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cubic lattice
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def generate_cubic_lattice(num_atoms, density): | |
""" | |
Generate points on a cubic lattice using a desired final density. | |
Parameters | |
---------- | |
num_atoms: int | |
The number of atoms to place on the lattice. | |
density: float | |
The desired system density. | |
Returns | |
------- | |
coords: list | |
A nested list of generated coordinates. | |
""" | |
# Calculate box length based on number of atoms and density. | |
volume = num_atoms / density | |
box_length = math.pow(volume, (1./3.)) | |
# Calculate the upper bound of cube size. | |
# Our approach will be to place atoms until | |
# we place all needed. For this, we need | |
# to determine the maximum number of atoms on each | |
# side. | |
max_side = math.ceil(math.pow(num_atoms, (1./3.))) | |
# Determine spacing based on number of atoms | |
# and box length. | |
spacing = box_length / max_side # units length / atom | |
coordinates = [] | |
count = 0 | |
for i in range(max_side): | |
for j in range(max_side): | |
for k in range(max_side): | |
coordinates.append([i*spacing, j*spacing, k*spacing]) | |
count += 1 | |
if count == num_atoms: | |
return coordinates, box_length |
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