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**.png |
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$scan | ||
dihedral 21 20 5 3 -180.0 180.0 37 |
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examples/advanced/geometric_torsionscan/geometric_torsionscan.py
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# Copyright 2024 The GPU4PySCF Authors. All Rights Reserved. | ||
# | ||
# 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 3 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, see <http://www.gnu.org/licenses/>. | ||
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import time | ||
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import pyscf | ||
from pyscf import lib | ||
from pyscf.geomopt.geometric_solver import optimize | ||
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from gpu4pyscf.dft import rks | ||
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lib.num_threads(16) | ||
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# Enzalutamide | ||
# https://www.echemi.com/cms/408806.html | ||
# Enzalutamide is an androgen receptor (AR) inhibitor, | ||
# which was launched in 2012 for the treatment of castrated prostate cancer and metastatic hormone-sensitive prostate cancer. | ||
# coords in angstrom, generated by rdkit | ||
atom = ''' | ||
C -0.52489785 0.25103945 -2.93015020 | ||
C -0.50680345 -0.64393976 -1.68199231 | ||
C -1.91157268 -0.53966994 -1.07689036 | ||
O -2.89596008 -1.08758214 -1.56376930 | ||
N -1.87455596 0.28604347 0.02890000 | ||
C -0.55589417 0.64601028 0.30659520 | ||
S -0.03771290 1.85199711 1.35883674 | ||
N 0.28457771 -0.08561063 -0.58428830 | ||
C 1.69095398 -0.30104521 -0.44016185 | ||
C 2.53850590 -0.42689013 -1.54537828 | ||
C 3.90805921 -0.65833698 -1.38306826 | ||
C 4.46679033 -0.77942388 -0.11616884 | ||
C 3.63537497 -0.68825726 1.00120202 | ||
C 2.26303281 -0.45702036 0.83390378 | ||
C 5.91434343 -1.04523359 0.03306867 | ||
O 6.48698930 -1.82113253 -0.71992937 | ||
N 6.53927381 -0.36651782 1.06132882 | ||
C 7.96812247 -0.45662800 1.23170297 | ||
F 4.66727037 -0.72425525 -2.48600744 | ||
C -3.05365343 0.62887069 0.75835844 | ||
C -4.27570462 0.82269353 0.09079407 | ||
C -5.46414648 1.14892461 0.78005884 | ||
C -5.42793076 1.27078784 2.17688071 | ||
C -4.22194909 1.06521787 2.85487200 | ||
C -3.05316878 0.74497593 2.15329820 | ||
C -6.60149929 1.59446376 2.93995702 | ||
N -7.54355554 1.85428697 3.56412460 | ||
C -6.74928175 1.36174974 0.01633060 | ||
F -7.27014744 2.60177958 0.21630004 | ||
F -6.60372258 1.23850678 -1.33208742 | ||
F -7.71631245 0.47409741 0.36837460 | ||
C -0.22537027 -2.11184985 -2.01127572 | ||
H -0.73323150 1.29620611 -2.67177714 | ||
H 0.42028392 0.23270869 -3.47581552 | ||
H -1.30449790 -0.07030990 -3.63124037 | ||
H 2.18898530 -0.32226984 -2.56341479 | ||
H 4.03255894 -0.83066806 2.00353550 | ||
H 1.64713582 -0.45176503 1.73036295 | ||
H 6.06116959 0.41424928 1.49170789 | ||
H 8.45082885 0.17225656 0.47895774 | ||
H 8.22197650 -0.09849639 2.23196987 | ||
H 8.30061119 -1.49102468 1.10983334 | ||
H -4.31936045 0.74694915 -0.99665531 | ||
H -4.18054201 1.14208036 3.94151726 | ||
H -2.15934732 0.54471490 2.73896838 | ||
H -0.25324848 -2.73066872 -1.10671674 | ||
H -0.97426928 -2.51384795 -2.70351794 | ||
H 0.75149209 -2.25342097 -2.48143483 | ||
''' | ||
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xc = 'HYB_MGGA_XC_WB97M_V' | ||
bas = 'def2-tzvpp' | ||
auxbasis = 'def2-tzvpp-jkfit' | ||
scf_tol = 1e-10 | ||
max_scf_cycles = 200 | ||
screen_tol = 1e-14 | ||
grids_level = 3 | ||
mol = pyscf.M(atom=atom, basis=bas, max_memory=120000) | ||
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mol.verbose = 1 | ||
mf_GPU = rks.RKS(mol, xc=xc, disp=None).density_fit(auxbasis=auxbasis) | ||
mf_GPU.grids.level = grids_level | ||
mf_GPU.conv_tol = scf_tol | ||
mf_GPU.max_cycle = max_scf_cycles | ||
mf_GPU.screen_tol = screen_tol | ||
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gradients = [] | ||
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def callback(envs): | ||
gradients.append(envs['gradients']) | ||
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start_time = time.time() | ||
mol_eq = optimize( | ||
mf_GPU, | ||
maxsteps=500000000, | ||
constraints='geometric_scan.txt', # atom index is 1-based in this file | ||
callback=callback) | ||
print("Optimized coordinate:") | ||
print(mol_eq.atom_coords()) | ||
print(time.time() - start_time) |
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import re | ||
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import matplotlib.pyplot as plt | ||
import numpy as np | ||
from matplotlib.ticker import MaxNLocator | ||
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def parse_results(): | ||
with open('scan-final.xyz', 'r') as file: | ||
# Read all lines in the file | ||
lines = file.readlines() | ||
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# List to hold lines containing 'Dihedral' | ||
dihedral_lines = [] | ||
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# Loop through each line in the file | ||
for line in lines: | ||
# If 'Dihedral' is found in the line, add it to the list | ||
if re.search('Dihedral', line, re.IGNORECASE): | ||
dihedral_lines.append(line.rstrip()) | ||
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records = [] | ||
for dl in dihedral_lines: | ||
cycle_txt, dihedral_txt, iteration_energy_txt = dl.split(';') | ||
iteration_txt, energy_txt = iteration_energy_txt.split('Energy') | ||
dihedral_degree = float(dihedral_txt.strip().split(' ')[-1]) | ||
iteration_number = int(iteration_txt.strip().split(' ')[-1]) | ||
energy_hartree = float(energy_txt.split(' ')[-1]) | ||
cycle_number = int(cycle_txt.strip().split('/')[0].split(' ')[-1]) | ||
records.append( | ||
[cycle_number, dihedral_degree, iteration_number, energy_hartree]) | ||
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return records | ||
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def plot_scan(records: list): | ||
degrees = [x[1] for x in records] | ||
iteration_numbers = [x[2] for x in records] | ||
hartree = [x[3] for x in records] | ||
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fig, ax1 = plt.subplots() | ||
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color = 'tab:red' | ||
ax1.set_xlabel('Dihedral (degree)') | ||
ax1.set_ylabel('Energy (kcal/mol)', color=color) | ||
ax1.plot(degrees, | ||
627.5096080305927 * (hartree - np.min(hartree)), | ||
'x-', | ||
color=color) | ||
ax1.tick_params(axis='y', labelcolor=color) | ||
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ax2 = ax1.twinx() | ||
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color = 'tab:blue' | ||
ax2.set_ylabel('Geometric Optimization Iterations', | ||
color=color) # we already handled the x-label with ax1 | ||
ax2.plot(degrees, iteration_numbers, 'o-', color=color) | ||
ax2.tick_params(axis='y', labelcolor=color) | ||
ax2.yaxis.set_major_locator(MaxNLocator(integer=True)) | ||
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plt.title('Energy and Geometric Optimization Iterations') | ||
fig.tight_layout() # to adjust subplots to fit into the figure area. | ||
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plt.savefig('scan_result.png', dpi=150) | ||
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def main(): | ||
records = parse_results() | ||
plot_scan(records) | ||
for r in records: | ||
print(r) | ||
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main() |