) = s2g(hgroup("[1] [tooltip:Bend and Mod Wheels]", x));
// Using Glide/Decay/Legato enables above following Arturia:
// dg(x) = s2g(hgroup("[2] Glide and Decay momentary pushbuttons", x));
// Glide Button injects portamento as set by Glide knob
// Decay Button uses decay of Loudness Contour (else 0)
keys(x) = kg(hgroup("[1] [tooltip:Keys]", x));
gg(x) = keys(hgroup("[0] [tooltip: Gates]",x));
// leave slot 1 open for sustain (below)
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/SAM/flanger/layout2.dsp | faust | This layout loosely follows the MiniMoog-V
Arturia-only features are labeled
Original versions also added where different
Need vrocker and hrocker toggle switches in Faust!
Need orange and blue color choices
Orange => Connect modulation sources to their destinations
Blue => Turn audio sources On and Off
- and later -
White => Turn performance features On and Off
Black => Select between modulation sources
Julius Smith for Analog Devices 3/1/2017
USAGE: vrockerorange("[0] ModulationEnable");
Minimoog + Effects
Formerly named "Modules" but "Minimoog" group-title is enough
Tune knob = master tune
Oscillator Modulation HrockerRed => apply Modulation Mix output to osc1&2 pitches
[MOVED here from osc3 group] Osc 3 Control VrockerRed => use osc3 as LFO instead of osc3
Glide knob [0:10] = portamento speed
Modulation Mix knob [0:10] (between Osc3 and Noise) = mix of noise and osc3 modulating osc1&2 pitch and/or VCF freq
UNUSED Control switch (for alignment) - Could put Oscillator Modulation switch there
Range rotary switch: LO (slow pulses or rhythm), 32', 16', 8', 4', 2'
Frequency <something> switch: LED to right
Waveform rotary switch: tri, impulse/bent-triangle, saw, pulseWide, pulseMed, pulseNarrow
UNUSED (originall) or Osc 2 Control VrockerRed
Range rotary switch: LO, 32', 16', 8', 4', 2'
Detuning knob: -7 to 7 [NO SWITCH]
Waveform rotary switch: tri, impulse(?), saw, pulseWide, pulseMed, pulseNarrow
Osc 3 Control VrockerRed => use osc3 as LFO instead of osc3
Range rotary switch: LO, 32', 16', 8', 4', 2'
Detuning knob: -7 to 7 [NO SWITCH]
Waveform rotary switch: tri, impulse(?), saw, pulseWide, pulseMed, pulseNarrow
Each row 5 slots to maintain alignment and include red rockers joining VCF area:
mixer row 1 =
Osc1 Volume and Osc1 HrockerBlue & _ & _ & Filter Modulation HrockerRed
Filter Modulation => Modulation Mix output to VCF freq
row 2 = Ext In HrockerBlue and Vol and Overload LED and Keyboard Ctl HrockerRed 1
= Osc2 Volume and Osc2 HrockerBlue and Keyboard Ctl HrockerRed 2
Keyboard Control Modulation 1&2 => 0, 1/3, 2/3, all of Keyboard Control Signal ("gate?") applied to VCF freq
= Noise HrockerBlue and Volume and Noise Type VrockerBlue
= Noise Off and White/Pink selection
two rockers
Osc3 Volume and Osc3 HrockerBlue
Filter Modulation switch
VCF Off switch
Corner Frequency knob
Filter Emphasis knob
Amount of Contour knob
Attack Time knob
Decay Time knob
Sustain Level knob
Attack Time knob
Decay Time knob
Sustain Level knob
Volume knob [0-10]
Unison switch (Arturia) or Output connect/disconnect switch (original)
When set, all voices are stacked and instrument is in mono mode
Voice Detune knob [0-10] (Arturia) or
Polyphonic switch [red LED below] (Arturia)
When set, instrument is in polyphonic mode with one oscillator per key
Soft Clipping switch [red LED above]
Keyboard was 3 1/2 octaves
Arturia
Glide Hrocker (see original Button version below)
Decay Hrocker (see original Button version below) => Sets Release (R) of ADSR to either 0 or Decay (R)
Legato Hrocker (not in original)
Using Glide/Decay/Legato enables above following Arturia:
dg(x) = s2g(hgroup("[2] Glide and Decay momentary pushbuttons", x));
Glide Button injects portamento as set by Glide knob
Decay Button uses decay of Loudness Contour (else 0)
leave slot 1 open for sustain (below) |
vrocker(x) = checkbox("%%x [style:vrocker]");
hrocker(x) = checkbox("%%x [style:hrocker]");
vrockerblue(x) = checkbox("%x [style:vrocker] [color:blue]");
vrockerblue(x) = checkbox("%x [style:vrocker] [color:blue]");
hrockerblue(x) = checkbox("%%x [style:hrocker] [color:blue]");
vrockerred(x) = checkbox("%%x [style:vrocker] [color:red]");
hrockerred(x) = checkbox("%%x [style:hrocker] [color:red]");
declare designer "Robert A. Moog";
synthg(x) = mmg(vgroup("[0] Minimoog",x));
fxg(x) = mmg(hgroup("[1] Effects",x));
mg(x) = synthg(hgroup("[0]",x));
vg(x) = cg(hgroup("[0] Master Volume", x));
dg(x) = cg(hgroup("[1] Oscillator Tuning & Switching", x));
dsg(x) = dg(vgroup("[1] Switches", x));
gmmg(x) = cg(hgroup("[2] Glide and ModMix", x));
og(x) = mg(vgroup("[1] Oscillator Bank", x));
osc1(x) = og(hgroup("[1] Oscillator 1", x));
osc2(x) = og(hgroup("[2] Oscillator 2", x));
osc3(x) = og(hgroup("[3] Oscillator 3", x));
mixg(x) = mg(vgroup("[2] Mixer", x));
modg(x) = mg(vgroup("[3] Modifiers", x));
vcfg(x) = modg(vgroup("[0] Filter", x));
vcf1(x) = vcfg(hgroup("[0] [tooltip:freq, Q, ContourScale]", x));
vcf1cbg(x) = vcf1(vgroup("[0] [tooltip:two checkboxes]", x));
vcf2(x) = vcfg(hgroup("[1] Filter Contour [tooltip:AttFilt, DecFilt, Sustain Level for Filter Contour]", x));
ng(x) = modg(hgroup("[1] Loudness Contour", x));
echog(x) = fxg(hgroup("[4] Echo",x));
ekg(x) = echog(vgroup("[0] Knobs",x));
esg(x) = echog(vgroup("[1] Switches",x));
flg(x) = fxg(hgroup("[5] Flanger",x));
flkg(x) = flg(vgroup("[0] Knobs",x));
flsg(x) = flg(vgroup("[1] Switches",x));
chg(x) = fxg(hgroup("[6] Chorus",x));
ckg(x) = chg(vgroup("[0] Knobs",x));
csg(x) = chg(vgroup("[1] Switches",x));
rg(x) = fxg(hgroup("[7] Reverb",x));
rkg(x) = rg(vgroup("[0] Knobs",x));
rsg(x) = rg(vgroup("[1] Switches",x));
outg(x) = fxg(vgroup("[8] Output", x));
volg(x) = outg(hgroup("[0] Volume Main Output", x));
tunerg(x) = outg(hgroup("[1] A-440 Switch", x));
vdtpolyg(x) = outg(hgroup("[2] Voice Detune / Poly", x));
clipg(x) = fxg(vgroup("[9] Soft Clip", x));
ws(x) = kg(vgroup("[0] Wheels and Switches", x));
s1g(x) = ws(hgroup("[0] Jacks and Rockers", x));
jg(x) = s1g(vgroup("[0] MiniJacks",x));
s2g(x) = ws(hgroup("[1] [tooltip:Wheels+]", x));
bg(x) = s2g(vgroup("[0] [tooltip:Bend Enable and Range]", x));
wg(x) = s2g(hgroup("[1] [tooltip:Bend and Mod Wheels]", x));
keys(x) = kg(hgroup("[1] [tooltip:Keys]", x));
gg(x) = keys(hgroup("[0] [tooltip: Gates]",x));
|
b3cab7d7450b871a04684b447f793dad95e7aa9f89f4f230ad24b191bec98b54 | grame-cncm/faustide | repeater.dsp | // REPEATER:
// Freeze and repeat a small part of input signal 'n' time'
//
///////////////////////////////////////////////////////////////////////////////////////////////////
//
// ANALOG IN:
// ANALOG 0 : Duration (ms) between 2 repeat series (500 to 2000 ms)
// ANALOG 1 : Duration of one repeat (2 to 200 ms)
// ANALOG 2 : Number of repeat
//
///////////////////////////////////////////////////////////////////////////////////////////////////
import("all.lib");
process = _, _ , (pathClock : compteurUpReset2(nbRepet): rampePlayer, _) : routageIO : rec_play_table , rec_play_table;
///////////////////////////////////////////////////////////////////////////////////////////////////
// General loop duration
MasterTaille =hslider("MasterTaille[BELA: ANALOG_0]", 500, 200, 2000,0.01);
MasterClocSize = int(MasterTaille*ma.SR/ 1000);
// Depth of repeat fragments
taille = hslider("taille[BELA: ANALOG_1]", 50, 2, 200,0.01);
clocSize = int(taille*ma.SR/ 1000);
// Number of repeat fragments
nbRepet = int (hslider("nbRepet[BELA: ANALOG_2]",4,1,16,1) );
trig = _<:_,mem: >;
routageIO (a, b, c, d) = a, c, d, b, c, d;
rec_play_table(input, inReadIndex, reset) = (rwtable(wf , rindex):fi.dcblockerat(20))
with {
SR = 44100;
buffer_sec = 2;
size = int(SR * buffer_sec);
init = 0.;
windex = (%(_,size))~(+(1):*(1-reset));
rindex = (%( int(inReadIndex),size));
wf = size, init, int(windex), input;
};
MasterClock = (%(_,MasterClocSize))~(+(1)) : detect
with {
detect(x) = select2 (x < 100, 0, 1);
};
SlaveClock(reset) = (%(_,clocSize))~(+(1):*(1-reset));
detect1(x) = select2 (x < clocSize/2, 0, 1);
pathClock = MasterClock <: trig, _ : SlaveClock, _ : detect1, _;
compteurUpReset2(nb, in, reset) = ((in:trig), reset : (routage : memo2)~_), reset
with {
memo2(a, b) = (ba.if(b>0.5, 0, _) )~(+(a));
compare(value) = ba.if(value>nb, 1, 0); // :trig;
routage(d,e,f) = e, (f, compare(d) : RSLatch <: +(f));
};
RSLatch(R, S) = latch(S,R)
with {
trig = _<:_,mem: >;
latch(S,R) = _~(ba.if(R>0.5, 0, _) : ba.if(S>0.5,1,_));
};
rampePlayer(reset) = rampe
with {
rst = reset : trig;
rampe = _~(+(1):*(1-rst));
toZero = _ : ba.if(reset<0.5,0,_);
};
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/bela/repeater.dsp | faust | REPEATER:
Freeze and repeat a small part of input signal 'n' time'
/////////////////////////////////////////////////////////////////////////////////////////////////
ANALOG IN:
ANALOG 0 : Duration (ms) between 2 repeat series (500 to 2000 ms)
ANALOG 1 : Duration of one repeat (2 to 200 ms)
ANALOG 2 : Number of repeat
/////////////////////////////////////////////////////////////////////////////////////////////////
/////////////////////////////////////////////////////////////////////////////////////////////////
General loop duration
Depth of repeat fragments
Number of repeat fragments
:trig; |
import("all.lib");
process = _, _ , (pathClock : compteurUpReset2(nbRepet): rampePlayer, _) : routageIO : rec_play_table , rec_play_table;
MasterTaille =hslider("MasterTaille[BELA: ANALOG_0]", 500, 200, 2000,0.01);
MasterClocSize = int(MasterTaille*ma.SR/ 1000);
taille = hslider("taille[BELA: ANALOG_1]", 50, 2, 200,0.01);
clocSize = int(taille*ma.SR/ 1000);
nbRepet = int (hslider("nbRepet[BELA: ANALOG_2]",4,1,16,1) );
trig = _<:_,mem: >;
routageIO (a, b, c, d) = a, c, d, b, c, d;
rec_play_table(input, inReadIndex, reset) = (rwtable(wf , rindex):fi.dcblockerat(20))
with {
SR = 44100;
buffer_sec = 2;
size = int(SR * buffer_sec);
init = 0.;
windex = (%(_,size))~(+(1):*(1-reset));
rindex = (%( int(inReadIndex),size));
wf = size, init, int(windex), input;
};
MasterClock = (%(_,MasterClocSize))~(+(1)) : detect
with {
detect(x) = select2 (x < 100, 0, 1);
};
SlaveClock(reset) = (%(_,clocSize))~(+(1):*(1-reset));
detect1(x) = select2 (x < clocSize/2, 0, 1);
pathClock = MasterClock <: trig, _ : SlaveClock, _ : detect1, _;
compteurUpReset2(nb, in, reset) = ((in:trig), reset : (routage : memo2)~_), reset
with {
memo2(a, b) = (ba.if(b>0.5, 0, _) )~(+(a));
routage(d,e,f) = e, (f, compare(d) : RSLatch <: +(f));
};
RSLatch(R, S) = latch(S,R)
with {
trig = _<:_,mem: >;
latch(S,R) = _~(ba.if(R>0.5, 0, _) : ba.if(S>0.5,1,_));
};
rampePlayer(reset) = rampe
with {
rst = reset : trig;
rampe = _~(+(1):*(1-rst));
toZero = _ : ba.if(reset<0.5,0,_);
};
|
f8126d85603f194cf0c1e135d48a531952b598a3f5c0884dd4c1128153305eb4 | grame-cncm/faustide | lowShelf.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "lowShelf";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = lowShelf(x,F,G,Q);
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/filtering/lowShelf.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions |
declare name "lowShelf";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = lowShelf(x,F,G,Q);
|
2b544391f593bd58ba05a22c532d7c48844459102eed8e071fc03f7b81131d0e | grame-cncm/faustide | highShelf.dsp | // WARNING: This a "legacy example based on a deprecated library". Check filters.lib
// for more accurate examples of filter functions
declare name "highShelf";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = highShelf(x,F,G,Q);
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/docs/examples/filtering/highShelf.dsp | faust | WARNING: This a "legacy example based on a deprecated library". Check filters.lib
for more accurate examples of filter functions |
declare name "highShelf";
import("maxmsp.lib");
G = hslider("Gain [unit:dB]", 0, -10, 10, 0.1);
F = hslider("Freq", 1000, 100, 10000, 1);
Q = hslider("Q", 1, 0.01, 100, 0.01);
process(x) = highShelf(x,F,G,Q);
|
12168b1723c89fc431349f566aa2ca6fdf6abb7e738d7f8a47e9b158dde8a229 | grame-cncm/faustide | FMSynth2.dsp | import("all.lib");
///////////////////////////////////////////////////////////////////////////////////////////////////
//
// Simple FM synthesizer.
// 2 oscillators and FM feedback on modulant oscillator
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// MIDI IMPLEMENTATION:
//
// CC 1 : FM feedback on modulant oscillator.
// CC 14 : Modulator frequency ratio.
//
// CC 73 : Attack
// CC 76 : Decay
// CC 77 : Sustain
// CC 72 : Release
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// GENERAL, Keyboard
midigate = button("gate");
midifreq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
midigain = nentry("gain", 1, 0, 1, 0.01);
// modwheel:
feedb = (gFreq-1) * (hslider("feedb[midi:ctrl 1]", 0, 0, 1, 0.001) : si.smoo);
modFreqRatio = hslider("ratio[midi:ctrl 14]",2,0,20,0.01) : si.smoo;
// pitchwheel
bend = ba.semi2ratio(hslider("bend [midi:pitchwheel]",0,-2,2,0.01));
gFreq = midifreq * bend;
//=================================== Parameters Mapping =================================
//========================================================================================
// Same for volum & modulation:
volA = hslider("A[midi:ctrl 73]",0.01,0.01,4,0.01);
volD = hslider("D[midi:ctrl 76]",0.6,0.01,8,0.01);
volS = hslider("S[midi:ctrl 77]",0.2,0,1,0.01);
volR = hslider("R[midi:ctrl 72]",0.8,0.01,8,0.01);
envelop = en.adsre(volA,volD,volS,volR,midigate);
// modulator frequency
modFreq = gFreq*modFreqRatio;
// modulation index
FMdepth = envelop * 1000 * midigain;
// Out amplitude
vol = envelop;
//============================================ DSP =======================================
//========================================================================================
FMfeedback(frq) = (+(_,frq):os.osci ) ~ (* (feedb));
FMall(f) = os.osci(f+(FMdepth*FMfeedback(f*modFreqRatio)));
process = FMall(gFreq) * vol;
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/bela/FMSynth2.dsp | faust | /////////////////////////////////////////////////////////////////////////////////////////////////
Simple FM synthesizer.
2 oscillators and FM feedback on modulant oscillator
/////////////////////////////////////////////////////////////////////////////////////////////////
MIDI IMPLEMENTATION:
CC 1 : FM feedback on modulant oscillator.
CC 14 : Modulator frequency ratio.
CC 73 : Attack
CC 76 : Decay
CC 77 : Sustain
CC 72 : Release
/////////////////////////////////////////////////////////////////////////////////////////////////
GENERAL, Keyboard
modwheel:
pitchwheel
=================================== Parameters Mapping =================================
========================================================================================
Same for volum & modulation:
modulator frequency
modulation index
Out amplitude
============================================ DSP =======================================
======================================================================================== | import("all.lib");
midigate = button("gate");
midifreq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
midigain = nentry("gain", 1, 0, 1, 0.01);
feedb = (gFreq-1) * (hslider("feedb[midi:ctrl 1]", 0, 0, 1, 0.001) : si.smoo);
modFreqRatio = hslider("ratio[midi:ctrl 14]",2,0,20,0.01) : si.smoo;
bend = ba.semi2ratio(hslider("bend [midi:pitchwheel]",0,-2,2,0.01));
gFreq = midifreq * bend;
volA = hslider("A[midi:ctrl 73]",0.01,0.01,4,0.01);
volD = hslider("D[midi:ctrl 76]",0.6,0.01,8,0.01);
volS = hslider("S[midi:ctrl 77]",0.2,0,1,0.01);
volR = hslider("R[midi:ctrl 72]",0.8,0.01,8,0.01);
envelop = en.adsre(volA,volD,volS,volR,midigate);
modFreq = gFreq*modFreqRatio;
FMdepth = envelop * 1000 * midigain;
vol = envelop;
FMfeedback(frq) = (+(_,frq):os.osci ) ~ (* (feedb));
FMall(f) = os.osci(f+(FMdepth*FMfeedback(f*modFreqRatio)));
process = FMall(gFreq) * vol;
|
a63157790b094c73f9dfab4994e9373ee6fb363f175184913675b84dcc0ac261 | grame-cncm/faustide | FMSynth2_FX_Analog.dsp | import("all.lib");
///////////////////////////////////////////////////////////////////////////////////////////////////
//
// Simple FM synthesizer.
// 2 oscillators and FM feedback on modulant oscillator
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// ANALOG IMPLEMENTATION:
//
// ANALOG_0 : Modulator frequency ratio
// ANALOG_1 : Attack
// ANALOG_2 : Decay/Release
// ANALOG_3 : Sustain
//
// MIDI:
// CC 1 : FM feedback on modulant oscillator.
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// GENERAL, Keyboard
midigate = button("gate");
midifreq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
midigain = nentry("gain", 1, 0, 1, 0.01);
// modwheel:
feedb = (gFreq-1) * (hslider("feedb[midi:ctrl 1]", 0, 0, 1, 0.001) : si.smoo);
modFreqRatio = hslider("ratio[BELA: ANALOG_0]",2,0,20,0.01) : si.smoo;
// pitchwheel
bend = ba.semi2ratio(hslider("bend [midi:pitchwheel]",0,-2,2,0.01));
gFreq = midifreq * bend;
//=================================== Parameters Mapping =================================
//========================================================================================
// Same for volume & modulation:
volA = hslider("A[BELA: ANALOG_1]",0.01,0.01,4,0.01);
volDR = hslider("DR[BELA: ANALOG_2]",0.6,0.01,8,0.01);
volS = hslider("S[BELA: ANALOG_3]",0.2,0,1,0.01);
envelop = en.adsre(volA,volDR,volS,volDR,midigate);
// modulator frequency
modFreq = gFreq * modFreqRatio;
// modulation index
FMdepth = envelop * 1000 * midigain;
// Out amplitude
vol = envelop;
//============================================ DSP =======================================
//========================================================================================
FMfeedback(frq) = (+(_,frq):os.osci) ~ (* (feedb));
FMall(f) = os.osci(f+ (FMdepth*FMfeedback(f*modFreqRatio)));
//#################################################################################################//
//##################################### EFFECT SECTION ############################################//
//#################################################################################################//
//
// Simple FX chaine build for a mono synthesizer.
// It controle general volume and pan.
// FX Chaine is:
// Drive
// Flanger
// Reverberation
//
// This version use ANALOG IN to controle some of the parameters.
// Other parameters continue to be available by MIDI or OSC.
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// ANALOG IMPLEMENTATION:
//
// ANALOG_4 : Distortion Drive
// ANALOG_5 : Flanger Dry/Wet
// ANALOG_6 : Reverberation Dry/Wet
// ANALOG_7 : Reverberation Room size
//
// MIDI:
// CC 7 : Volume
// CC 10 : Pan
//
// CC 13 : Flanger Delay
// CC 13 : Flanger Delay
// CC 94 : Flanger Feedback
//
// CC 95 : Reverberation Damp
// CC 90 : Reverberation Stereo Width
//
///////////////////////////////////////////////////////////////////////////////////////////////////
// VOLUME:
volFX = hslider("volume[midi:ctrl 7]",1,0,1,0.001); // Should be 7 according to MIDI CC norm.
// EFFECTS /////////////////////////////////////////////
drive = hslider("drive[BELA: ANALOG_4]",0.3,0,1,0.001);
// Flanger
curdel = hslider("flangDel[midi:ctrl 13]",4,0.001,10,0.001);
fb = hslider("flangFeedback[midi:ctrl 94]",0.7,0,1,0.001);
fldw = hslider("dryWetFlang[BELA: ANALOG_5]",0.5,0,1,0.001);
flanger = efx
with {
fldel = (curdel + (os.lf_triangle(1) * 2) ) : min(10);
efx = _ <: _, pf.flanger_mono(10,fldel,1,fb,0) : dry_wet(fldw);
};
// Pannoramique:
panno = _ : sp.panner(hslider("pan[midi:ctrl 10]",0.5,0,1,0.001)) : _,_;
// REVERB (from freeverb_demo)
reverb = _,_ <: (*(g)*fixedgain,*(g)*fixedgain :
re.stereo_freeverb(combfeed, allpassfeed, damping, spatSpread)),
*(1-g), *(1-g) :> _,_
with {
scaleroom = 0.28;
offsetroom = 0.7;
allpassfeed = 0.5;
scaledamp = 0.4;
fixedgain = 0.1;
origSR = 44100;
damping = vslider("Damp[midi:ctrl 95]",0.5, 0, 1, 0.025)*scaledamp*origSR/ma.SR;
combfeed = vslider("RoomSize[BELA: ANALOG_7]", 0.7, 0, 1, 0.025)*scaleroom*origSR/ma.SR + offsetroom;
spatSpread = vslider("Stereo[midi:ctrl 90]",0.6,0,1,0.01)*46*ma.SR/origSR;
g = vslider("dryWetReverb[BELA: ANALOG_6]", 0.4, 0, 1, 0.001);
// (g = Dry/Wet)
};
// Dry-Wet (from C. LEBRETON)
dry_wet(dw,x,y) = wet*y + dry*x
with {
wet = 0.5*(dw+1.0);
dry = 1.0-wet;
};
// ALL
effect = _ *(volFX) : ef.cubicnl_nodc(drive, 0.1) : flanger : panno : reverb;
process = FMall(gFreq) * vol;
| https://raw.githubusercontent.com/grame-cncm/faustide/2e68ca26fd487a1dbf7b27b5eb92f3c14b4eae41/src/static/examples/bela/FMSynth2_FX_Analog.dsp | faust | /////////////////////////////////////////////////////////////////////////////////////////////////
Simple FM synthesizer.
2 oscillators and FM feedback on modulant oscillator
/////////////////////////////////////////////////////////////////////////////////////////////////
ANALOG IMPLEMENTATION:
ANALOG_0 : Modulator frequency ratio
ANALOG_1 : Attack
ANALOG_2 : Decay/Release
ANALOG_3 : Sustain
MIDI:
CC 1 : FM feedback on modulant oscillator.
/////////////////////////////////////////////////////////////////////////////////////////////////
GENERAL, Keyboard
modwheel:
pitchwheel
=================================== Parameters Mapping =================================
========================================================================================
Same for volume & modulation:
modulator frequency
modulation index
Out amplitude
============================================ DSP =======================================
========================================================================================
#################################################################################################//
##################################### EFFECT SECTION ############################################//
#################################################################################################//
Simple FX chaine build for a mono synthesizer.
It controle general volume and pan.
FX Chaine is:
Drive
Flanger
Reverberation
This version use ANALOG IN to controle some of the parameters.
Other parameters continue to be available by MIDI or OSC.
/////////////////////////////////////////////////////////////////////////////////////////////////
ANALOG IMPLEMENTATION:
ANALOG_4 : Distortion Drive
ANALOG_5 : Flanger Dry/Wet
ANALOG_6 : Reverberation Dry/Wet
ANALOG_7 : Reverberation Room size
MIDI:
CC 7 : Volume
CC 10 : Pan
CC 13 : Flanger Delay
CC 13 : Flanger Delay
CC 94 : Flanger Feedback
CC 95 : Reverberation Damp
CC 90 : Reverberation Stereo Width
/////////////////////////////////////////////////////////////////////////////////////////////////
VOLUME:
Should be 7 according to MIDI CC norm.
EFFECTS /////////////////////////////////////////////
Flanger
Pannoramique:
REVERB (from freeverb_demo)
(g = Dry/Wet)
Dry-Wet (from C. LEBRETON)
ALL | import("all.lib");
midigate = button("gate");
midifreq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
midigain = nentry("gain", 1, 0, 1, 0.01);
feedb = (gFreq-1) * (hslider("feedb[midi:ctrl 1]", 0, 0, 1, 0.001) : si.smoo);
modFreqRatio = hslider("ratio[BELA: ANALOG_0]",2,0,20,0.01) : si.smoo;
bend = ba.semi2ratio(hslider("bend [midi:pitchwheel]",0,-2,2,0.01));
gFreq = midifreq * bend;
volA = hslider("A[BELA: ANALOG_1]",0.01,0.01,4,0.01);
volDR = hslider("DR[BELA: ANALOG_2]",0.6,0.01,8,0.01);
volS = hslider("S[BELA: ANALOG_3]",0.2,0,1,0.01);
envelop = en.adsre(volA,volDR,volS,volDR,midigate);
modFreq = gFreq * modFreqRatio;
FMdepth = envelop * 1000 * midigain;
vol = envelop;
FMfeedback(frq) = (+(_,frq):os.osci) ~ (* (feedb));
FMall(f) = os.osci(f+ (FMdepth*FMfeedback(f*modFreqRatio)));
drive = hslider("drive[BELA: ANALOG_4]",0.3,0,1,0.001);
curdel = hslider("flangDel[midi:ctrl 13]",4,0.001,10,0.001);
fb = hslider("flangFeedback[midi:ctrl 94]",0.7,0,1,0.001);
fldw = hslider("dryWetFlang[BELA: ANALOG_5]",0.5,0,1,0.001);
flanger = efx
with {
fldel = (curdel + (os.lf_triangle(1) * 2) ) : min(10);
efx = _ <: _, pf.flanger_mono(10,fldel,1,fb,0) : dry_wet(fldw);
};
panno = _ : sp.panner(hslider("pan[midi:ctrl 10]",0.5,0,1,0.001)) : _,_;
reverb = _,_ <: (*(g)*fixedgain,*(g)*fixedgain :
re.stereo_freeverb(combfeed, allpassfeed, damping, spatSpread)),
*(1-g), *(1-g) :> _,_
with {
scaleroom = 0.28;
offsetroom = 0.7;
allpassfeed = 0.5;
scaledamp = 0.4;
fixedgain = 0.1;
origSR = 44100;
damping = vslider("Damp[midi:ctrl 95]",0.5, 0, 1, 0.025)*scaledamp*origSR/ma.SR;
combfeed = vslider("RoomSize[BELA: ANALOG_7]", 0.7, 0, 1, 0.025)*scaleroom*origSR/ma.SR + offsetroom;
spatSpread = vslider("Stereo[midi:ctrl 90]",0.6,0,1,0.01)*46*ma.SR/origSR;
g = vslider("dryWetReverb[BELA: ANALOG_6]", 0.4, 0, 1, 0.001);
};
dry_wet(dw,x,y) = wet*y + dry*x
with {
wet = 0.5*(dw+1.0);
dry = 1.0-wet;
};
effect = _ *(volFX) : ef.cubicnl_nodc(drive, 0.1) : flanger : panno : reverb;
process = FMall(gFreq) * vol;
|
947a7f1bb9058e613cb6a33895c4db10aed67bf83d0cad75590ba24e8f8021bb | Jikstra/faust-plugins | sawtoothsynth.dsp | import("music.lib");
import("oscillator.lib");
gate = button("gate");
gain = hslider("gain[unit:dB][style:knob]", -10, -30, +10, 0.1) : db2linear : smooth(0.999);
freq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
prevfreq = nentry("prevfreq[unit:Hz]", 440, 20, 20000, 1);
portamento = vslider("[5] Portamento [unit:sec] [style:knob] [tooltip: Portamento (frequency-glide)time-constant in seconds]", 0.1,0.01,0.3,0.001);
pitchbend = vslider("pitchbend", 0, -1, 1, 0.01);
start_time = latch(freq == freq, time);
dt = time - start_time;
expo(tau) = exp(0-dt/(tau*SR));
mix(tau, f, pf) = f*(1 - expo(tau)) + pf*expo(tau);
bended_freq = freq + pitchbend * 20;
sfreq = mix(portamento, bended_freq, prevfreq) : min(20000) : max(20);
x = sawtooth(sfreq : smooth(0.999));
process = x * gain * (gate);
| https://raw.githubusercontent.com/Jikstra/faust-plugins/2e91fe48d82e9ea7b74e8ac083dd6d40fb4ca645/sawtoothsynth.dsp | faust | import("music.lib");
import("oscillator.lib");
gate = button("gate");
gain = hslider("gain[unit:dB][style:knob]", -10, -30, +10, 0.1) : db2linear : smooth(0.999);
freq = nentry("freq[unit:Hz]", 440, 20, 20000, 1);
prevfreq = nentry("prevfreq[unit:Hz]", 440, 20, 20000, 1);
portamento = vslider("[5] Portamento [unit:sec] [style:knob] [tooltip: Portamento (frequency-glide)time-constant in seconds]", 0.1,0.01,0.3,0.001);
pitchbend = vslider("pitchbend", 0, -1, 1, 0.01);
start_time = latch(freq == freq, time);
dt = time - start_time;
expo(tau) = exp(0-dt/(tau*SR));
mix(tau, f, pf) = f*(1 - expo(tau)) + pf*expo(tau);
bended_freq = freq + pitchbend * 20;
sfreq = mix(portamento, bended_freq, prevfreq) : min(20000) : max(20);
x = sawtooth(sfreq : smooth(0.999));
process = x * gain * (gate);
|
|
2d9b6eca5ab3eea01bd046a4923f64026cafbdeb839ad73ba776bbd78d3da812 | grame-cncm/GeekBagatelles | Part_Fpublic.dsp | declare name "Part_Fpublic";
declare version "0.3";
declare author "Christophe Lebreton";
declare license "BSD";
import("stdfaust.lib");
nb_soundfile = 5; // number of soundfile
// PROCESS
process = play:(@(ramp*ma.SR): select_sound),(rampa(ramp):1,_:-):*:*(gain):*(temporisation:si.smooth(0.998))
with {
play = ((1-Trig_Accel)<:sh(1),_:*),Trig_Accel;
sh(x,t) = select2(t,x,_) ~ _;
select_sound = _<:select_a_sound,par(i,nb_soundfile,linplayer(sound(i))):multiselect(nb_soundfile):>_;
//-----------------------------------------------------------------------------------
/// Random Selection ID /////////////////////////////////////////////////////////////
random_ID = no.noise:+(1):*(0.5):*(nb_soundfile):int;
//-----------------------------------------------------------------------------------
/// Selection Random Audio file with accelerometer trigger /////////////////////////
select_a_sound(x) = sh(random_ID,x):int;
ramp = 0.001; //second
gain = hslider("gain_dB [acc:2 0 -8 -3 -0.5] [hidden:1]",0.5,0,1,0.001):fi.lowpass(1,1.5);
temporisation = time_count(1) > 2500; // 2.5sec
};
//---------------------------------------------------------------------------------------
// Soundfiles
import("freunde_1_fois_soprano_waveform.dsp");
import("freunde_1_fois_baryton_waveform.dsp");
import("freunde_soprano_waveform.dsp");
import("freunde_baryton_waveform.dsp");
import("freunde_vocalise_waveform.dsp");
sound(0) = freunde_1_fois_soprano_0;
sound(1) = freunde_1_fois_baryton_0;
sound(2) = freunde_soprano_0;
sound(3) = freunde_baryton_0;
sound(4) = freunde_vocalise_0;
////////////////////////////////////////////////////////////////////////////////////////////////////////////////////
//////////// ANALYSE INPUT FROM ACCELEROMETER //////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////////////////////////////////////////
//////////////////////////////// Acellerometer ////////////////////////////////////////
accel_x = hslider("acc_x [acc:0 0 -30 0 30][hidden:1]",0,-1,1,0.001);
accel_y = hslider("acc_y [acc:1 0 -30 0 30][hidden:1]",0,-1,1,0.001);
accel_z = hslider("acc_z [acc:2 0 -30 0 30][hidden:1]",0,-1,1,0.001);
Accel(x,y,z) = (x*x),(y*y),(z*z):> sqrt;
range_utile = - (offest:*(0.01)):max(0)
with {
offest = hslider("offset [hidden:1]",9,0,100,0.1);
};
//////////////////////////////// Bonk ////////////////////////////////////////
bonk(c) = (c-c@t)>a
with {
t = hslider("winsdow_size [unit:ms][hidden:1]",1,1,7000,1);
a = hslider("threshold [hidden:1]",30,0,30,0.01)*0.01;
};
//////////////////////////////// Antirebond ////////////////////////////////////////
// usage: _:antirebond:_
// input signal will be binary type... int this way it was created
// logical need to don't listen input during "time_count"
choix = select2(_,1,_);
logic_selector = _,(0): ==;
// time count in ms
time_base = 1/ma.SR;
time_count (reset) = +(0)~(+(time_base): * (reset)):*(1000);
decount =_<:time_count<(fin),_:*
with {
fin = hslider("antirebond [unit:ms][hidden:1]", 250,0,500,1);
};
antirebond = (choix : decount <: logic_selector,_) ~_:!,_;
////////////////////////////////////////////////////////////////////////////////////
// usage: Trig_Accel:_
Trig_Accel=Accel(accel_x,accel_y,accel_z):range_utile:bonk:antirebond<:(_>mem);
// VUMETER ////////////////////////////////////////////////////////////////////
//-----------------------------------------------------------------------------------
hmeter(x) = attach(x, envelop(x) : hbargraph("h:Part G/vumeter[2][unit:dB]", -70, +0));
envelop = abs : max ~ -(1.0/ma.SR) : max(ba.db2linear(-70)) : ba.linear2db;
//-----------------------------------------------------------------------------------
// SAMPLE & HOLD ////////////////////////////////////////////////////////////////////
sh(x,t) = select2(t,_,x) ~ _;
// MUTLISWITCH ////////////////////////////////////////////////////////////////////
//multiswitch(n,s) = _<:par(i,n, *(i==int(s)));
multiswitch(n,select,trig) = par(i,n, trig*(i==int(select))) ;
// MULTISELECT ////////////////////////////////////////////////////////////////////
multiselect(n,s) = par(i,n, *(i==int(s))) :> _;
//-----------------------------------------------------------------------------------
/// special phasor start by a trig down and stop after 1 cycle…----------------------
rampa(time,trig) = delta : (+ : select2(trig,_,0) : max(0)) ~ _ : raz
with {
raz(x) = select2 (x > 1, x, 0);
f = 1/(time:max(0.001));
delta = sh(f/ma.SR,trig);
};
//-----------------------------------------------------------------------------------
/// Random Selection ID /////////////////////////////////////////////////////////////
random_ID = no.noise:+(1):*(0.5):*(nb_soundfile):int;
//-----------------------------------------------------------------------------------
/// Selection Random Audio file with accelerometer trigger /////////////////////////
select_a_sound(x) = sh(random_ID,x):int;
//---------------------------------------------------------------------------------------
// read table with linear interpolation
// wf : waveform to read
// x : position to read (0 <= x < size(wf))
lintable(wf,pos) = linterpolation(y0,y1,d)
with {
size = wf : _,!; // size of the waveform
wave = wf : !,_; // content of the waveform
x = fmod(pos+size,size); // make sure we don't read beyond boundaries
x0 = int(x); //
x1 = int(x+1); //
d = x-x0;
y0 = rdtable(size+3,wave,x0); //
y1 = rdtable(size+3,wave,x1); //
linterpolation(v0,v1,c) = v0*(1-c)+v1*c;
};
//---------------------------------------------------------------------------------------
// player(wf, play) : play a waveform while play is 1
// (automatically disable itself when it doesn't have to play)
// wf : the waveform to play
// play : control signal 1-play, 0-stop
linplayer(wf, play) = index : lintable(wf)
with {
index = play : (* : max(-size) : min(size-0.000001)) ~ +(speed); // grow index while playing, 0 otherwise
size = wf : _,!;
speed = hslider("speed [hidden:1]",1,-2,2,0.0001);
};
| https://raw.githubusercontent.com/grame-cncm/GeekBagatelles/d66ba1e022e0ca2386008f30971cd860a97256cb/Part_Fpublic.dsp | faust | number of soundfile
PROCESS
-----------------------------------------------------------------------------------
/ Random Selection ID /////////////////////////////////////////////////////////////
-----------------------------------------------------------------------------------
/ Selection Random Audio file with accelerometer trigger /////////////////////////
second
2.5sec
---------------------------------------------------------------------------------------
Soundfiles
//////////////////////////////////////////////////////////////////////////////////////////////////////////////////
////////// ANALYSE INPUT FROM ACCELEROMETER //////////////////////////////////////////////////////////////////////
//////////////////////////////////////////////////////////////////////////////////////////////////////////////////
////////////////////////////// Acellerometer ////////////////////////////////////////
////////////////////////////// Bonk ////////////////////////////////////////
////////////////////////////// Antirebond ////////////////////////////////////////
usage: _:antirebond:_
input signal will be binary type... int this way it was created
logical need to don't listen input during "time_count"
time count in ms
//////////////////////////////////////////////////////////////////////////////////
usage: Trig_Accel:_
VUMETER ////////////////////////////////////////////////////////////////////
-----------------------------------------------------------------------------------
-----------------------------------------------------------------------------------
SAMPLE & HOLD ////////////////////////////////////////////////////////////////////
MUTLISWITCH ////////////////////////////////////////////////////////////////////
multiswitch(n,s) = _<:par(i,n, *(i==int(s)));
MULTISELECT ////////////////////////////////////////////////////////////////////
-----------------------------------------------------------------------------------
/ special phasor start by a trig down and stop after 1 cycle…----------------------
-----------------------------------------------------------------------------------
/ Random Selection ID /////////////////////////////////////////////////////////////
-----------------------------------------------------------------------------------
/ Selection Random Audio file with accelerometer trigger /////////////////////////
---------------------------------------------------------------------------------------
read table with linear interpolation
wf : waveform to read
x : position to read (0 <= x < size(wf))
size of the waveform
content of the waveform
make sure we don't read beyond boundaries
---------------------------------------------------------------------------------------
player(wf, play) : play a waveform while play is 1
(automatically disable itself when it doesn't have to play)
wf : the waveform to play
play : control signal 1-play, 0-stop
grow index while playing, 0 otherwise | declare name "Part_Fpublic";
declare version "0.3";
declare author "Christophe Lebreton";
declare license "BSD";
import("stdfaust.lib");
process = play:(@(ramp*ma.SR): select_sound),(rampa(ramp):1,_:-):*:*(gain):*(temporisation:si.smooth(0.998))
with {
play = ((1-Trig_Accel)<:sh(1),_:*),Trig_Accel;
sh(x,t) = select2(t,x,_) ~ _;
select_sound = _<:select_a_sound,par(i,nb_soundfile,linplayer(sound(i))):multiselect(nb_soundfile):>_;
random_ID = no.noise:+(1):*(0.5):*(nb_soundfile):int;
select_a_sound(x) = sh(random_ID,x):int;
gain = hslider("gain_dB [acc:2 0 -8 -3 -0.5] [hidden:1]",0.5,0,1,0.001):fi.lowpass(1,1.5);
};
import("freunde_1_fois_soprano_waveform.dsp");
import("freunde_1_fois_baryton_waveform.dsp");
import("freunde_soprano_waveform.dsp");
import("freunde_baryton_waveform.dsp");
import("freunde_vocalise_waveform.dsp");
sound(0) = freunde_1_fois_soprano_0;
sound(1) = freunde_1_fois_baryton_0;
sound(2) = freunde_soprano_0;
sound(3) = freunde_baryton_0;
sound(4) = freunde_vocalise_0;
accel_x = hslider("acc_x [acc:0 0 -30 0 30][hidden:1]",0,-1,1,0.001);
accel_y = hslider("acc_y [acc:1 0 -30 0 30][hidden:1]",0,-1,1,0.001);
accel_z = hslider("acc_z [acc:2 0 -30 0 30][hidden:1]",0,-1,1,0.001);
Accel(x,y,z) = (x*x),(y*y),(z*z):> sqrt;
range_utile = - (offest:*(0.01)):max(0)
with {
offest = hslider("offset [hidden:1]",9,0,100,0.1);
};
bonk(c) = (c-c@t)>a
with {
t = hslider("winsdow_size [unit:ms][hidden:1]",1,1,7000,1);
a = hslider("threshold [hidden:1]",30,0,30,0.01)*0.01;
};
choix = select2(_,1,_);
logic_selector = _,(0): ==;
time_base = 1/ma.SR;
time_count (reset) = +(0)~(+(time_base): * (reset)):*(1000);
decount =_<:time_count<(fin),_:*
with {
fin = hslider("antirebond [unit:ms][hidden:1]", 250,0,500,1);
};
antirebond = (choix : decount <: logic_selector,_) ~_:!,_;
Trig_Accel=Accel(accel_x,accel_y,accel_z):range_utile:bonk:antirebond<:(_>mem);
hmeter(x) = attach(x, envelop(x) : hbargraph("h:Part G/vumeter[2][unit:dB]", -70, +0));
envelop = abs : max ~ -(1.0/ma.SR) : max(ba.db2linear(-70)) : ba.linear2db;
sh(x,t) = select2(t,_,x) ~ _;
multiswitch(n,select,trig) = par(i,n, trig*(i==int(select))) ;
multiselect(n,s) = par(i,n, *(i==int(s))) :> _;
rampa(time,trig) = delta : (+ : select2(trig,_,0) : max(0)) ~ _ : raz
with {
raz(x) = select2 (x > 1, x, 0);
f = 1/(time:max(0.001));
delta = sh(f/ma.SR,trig);
};
random_ID = no.noise:+(1):*(0.5):*(nb_soundfile):int;
select_a_sound(x) = sh(random_ID,x):int;
lintable(wf,pos) = linterpolation(y0,y1,d)
with {
d = x-x0;
linterpolation(v0,v1,c) = v0*(1-c)+v1*c;
};
linplayer(wf, play) = index : lintable(wf)
with {
size = wf : _,!;
speed = hslider("speed [hidden:1]",1,-2,2,0.0001);
};
|
33bf26278eaacdf6c376548ff438c5309188315f416f5fba79e77ab576f281e0 | grame-cncm/GeekBagatelles | freunde_1_fois_soprano_waveform.dsp | freunde_1_fois_soprano_0 = 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freunde_1_fois_soprano = (freunde_1_fois_soprano_0):((!,_));
freunde_1_fois_soprano_rtable_0(r) = (freunde_1_fois_soprano_0,r):rdtable;
| https://raw.githubusercontent.com/grame-cncm/GeekBagatelles/d09ed1362a79707d1687ed92cf0482ced2509035/freunde_1_fois_soprano_waveform.dsp | faust | freunde_1_fois_soprano_0 = 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freunde_1_fois_soprano = (freunde_1_fois_soprano_0):((!,_));
freunde_1_fois_soprano_rtable_0(r) = (freunde_1_fois_soprano_0,r):rdtable;
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b53101b393625544a340caa982dd864816a7a5a8ad90b63ac9b8bd5e8767d538 | grame-cncm/GeekBagatelles | freunde_soprano_waveform.dsp | freunde_soprano_0 = 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freunde_soprano = (freunde_soprano_0):((!,_));
freunde_soprano_rtable_0(r) = (freunde_soprano_0,r):rdtable;
| https://raw.githubusercontent.com/grame-cncm/GeekBagatelles/d09ed1362a79707d1687ed92cf0482ced2509035/freunde_soprano_waveform.dsp | faust | freunde_soprano_0 = 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freunde_soprano = (freunde_soprano_0):((!,_));
freunde_soprano_rtable_0(r) = (freunde_soprano_0,r):rdtable;
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2a075230a3b89543f325c70e755d2a594fc636b45e535bf2df07335b699b66d8 | grame-cncm/GeekBagatelles | freunde_1_fois_baryton_waveform.dsp | freunde_1_fois_baryton_0 = 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freunde_1_fois_baryton = (freunde_1_fois_baryton_0):((!,_));
freunde_1_fois_baryton_rtable_0(r) = (freunde_1_fois_baryton_0,r):rdtable;
| https://raw.githubusercontent.com/grame-cncm/GeekBagatelles/d09ed1362a79707d1687ed92cf0482ced2509035/freunde_1_fois_baryton_waveform.dsp | faust | freunde_1_fois_baryton_0 = 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freunde_1_fois_baryton = (freunde_1_fois_baryton_0):((!,_));
freunde_1_fois_baryton_rtable_0(r) = (freunde_1_fois_baryton_0,r):rdtable;
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2741670790f9f86af0a53289c78e851ee127868627f6563b539220cf76cc046f | grame-cncm/GeekBagatelles | freunde_baryton_waveform.dsp | freunde_baryton_0 = 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freunde_baryton = (freunde_baryton_0):((!,_));
freunde_baryton_rtable_0(r) = (freunde_baryton_0,r):rdtable;
| https://raw.githubusercontent.com/grame-cncm/GeekBagatelles/d09ed1362a79707d1687ed92cf0482ced2509035/freunde_baryton_waveform.dsp | faust | freunde_baryton_0 = 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freunde_baryton = (freunde_baryton_0):((!,_));
freunde_baryton_rtable_0(r) = (freunde_baryton_0,r):rdtable;
|
|
c008da3fefe3ed031ef6455ae0e5049d5b1a16195e853dbd04a4a4006aff2026 | grame-cncm/GameLAN | Atomicro.dsp | declare name "Atomicro";
declare author "Developpement Grame - CNCM par Elodie Rabibisoa et Romain Constant.";
import("stdfaust.lib");
process = _ : *(0.5),fade_in : * : wr_index <: idelay_drywet,_ : select2(by_pass_delay);
// max size of buffer to be recorded
size = int(211680); // 4.8 seconds
/*------------------- Recording counter ------------------------*/
// increment of 1 (max = size+1) while record > 0 :
rec_counter = (0):+~(+(1): * (record)): min(size);
/*--------------------- Fade in / Fade out -----------------------*/
record = checkbox ("h:[0]/Record");
time_fade = 0.1;
base_amp = 1/(ma.SR * time_fade);
fade_in = select2(record,-1*base_amp,base_amp):+~(min(1):max(base_amp));
/*--------------------- Read/Write buffer --------------------------*/
play = checkbox ("h:[0]/Play");
speed = int(1);
count_play = (fmod(_, select2(grain_mode, size, grain_size))~(+(speed) : *(play))) + (grain_start * grain_mode); // switch between normal and granulation mode
// reverse mode :
reverse_mode = checkbox("h:[1]/Reverse");
play_counter = count_play <: select2(reverse_mode, _, (select2(grain_mode, size, grain_size + grain_start)-_ <: select2(grain_mode, _, +(grain_start - grain_size))));
// buffer :
wr_index = rwtable(size+1, 0.0, windex, _, rindex)
with {
rindex = play_counter:int;
windex = rec_counter:int;
};
/* -------------------- Granulation mode ---------------------------*/
grain_mode = checkbox("h:[1]/Granulation"):int;
grain_size = hslider("Grain size [hidden:1][acc:1 1 -8 0 8]", ((size/44100)/2), 0.005, (size/44100), 0.001) * (ma.SR): min(size-1) : max(110) : int;
grain_start = hslider("Grain start [hidden:1][acc:0 0 -8 0 8]", ((size/44100)/2), 0, (size/44100), 0.001) * (ma.SR) : min(size - (grain_size+1)) : max(grain_size+1) : int;
/* -------------------- Delay -----------------------------------*/
idelay = ((+ : de.sdelay(N, interp, dtime)) ~ *(fback))
with {
N = int(2^19); // => max delay = number of samples
interp = (75)*ma.SR*(0.001);
dtime = (1800)*ma.SR*(0.001);
fback = 0.5; // 50%
};
dry_wet(x,y) = (1-c)*x + c*y
with {
c = 0.5;
};
idelay_drywet = _<: _ , idelay : dry_wet;
by_pass_delay = 1-(checkbox("h:[2]/Delay"));
| https://raw.githubusercontent.com/grame-cncm/GameLAN/8d1dc26d709d721d27ec1156fbb66b03478f2529/atomicro/Atomicro.dsp | faust | max size of buffer to be recorded
4.8 seconds
------------------- Recording counter ------------------------
increment of 1 (max = size+1) while record > 0 :
--------------------- Fade in / Fade out -----------------------
--------------------- Read/Write buffer --------------------------
switch between normal and granulation mode
reverse mode :
buffer :
-------------------- Granulation mode ---------------------------
-------------------- Delay -----------------------------------
=> max delay = number of samples
50% | declare name "Atomicro";
declare author "Developpement Grame - CNCM par Elodie Rabibisoa et Romain Constant.";
import("stdfaust.lib");
process = _ : *(0.5),fade_in : * : wr_index <: idelay_drywet,_ : select2(by_pass_delay);
rec_counter = (0):+~(+(1): * (record)): min(size);
record = checkbox ("h:[0]/Record");
time_fade = 0.1;
base_amp = 1/(ma.SR * time_fade);
fade_in = select2(record,-1*base_amp,base_amp):+~(min(1):max(base_amp));
play = checkbox ("h:[0]/Play");
speed = int(1);
reverse_mode = checkbox("h:[1]/Reverse");
play_counter = count_play <: select2(reverse_mode, _, (select2(grain_mode, size, grain_size + grain_start)-_ <: select2(grain_mode, _, +(grain_start - grain_size))));
wr_index = rwtable(size+1, 0.0, windex, _, rindex)
with {
rindex = play_counter:int;
windex = rec_counter:int;
};
grain_mode = checkbox("h:[1]/Granulation"):int;
grain_size = hslider("Grain size [hidden:1][acc:1 1 -8 0 8]", ((size/44100)/2), 0.005, (size/44100), 0.001) * (ma.SR): min(size-1) : max(110) : int;
grain_start = hslider("Grain start [hidden:1][acc:0 0 -8 0 8]", ((size/44100)/2), 0, (size/44100), 0.001) * (ma.SR) : min(size - (grain_size+1)) : max(grain_size+1) : int;
idelay = ((+ : de.sdelay(N, interp, dtime)) ~ *(fback))
with {
interp = (75)*ma.SR*(0.001);
dtime = (1800)*ma.SR*(0.001);
};
dry_wet(x,y) = (1-c)*x + c*y
with {
c = 0.5;
};
idelay_drywet = _<: _ , idelay : dry_wet;
by_pass_delay = 1-(checkbox("h:[2]/Delay"));
|
b86e99668bfb63b0ca34cd108b89a56548e0eafec072a10fd642ae22f2b68ff1 | grame-cncm/GameLAN | Sinusoide.dsp | declare name "Sinusoide";
declare author "Developpement Grame - CNCM par Elodie Rabibisoa et Romain Constant.";
import ("stdfaust.lib");
process = mode_switch : os.osc * 0.333 * volume <: sinus_reverb,_ : dry_wet <: limiter :>_ * on_off;
on_off = checkbox("[1]ON / OFF");
freq_slide = vslider("Slide [unit:Hz][acc:0 0 -10 0 10][hidden:1]", freq(5), freq(0), freq(10), 0.001) : si.smooth(0.998);
freq_scale = vslider("Radio [unit:Hz][acc:0 0 -10 0 10][hidden:1]", 1, 0, (N-1), 1);
volume = hslider("Volume [hidden:1][acc:1 0 -9 0 10]", 0.35, 0, 0.7, 0.001):si.smooth(0.991):min(1):max(0);
// Default mode = slide (0)
toggle_mode = checkbox("[0]SLIDE / SCALE");
mode_switch = select2(toggle_mode, freq_slide, scale);
//----------------- Frequencies --------------------//
N = 11;
scale = par(i, N, freq(i) * choice(i)) :>_;
choice(n) = abs(freq_scale - n) < 0.5;
freq(0) = 523.5;
freq(1) = 587.3;
freq(2) = 622.3;
freq(3) = 784;
freq(4) = 830.6;
freq(5) = 1046.5;
freq(6) = 1174.7;
freq(7) = 1244.5;
freq(8) = 1568;
freq(9) = 1661.2;
freq(10) = 2093;
//----------------- Limiter -----------------------//
limiter(x,y) = x*coeff,y*coeff
with {
epsilon = 1/(44100*1.0);
peak = max(abs(x),abs(y)) : max ~ -(epsilon);
coeff = 1.0/max(1.0,peak);
};
//------------------ Reverb ----------------------//
sinus_reverb = _<: instrReverb :>_;
instrReverb = _,_ <: *(reverbGain),*(reverbGain),*(1 - reverbGain),*(1 - reverbGain) :
re.zita_rev1_stereo(rdel,f1,f2,t60dc,t60m,fsmax),_,_ <: _,!,_,!,!,_,!,_ : +,+
with {
reverbGain = 0.4;
roomSize = 2;
rdel = 20;
f1 = 200;
f2 = 6000;
t60dc = roomSize*3;
t60m = roomSize*2;
fsmax = 48000;
};
dry_wet(x,y) = (x*c) + (y*(1-c)) with {
c = vslider("[1] Dry/Wet Mix [hidden:1][style:knob]", 1,0,1.0,0.01) : si.smoo;
};
| https://raw.githubusercontent.com/grame-cncm/GameLAN/8d1dc26d709d721d27ec1156fbb66b03478f2529/sinusoide/Sinusoide.dsp | faust | Default mode = slide (0)
----------------- Frequencies --------------------//
----------------- Limiter -----------------------//
------------------ Reverb ----------------------// | declare name "Sinusoide";
declare author "Developpement Grame - CNCM par Elodie Rabibisoa et Romain Constant.";
import ("stdfaust.lib");
process = mode_switch : os.osc * 0.333 * volume <: sinus_reverb,_ : dry_wet <: limiter :>_ * on_off;
on_off = checkbox("[1]ON / OFF");
freq_slide = vslider("Slide [unit:Hz][acc:0 0 -10 0 10][hidden:1]", freq(5), freq(0), freq(10), 0.001) : si.smooth(0.998);
freq_scale = vslider("Radio [unit:Hz][acc:0 0 -10 0 10][hidden:1]", 1, 0, (N-1), 1);
volume = hslider("Volume [hidden:1][acc:1 0 -9 0 10]", 0.35, 0, 0.7, 0.001):si.smooth(0.991):min(1):max(0);
toggle_mode = checkbox("[0]SLIDE / SCALE");
mode_switch = select2(toggle_mode, freq_slide, scale);
N = 11;
scale = par(i, N, freq(i) * choice(i)) :>_;
choice(n) = abs(freq_scale - n) < 0.5;
freq(0) = 523.5;
freq(1) = 587.3;
freq(2) = 622.3;
freq(3) = 784;
freq(4) = 830.6;
freq(5) = 1046.5;
freq(6) = 1174.7;
freq(7) = 1244.5;
freq(8) = 1568;
freq(9) = 1661.2;
freq(10) = 2093;
limiter(x,y) = x*coeff,y*coeff
with {
epsilon = 1/(44100*1.0);
peak = max(abs(x),abs(y)) : max ~ -(epsilon);
coeff = 1.0/max(1.0,peak);
};
sinus_reverb = _<: instrReverb :>_;
instrReverb = _,_ <: *(reverbGain),*(reverbGain),*(1 - reverbGain),*(1 - reverbGain) :
re.zita_rev1_stereo(rdel,f1,f2,t60dc,t60m,fsmax),_,_ <: _,!,_,!,!,_,!,_ : +,+
with {
reverbGain = 0.4;
roomSize = 2;
rdel = 20;
f1 = 200;
f2 = 6000;
t60dc = roomSize*3;
t60m = roomSize*2;
fsmax = 48000;
};
dry_wet(x,y) = (x*c) + (y*(1-c)) with {
c = vslider("[1] Dry/Wet Mix [hidden:1][style:knob]", 1,0,1.0,0.01) : si.smoo;
};
|
7385675edb060a12d4db66cd8195700b9317081d2da03d21396afe6a53d47feb | tomara-x/magi | cmp.dsp | //skinning cats for funzies
if1 = _,_,_ : (_ != 0.0) , ro.cross(2) : select2 : _;
if2 = (_ == 0.0),_,_ : select2;
if3(cond,then,else) = select2((cond == 0.0),then,else);
//comparator distortion
cmpdst(in,op,thr) = op(in,thr);
// process = cmpdst(_,>,0.1);
| https://raw.githubusercontent.com/tomara-x/magi/bcf22a4ef23899cd8ce3bf5e08e374994907f81a/practice/cmp.dsp | faust | skinning cats for funzies
comparator distortion
process = cmpdst(_,>,0.1); | if1 = _,_,_ : (_ != 0.0) , ro.cross(2) : select2 : _;
if2 = (_ == 0.0),_,_ : select2;
if3(cond,then,else) = select2((cond == 0.0),then,else);
cmpdst(in,op,thr) = op(in,thr);
|
7d863baebc6c3d85f874a3814d7cdf49b884d5d4f0df34b11f0ec759c5430b09 | anwaldt/sound_synthesis_faust | delay_example.dsp | // delay_example.dsp
import("stdfaust.lib");
// get the sample rate
SR = fconstant(int fSamplingFreq, <math.h>);
delay = hslider("Delay[samples]",0, 0, 10000, 1);
sig = os.lf_saw(1);
process = sig <: _,(_ , delay : @);
| https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/8b6ac5493e616b258416d9140991f0161ab6b391/faust/Basics/delay_example.dsp | faust | delay_example.dsp
get the sample rate |
import("stdfaust.lib");
SR = fconstant(int fSamplingFreq, <math.h>);
delay = hslider("Delay[samples]",0, 0, 10000, 1);
sig = os.lf_saw(1);
process = sig <: _,(_ , delay : @);
|
94ab1b6f31a764a27bd2e4fd44ebacc1274d114a32f337aa466cf734bf1eab08 | anwaldt/sound_synthesis_faust | white_tone.dsp | // white_tone.dsp
//
// Henrik von Coler
// 2021-07-04
import("all.lib");
// Control parameters:
freq = hslider("freq Hz", 50, 20, 1000, 1) : si.smoo; // Hz
gate = button("gate");
// processing elements for excitation:
diffgtz(x) = (x-x') > 0;
decay(n,x) = x - (x>0)/n;
release(n) = + ~ decay(n);
trigger(n) = diffgtz : release(n) : > (0.0);
P = SR/freq;
// Resonator:
resonator = (+ : delay(4096, P) * gate) ~ _;
// processing function:
process = noise : *(gate : trigger(P)): resonator <: _,_; | https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/6fc959e4e45701a56a44a309fbf2f7df0dfe8aee/faust/Physical/karplus_strong/white_tone.dsp | faust | white_tone.dsp
Henrik von Coler
2021-07-04
Control parameters:
Hz
processing elements for excitation:
Resonator:
processing function: |
import("all.lib");
gate = button("gate");
diffgtz(x) = (x-x') > 0;
decay(n,x) = x - (x>0)/n;
release(n) = + ~ decay(n);
trigger(n) = diffgtz : release(n) : > (0.0);
P = SR/freq;
resonator = (+ : delay(4096, P) * gate) ~ _;
process = noise : *(gate : trigger(P)): resonator <: _,_; |
48e18ecfb66868472c9c192f7a881a9a70fd40100308867eaec87bb419c8492f | anwaldt/sound_synthesis_faust | unit_delay.dsp | // delay_example.dsp
import("stdfaust.lib");
// get the sample rate
SR = fconstant(int fSamplingFreq, <math.h>);
delay = hslider("Delay[samples]",0, 0, 10000, 1);
sig = os.lf_rawsaw(1);
process = sig; | https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/6fc959e4e45701a56a44a309fbf2f7df0dfe8aee/faust/Basics/unit_delay.dsp | faust | delay_example.dsp
get the sample rate |
import("stdfaust.lib");
SR = fconstant(int fSamplingFreq, <math.h>);
delay = hslider("Delay[samples]",0, 0, 10000, 1);
sig = os.lf_rawsaw(1);
process = sig; |
1f8e132792fae7b92b3e87d5a51230bfc35d3b208decd0d40962be06be291e8c | anwaldt/sound_synthesis_faust | parallel_example.dsp | import("stdfaust.lib");
freq = hslider("Cutoff Frequency",100, 10, 1000, 0.001);
sig1 = os.square(50);
sig2 = os.square(70);
filt = fi.lowpass(5,freq);
process = (sig1:filt),(sig2:filt); | https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/706c5eec4114ec925e7d3b46f3a353886e956fde/faust/Basics/parallel_example.dsp | faust | import("stdfaust.lib");
freq = hslider("Cutoff Frequency",100, 10, 1000, 0.001);
sig1 = os.square(50);
sig2 = os.square(70);
filt = fi.lowpass(5,freq);
process = (sig1:filt),(sig2:filt); |
|
f261f5f0235fabb695af6c634b5b4cb78813f3f5d75f8351b9e2f1cdb84261ce | anwaldt/sound_synthesis_faust | exponential-triggered.dsp | // exponential.dsp
//
// Additive synthesizer with
// exponential spectral decay
//
// - triggered
// -
// - stereo output
//
// Henrik von Coler
// 2020-05-12
import("stdfaust.lib");
// define a fundamental frequency
f0 = hslider("FREQ", 100, 0.1, 1000, 0.1);
// define the number of partials
n_partial = 50;
trigger = button("Trigger");
slope = hslider("Slope", 1, 0.1, 7, 0.02);
slope_release = hslider("Slope Release", 1, 0, 2, 0.01);
amp_release = hslider("AMP Release",0.5,0.01,5,0.01);
// control the splitting of partials over time
split = hslider("Frequency Split",0,0,10,0.01);
// partial function
partial(partCNT, t, s, sr, ar) = os.oscrs(f) * volume * gain
// arguments
with {
f = f0 * ( (partCNT+1) + split * (1-en.arfe(0, ar, 0,t)));
// global gain envelope
gain = en.arfe(0.01, ar, 0,t);
// spectral slope is controlled by a temporal envelope
s2 = s* partCNT * en.arfe(0.01, sr, 0,t);
volume = 0.1 * exp(-s2);
};
// the processing function,
// running 50 partials parallel
// summing them up and applying a global gain
process = par(i, n_partial, partial(i, trigger, slope, slope_release, amp_release)) :>_ * hslider("Master Gain",0,0,1, 0.1) <: _,_; | https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/05d4f55b2d064f63cfc0c04403c9f9cb688ba023/faust/Additive/exponential_triggered/exponential-triggered.dsp | faust | exponential.dsp
Additive synthesizer with
exponential spectral decay
- triggered
-
- stereo output
Henrik von Coler
2020-05-12
define a fundamental frequency
define the number of partials
control the splitting of partials over time
partial function
arguments
global gain envelope
spectral slope is controlled by a temporal envelope
the processing function,
running 50 partials parallel
summing them up and applying a global gain |
import("stdfaust.lib");
f0 = hslider("FREQ", 100, 0.1, 1000, 0.1);
n_partial = 50;
trigger = button("Trigger");
slope = hslider("Slope", 1, 0.1, 7, 0.02);
slope_release = hslider("Slope Release", 1, 0, 2, 0.01);
amp_release = hslider("AMP Release",0.5,0.01,5,0.01);
split = hslider("Frequency Split",0,0,10,0.01);
partial(partCNT, t, s, sr, ar) = os.oscrs(f) * volume * gain
with {
f = f0 * ( (partCNT+1) + split * (1-en.arfe(0, ar, 0,t)));
gain = en.arfe(0.01, ar, 0,t);
s2 = s* partCNT * en.arfe(0.01, sr, 0,t);
volume = 0.1 * exp(-s2);
};
process = par(i, n_partial, partial(i, trigger, slope, slope_release, amp_release)) :>_ * hslider("Master Gain",0,0,1, 0.1) <: _,_; |
ed7ad592da974e234ebfc60d4ae266e1033276a97fd29db074a27ec16b0110eb | anwaldt/sound_synthesis_faust | karplus_strong.dsp | // karplus_strong.dsp
//
// Slightly modified version of the
// Karplus-Strong plucked string algorithm.
//
// see: 'Making Virtual Electric Guitars and Associated Effects Using Faust'
// (Smith, )
//
// - one-pole lowpass in the feedback
//
// Henrik von Coler
// 2020-06-07
import("all.lib");
////////////////////////////////////////////////////////////////////////////////
// Control parameters as horizonal sliders:
////////////////////////////////////////////////////////////////////////////////
freq = hslider("freq Hz", 50, 20, 1000, 1) : si.smoo; // Hz
// initial filter for the excitation noise
initial_filter = hslider("initial_filter Hz",1000,10,10000,1) : si.smoo;
lop = hslider("lop Hz",1000,10,10000,1) : si.smoo;
level = hslider("level", 1, 0, 10, 0.01);
gate = button("gate");
gain = hslider("gain", 1, 0, 1, 0.01);
////////////////////////////////////////////////////////////////////////////////
// processing elements:
////////////////////////////////////////////////////////////////////////////////
diffgtz(x) = (x-x') > 0;
decay(n,x) = x - (x>0)/n;
release(n) = + ~ decay(n);
trigger(n) = diffgtz : release(n) : > (0.0);
P = SR/freq;
// Resonator:
resonator = (+ : delay(4096, P) * gain) ~ si.smooth(1.0-2*(lop/ma.SR));
////////////////////////////////////////////////////////////////////////////////
// processing function:
////////////////////////////////////////////////////////////////////////////////
process = noise : si.smooth(1.0-2*(initial_filter/ma.SR)):*(level)
: *(gate : trigger(P)): resonator <: _,_; | https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/05d4f55b2d064f63cfc0c04403c9f9cb688ba023/faust/Physical/karplus_strong/karplus_strong.dsp | faust | karplus_strong.dsp
Slightly modified version of the
Karplus-Strong plucked string algorithm.
see: 'Making Virtual Electric Guitars and Associated Effects Using Faust'
(Smith, )
- one-pole lowpass in the feedback
Henrik von Coler
2020-06-07
//////////////////////////////////////////////////////////////////////////////
Control parameters as horizonal sliders:
//////////////////////////////////////////////////////////////////////////////
Hz
initial filter for the excitation noise
//////////////////////////////////////////////////////////////////////////////
processing elements:
//////////////////////////////////////////////////////////////////////////////
Resonator:
//////////////////////////////////////////////////////////////////////////////
processing function:
////////////////////////////////////////////////////////////////////////////// |
import("all.lib");
initial_filter = hslider("initial_filter Hz",1000,10,10000,1) : si.smoo;
lop = hslider("lop Hz",1000,10,10000,1) : si.smoo;
level = hslider("level", 1, 0, 10, 0.01);
gate = button("gate");
gain = hslider("gain", 1, 0, 1, 0.01);
diffgtz(x) = (x-x') > 0;
decay(n,x) = x - (x>0)/n;
release(n) = + ~ decay(n);
trigger(n) = diffgtz : release(n) : > (0.0);
P = SR/freq;
resonator = (+ : delay(4096, P) * gain) ~ si.smooth(1.0-2*(lop/ma.SR));
process = noise : si.smooth(1.0-2*(initial_filter/ma.SR)):*(level)
: *(gate : trigger(P)): resonator <: _,_; |
6e15d255e31a652f8ed05c8434cdd7b30247171d7b46f62c97168cdb8cdf3d13 | anwaldt/sound_synthesis_faust | waveguide_input.dsp | // waveguide_input.dsp
//
// waveguide with excitation by input signal
//
// - one-pole lowpass termination
//
// Henrik von Coler
// 2020-11-19
import("all.lib");
// use '(pm.)l2s' to calculate number of samples
// from length in meters:
segment(maxLength,length) = waveguide(nMax,n)
with{
nMax = maxLength : l2s;
n = length : l2s/2;
};
// one lowpass terminator
fc = hslider("lowpass",1000,10,10000,1);
rt = rTermination(basicBlock,*(-1) : si.smooth(1.0-2*(fc/ma.SR)));
// one gain terminator with control
gain = hslider("gain",0.99,0,1,0.01);
lt = lTermination(*(-1)* gain,basicBlock);
// a simple allpass (Smith Paper)
s = hslider("s",0.9,0,0.9,0.01);
c = hslider("c",0.9,0,0.9,0.01);
allpass = _ <: *(s),(*(c):(+:_)~(*(-s))):_, mem*c:+;
// another allpass
g = hslider("g",0.9, 0,0.9,0.01);
allp = allpass_comb(2,1,g);
scatter = pm.basicBlock(allpass);
idString(length,pos,excite) = endChain(wg)
with{
nUp = length*pos;
nDown = length*(1-pos);
wg = chain(lt : segment(6,nUp) : out : in(excite) : scatter : segment(6,nDown) : rt); // waveguide chain
};
exc = select2(gain>0.9,1,0);
length = hslider("length",1,0.1,10,0.01):si.smoo;
process(in) = idString(length,0.15, in) <: _,_; | https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/05d4f55b2d064f63cfc0c04403c9f9cb688ba023/faust/Physical/waveguide_continuous/waveguide_input.dsp | faust | waveguide_input.dsp
waveguide with excitation by input signal
- one-pole lowpass termination
Henrik von Coler
2020-11-19
use '(pm.)l2s' to calculate number of samples
from length in meters:
one lowpass terminator
one gain terminator with control
a simple allpass (Smith Paper)
another allpass
waveguide chain |
import("all.lib");
segment(maxLength,length) = waveguide(nMax,n)
with{
nMax = maxLength : l2s;
n = length : l2s/2;
};
fc = hslider("lowpass",1000,10,10000,1);
rt = rTermination(basicBlock,*(-1) : si.smooth(1.0-2*(fc/ma.SR)));
gain = hslider("gain",0.99,0,1,0.01);
lt = lTermination(*(-1)* gain,basicBlock);
s = hslider("s",0.9,0,0.9,0.01);
c = hslider("c",0.9,0,0.9,0.01);
allpass = _ <: *(s),(*(c):(+:_)~(*(-s))):_, mem*c:+;
g = hslider("g",0.9, 0,0.9,0.01);
allp = allpass_comb(2,1,g);
scatter = pm.basicBlock(allpass);
idString(length,pos,excite) = endChain(wg)
with{
nUp = length*pos;
nDown = length*(1-pos);
};
exc = select2(gain>0.9,1,0);
length = hslider("length",1,0.1,10,0.01):si.smoo;
process(in) = idString(length,0.15, in) <: _,_; |
6147e4a284d88dfa471944644780605d21b9efd1066159ae50373d8f52149098 | anwaldt/sound_synthesis_faust | additive_1.dsp |
import("music.lib");
import("filter.lib");
freq = hslider("freq",300,20,2000,0.01) : smooth(0.999);
gain = hslider("gain",0.3,0,1,0.01) : smooth(0.999);
t = hslider("attRel (s)",0.1,0.001,2,0.001);
gate = button("gate") : smooth(tau2pole(t));
process = osc(freq),osc(freq*2),osc(freq*3) :> /(3) : *(gain)*gate;
| https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/05d4f55b2d064f63cfc0c04403c9f9cb688ba023/faust/Additive/additive_1.dsp | faust |
import("music.lib");
import("filter.lib");
freq = hslider("freq",300,20,2000,0.01) : smooth(0.999);
gain = hslider("gain",0.3,0,1,0.01) : smooth(0.999);
t = hslider("attRel (s)",0.1,0.001,2,0.001);
gate = button("gate") : smooth(tau2pole(t));
process = osc(freq),osc(freq*2),osc(freq*3) :> /(3) : *(gain)*gate;
|
|
cd64047b254bfcbf8ab1c4e1782128260e3f8397d3f0c1cca0b2e4df23e81b9f | anwaldt/sound_synthesis_faust | subtractive_triggered.dsp | // subtractive_triggered.dsp
//
// A four voice subtractive synth.
//
// - trigger
// - control over f0, cutoff, resonance, gain
//
// Henrik von Coler
// 2020-05-17
import("stdfaust.lib");
trigger0 = button("trigger0 [midi:key 0]");
trigger1= button("trigger1 [midi:key 1]");
trigger2= button("trigger2 [midi:key 2]");
trigger3= button("trigger3 [midi:key 3]");
//////////////////////////////////////////////////////////////////////////
// Define three 'module' functions
//////////////////////////////////////////////////////////////////////////
vco(f0) = os.sawtooth(f0);
vcf(c,r) = ve.moog_vcf(r,c);
vca(x,gain) = gain * x;
//////////////////////////////////////////////////////////////////////////
// A function with envelopes
//////////////////////////////////////////////////////////////////////////
voice(index,trig) = vco(f0) : vcf(fc,res) : vca(env1) * 0.5
with
{
// use an individual hslider for every
f0 = hslider("Pitch %index", 100, 5, 1000, 0.001):si.smoo;
//trig = button("trigger%index");
rel1 = hslider("rel_vca%index", 0.5, 0.01, 3, 0.01):si.smoo;
rel2 = hslider("rel_vcf%index", 0.25, 0.01, 3, 0.01):si.smoo;
env1 = en.arfe(0.02, rel1, 0,trig); // en.adsre(0.001,0.3,1,1,trig);
env2 = en.arfe(0.01, rel2, 0,trig); //en.adsre(0.001,0.3,1,1,trig);
cutoff = hslider("cutoff%index", 100, 5, 6000, 0.001):si.smoo;
res = hslider("res%index", 0.1, 0, 1, 0.01):si.smoo;
fc = 10+env2* cutoff;
};
process = voice(0,trigger0),voice(1,trigger1),voice(2,trigger2),voice(3,trigger3) :> _,_ ;
| https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/05d4f55b2d064f63cfc0c04403c9f9cb688ba023/faust/Subtractive/subtractive_triggered.dsp | faust | subtractive_triggered.dsp
A four voice subtractive synth.
- trigger
- control over f0, cutoff, resonance, gain
Henrik von Coler
2020-05-17
////////////////////////////////////////////////////////////////////////
Define three 'module' functions
////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////
A function with envelopes
////////////////////////////////////////////////////////////////////////
use an individual hslider for every
trig = button("trigger%index");
en.adsre(0.001,0.3,1,1,trig);
en.adsre(0.001,0.3,1,1,trig); |
import("stdfaust.lib");
trigger0 = button("trigger0 [midi:key 0]");
trigger1= button("trigger1 [midi:key 1]");
trigger2= button("trigger2 [midi:key 2]");
trigger3= button("trigger3 [midi:key 3]");
vco(f0) = os.sawtooth(f0);
vcf(c,r) = ve.moog_vcf(r,c);
vca(x,gain) = gain * x;
voice(index,trig) = vco(f0) : vcf(fc,res) : vca(env1) * 0.5
with
{
f0 = hslider("Pitch %index", 100, 5, 1000, 0.001):si.smoo;
rel1 = hslider("rel_vca%index", 0.5, 0.01, 3, 0.01):si.smoo;
rel2 = hslider("rel_vcf%index", 0.25, 0.01, 3, 0.01):si.smoo;
cutoff = hslider("cutoff%index", 100, 5, 6000, 0.001):si.smoo;
res = hslider("res%index", 0.1, 0, 1, 0.01):si.smoo;
fc = 10+env2* cutoff;
};
process = voice(0,trigger0),voice(1,trigger1),voice(2,trigger2),voice(3,trigger3) :> _,_ ;
|
a220899c1b110fc7b248d7ad590f560a893cd1b28ab3a0175a72758b49e8ded5 | anwaldt/sound_synthesis_faust | sync_osc.dsp | // A simple oscillator with phase reset.
//
// Parameters
// freq: set the frequency in Hz
// reset: the phase is reset when going >= 0
// offset: the phase value on reset
//
// HvC
// 2020-08-30
import("stdfaust.lib");
// some basic stuff
sr = SR;
twopi = 2.0*ma.PI;
// define the waveform in table
ts = 1<<16; // size
time = (+(1) ~ _ ) , 1 : - ;
sinewave = ((float(time) / float(ts)) * twopi) : sin;
// the wrapper function keeps a signal above 0 and below m (max)
wrapper(m,x) = select2(x<=m, (x-m):max(0), x);
// phase is used with offset and wrap
phase = os.hs_phasor(ts,freq,trig) : +(off_trig*ts) : wrapper(ts);
// read from table
sin_osc( freq) = rdtable(ts ,sinewave , int(phase)) ;
// generate a one sample impulse from the gate
trig = pm.impulseExcitation(reset);
// a number only changed when triggered
// this avoids glitches when changing offset during play
off_trig = offset : ba.sAndH(trig);
// all control variables
reset = button ("reset");
freq = hslider("freq", 100, 0, 16000, 0.00001);
offset = hslider("offset", 0, 0, 1, 0.00001);
process = sin_osc(freq); | https://raw.githubusercontent.com/anwaldt/sound_synthesis_faust/05d4f55b2d064f63cfc0c04403c9f9cb688ba023/faust/Oscillators/sync_osc.dsp | faust | A simple oscillator with phase reset.
Parameters
freq: set the frequency in Hz
reset: the phase is reset when going >= 0
offset: the phase value on reset
HvC
2020-08-30
some basic stuff
define the waveform in table
size
the wrapper function keeps a signal above 0 and below m (max)
phase is used with offset and wrap
read from table
generate a one sample impulse from the gate
a number only changed when triggered
this avoids glitches when changing offset during play
all control variables |
import("stdfaust.lib");
sr = SR;
twopi = 2.0*ma.PI;
time = (+(1) ~ _ ) , 1 : - ;
sinewave = ((float(time) / float(ts)) * twopi) : sin;
wrapper(m,x) = select2(x<=m, (x-m):max(0), x);
phase = os.hs_phasor(ts,freq,trig) : +(off_trig*ts) : wrapper(ts);
sin_osc( freq) = rdtable(ts ,sinewave , int(phase)) ;
trig = pm.impulseExcitation(reset);
off_trig = offset : ba.sAndH(trig);
reset = button ("reset");
freq = hslider("freq", 100, 0, 16000, 0.00001);
offset = hslider("offset", 0, 0, 1, 0.00001);
process = sin_osc(freq); |
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