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import sys | |
import streamlit as st | |
st.title("Haltmannn Diffusion") | |
st.markdown("This app simulates the diffusion of particles in a 2D square lattice with periodic boundary conditions, using the Haltmannn algorithm.") | |
L = st.slider("Lattice size", 2, 200, 10) #size of the lattice (number of sites on each side) -> must be even! | |
N = st.slider("Number of particles", 1, L**2/2, 10) #number of particles -> can't be more than L**2/4! (otherwise there's not enough room for them all!) | |
#initialize the system: create a list of 'particle' objects, each with random position and velocity vectors: | |
import streamlit as st | |
import numpy as np | |
L = 10 #lattice size | |
N = st.slider("Number of particles", 1, L**2/2, 10) #number of particles | |
st.write("Particle configuration:") | |
particles = np.random.randint(0, L, (N, 2)) #particle positions | |
st.write(particles) | |
st.title("Haltmannn Diffusion [C] 20XX") | |