dockonsurf / modules / xyz2mol.py @ a44ad3c2
Historique | Voir | Annoter | Télécharger (21,01 ko)
1 |
"""
|
---|---|
2 |
Module for generating rdkit molobj/smiles/molecular graph from free atoms
|
3 |
|
4 |
Implementation by Jan H. Jensen, based on the paper
|
5 |
|
6 |
Yeonjoon Kim and Woo Youn Kim
|
7 |
"Universal Structure Conversion Method for Organic Molecules: From Atomic Connectivity
|
8 |
to Three-Dimensional Geometry"
|
9 |
Bull. Korean Chem. Soc. 2015, Vol. 36, 1769-1777
|
10 |
DOI: 10.1002/bkcs.10334
|
11 |
|
12 |
"""
|
13 |
|
14 |
import copy |
15 |
import itertools |
16 |
|
17 |
from rdkit.Chem import rdmolops |
18 |
try:
|
19 |
from rdkit.Chem import rdEHTTools #requires RDKit 2019.9.1 or later |
20 |
except ImportError: |
21 |
rdEHTTools = None
|
22 |
|
23 |
from collections import defaultdict |
24 |
|
25 |
import numpy as np |
26 |
import networkx as nx |
27 |
|
28 |
from rdkit import Chem |
29 |
from rdkit.Chem import AllChem, rdmolops |
30 |
|
31 |
global __ATOM_LIST__
|
32 |
__ATOM_LIST__ = \ |
33 |
['h', 'he', |
34 |
'li', 'be', 'b', 'c', 'n', 'o', 'f', 'ne', |
35 |
'na', 'mg', 'al', 'si', 'p', 's', 'cl', 'ar', |
36 |
'k', 'ca', 'sc', 'ti', 'v ', 'cr', 'mn', 'fe', 'co', 'ni', 'cu', |
37 |
'zn', 'ga', 'ge', 'as', 'se', 'br', 'kr', |
38 |
'rb', 'sr', 'y', 'zr', 'nb', 'mo', 'tc', 'ru', 'rh', 'pd', 'ag', |
39 |
'cd', 'in', 'sn', 'sb', 'te', 'i', 'xe', |
40 |
'cs', 'ba', 'la', 'ce', 'pr', 'nd', 'pm', 'sm', 'eu', 'gd', 'tb', 'dy', |
41 |
'ho', 'er', 'tm', 'yb', 'lu', 'hf', 'ta', 'w', 're', 'os', 'ir', 'pt', |
42 |
'au', 'hg', 'tl', 'pb', 'bi', 'po', 'at', 'rn', |
43 |
'fr', 'ra', 'ac', 'th', 'pa', 'u', 'np', 'pu'] |
44 |
|
45 |
|
46 |
global atomic_valence
|
47 |
global atomic_valence_electrons
|
48 |
|
49 |
atomic_valence = defaultdict(list)
|
50 |
atomic_valence[1] = [1] |
51 |
atomic_valence[6] = [4] |
52 |
atomic_valence[7] = [3,4] |
53 |
atomic_valence[8] = [2,1] |
54 |
atomic_valence[9] = [1] |
55 |
atomic_valence[14] = [4] |
56 |
atomic_valence[15] = [5,3] #[5,4,3] |
57 |
atomic_valence[16] = [6,3,2] #[6,4,2] |
58 |
atomic_valence[17] = [1] |
59 |
atomic_valence[32] = [4] |
60 |
atomic_valence[35] = [1] |
61 |
atomic_valence[53] = [1] |
62 |
|
63 |
atomic_valence_electrons = {} |
64 |
atomic_valence_electrons[1] = 1 |
65 |
atomic_valence_electrons[6] = 4 |
66 |
atomic_valence_electrons[7] = 5 |
67 |
atomic_valence_electrons[8] = 6 |
68 |
atomic_valence_electrons[9] = 7 |
69 |
atomic_valence_electrons[14] = 4 |
70 |
atomic_valence_electrons[15] = 5 |
71 |
atomic_valence_electrons[16] = 6 |
72 |
atomic_valence_electrons[17] = 7 |
73 |
atomic_valence_electrons[32] = 4 |
74 |
atomic_valence_electrons[35] = 7 |
75 |
atomic_valence_electrons[53] = 7 |
76 |
|
77 |
|
78 |
def str_atom(atom): |
79 |
"""
|
80 |
convert integer atom to string atom
|
81 |
"""
|
82 |
global __ATOM_LIST__
|
83 |
atom = __ATOM_LIST__[atom - 1]
|
84 |
return atom
|
85 |
|
86 |
|
87 |
def int_atom(atom): |
88 |
"""
|
89 |
convert str atom to integer atom
|
90 |
"""
|
91 |
global __ATOM_LIST__
|
92 |
# print(atom)
|
93 |
atom = atom.lower() |
94 |
return __ATOM_LIST__.index(atom) + 1 |
95 |
|
96 |
|
97 |
def get_UA(maxValence_list, valence_list): |
98 |
"""
|
99 |
"""
|
100 |
UA = [] |
101 |
DU = [] |
102 |
for i, (maxValence, valence) in enumerate(zip(maxValence_list, valence_list)): |
103 |
if not maxValence - valence > 0: |
104 |
continue
|
105 |
UA.append(i) |
106 |
DU.append(maxValence - valence) |
107 |
return UA, DU
|
108 |
|
109 |
|
110 |
def get_BO(AC, UA, DU, valences, UA_pairs, use_graph=True): |
111 |
"""
|
112 |
"""
|
113 |
BO = AC.copy() |
114 |
DU_save = [] |
115 |
|
116 |
while DU_save != DU:
|
117 |
for i, j in UA_pairs: |
118 |
BO[i, j] += 1
|
119 |
BO[j, i] += 1
|
120 |
|
121 |
BO_valence = list(BO.sum(axis=1)) |
122 |
DU_save = copy.copy(DU) |
123 |
UA, DU = get_UA(valences, BO_valence) |
124 |
UA_pairs = get_UA_pairs(UA, AC, use_graph=use_graph)[0]
|
125 |
|
126 |
return BO
|
127 |
|
128 |
|
129 |
def valences_not_too_large(BO, valences): |
130 |
"""
|
131 |
"""
|
132 |
number_of_bonds_list = BO.sum(axis=1)
|
133 |
for valence, number_of_bonds in zip(valences, number_of_bonds_list): |
134 |
if number_of_bonds > valence:
|
135 |
return False |
136 |
|
137 |
return True |
138 |
|
139 |
|
140 |
def BO_is_OK(BO, AC, charge, DU, atomic_valence_electrons, atoms, valances, |
141 |
allow_charged_fragments=True):
|
142 |
"""
|
143 |
Sanity of bond-orders
|
144 |
|
145 |
args:
|
146 |
BO -
|
147 |
AC -
|
148 |
charge -
|
149 |
DU -
|
150 |
|
151 |
|
152 |
optional
|
153 |
allow_charges_fragments -
|
154 |
|
155 |
|
156 |
returns:
|
157 |
boolean - true of molecule is OK, false if not
|
158 |
"""
|
159 |
|
160 |
if not valences_not_too_large(BO, valances): |
161 |
return False |
162 |
|
163 |
# total charge
|
164 |
Q = 0
|
165 |
|
166 |
# charge fragment list
|
167 |
q_list = [] |
168 |
|
169 |
if allow_charged_fragments:
|
170 |
|
171 |
BO_valences = list(BO.sum(axis=1)) |
172 |
for i, atom in enumerate(atoms): |
173 |
q = get_atomic_charge(atom, atomic_valence_electrons[atom], BO_valences[i]) |
174 |
Q += q |
175 |
if atom == 6: |
176 |
number_of_single_bonds_to_C = list(BO[i, :]).count(1) |
177 |
if number_of_single_bonds_to_C == 2 and BO_valences[i] == 2: |
178 |
Q += 1
|
179 |
q = 2
|
180 |
if number_of_single_bonds_to_C == 3 and Q + 1 < charge: |
181 |
Q += 2
|
182 |
q = 1
|
183 |
|
184 |
if q != 0: |
185 |
q_list.append(q) |
186 |
|
187 |
check_sum = (BO - AC).sum() == sum(DU)
|
188 |
check_charge = charge == Q |
189 |
# check_len = len(q_list) <= abs(charge)
|
190 |
|
191 |
if check_sum and check_charge: |
192 |
return True |
193 |
|
194 |
return False |
195 |
|
196 |
|
197 |
def get_atomic_charge(atom, atomic_valence_electrons, BO_valence): |
198 |
"""
|
199 |
"""
|
200 |
|
201 |
if atom == 1: |
202 |
charge = 1 - BO_valence
|
203 |
elif atom == 5: |
204 |
charge = 3 - BO_valence
|
205 |
elif atom == 15 and BO_valence == 5: |
206 |
charge = 0
|
207 |
elif atom == 16 and BO_valence == 6: |
208 |
charge = 0
|
209 |
else:
|
210 |
charge = atomic_valence_electrons - 8 + BO_valence
|
211 |
|
212 |
return charge
|
213 |
|
214 |
|
215 |
def clean_charges(mol): |
216 |
"""
|
217 |
This hack should not be needed anymore, but is kept just in case
|
218 |
|
219 |
"""
|
220 |
|
221 |
Chem.SanitizeMol(mol) |
222 |
#rxn_smarts = ['[N+:1]=[*:2]-[C-:3]>>[N+0:1]-[*:2]=[C-0:3]',
|
223 |
# '[N+:1]=[*:2]-[O-:3]>>[N+0:1]-[*:2]=[O-0:3]',
|
224 |
# '[N+:1]=[*:2]-[*:3]=[*:4]-[O-:5]>>[N+0:1]-[*:2]=[*:3]-[*:4]=[O-0:5]',
|
225 |
# '[#8:1]=[#6:2]([!-:6])[*:3]=[*:4][#6-:5]>>[*-:1][*:2]([*:6])=[*:3][*:4]=[*+0:5]',
|
226 |
# '[O:1]=[c:2][c-:3]>>[*-:1][*:2][*+0:3]',
|
227 |
# '[O:1]=[C:2][C-:3]>>[*-:1][*:2]=[*+0:3]']
|
228 |
|
229 |
rxn_smarts = ['[#6,#7:1]1=[#6,#7:2][#6,#7:3]=[#6,#7:4][CX3-,NX3-:5][#6,#7:6]1=[#6,#7:7]>>'
|
230 |
'[#6,#7:1]1=[#6,#7:2][#6,#7:3]=[#6,#7:4][-0,-0:5]=[#6,#7:6]1[#6-,#7-:7]',
|
231 |
'[#6,#7:1]1=[#6,#7:2][#6,#7:3](=[#6,#7:4])[#6,#7:5]=[#6,#7:6][CX3-,NX3-:7]1>>'
|
232 |
'[#6,#7:1]1=[#6,#7:2][#6,#7:3]([#6-,#7-:4])=[#6,#7:5][#6,#7:6]=[-0,-0:7]1']
|
233 |
|
234 |
fragments = Chem.GetMolFrags(mol,asMols=True,sanitizeFrags=False) |
235 |
|
236 |
for i, fragment in enumerate(fragments): |
237 |
for smarts in rxn_smarts: |
238 |
patt = Chem.MolFromSmarts(smarts.split(">>")[0]) |
239 |
while fragment.HasSubstructMatch(patt):
|
240 |
rxn = AllChem.ReactionFromSmarts(smarts) |
241 |
ps = rxn.RunReactants((fragment,)) |
242 |
fragment = ps[0][0] |
243 |
Chem.SanitizeMol(fragment) |
244 |
if i == 0: |
245 |
mol = fragment |
246 |
else:
|
247 |
mol = Chem.CombineMols(mol, fragment) |
248 |
|
249 |
return mol
|
250 |
|
251 |
|
252 |
def BO2mol(mol, BO_matrix, atoms, atomic_valence_electrons, |
253 |
mol_charge, allow_charged_fragments=True):
|
254 |
"""
|
255 |
based on code written by Paolo Toscani
|
256 |
|
257 |
From bond order, atoms, valence structure and total charge, generate an
|
258 |
rdkit molecule.
|
259 |
|
260 |
args:
|
261 |
mol - rdkit molecule
|
262 |
BO_matrix - bond order matrix of molecule
|
263 |
atoms - list of integer atomic symbols
|
264 |
atomic_valence_electrons -
|
265 |
mol_charge - total charge of molecule
|
266 |
|
267 |
optional:
|
268 |
allow_charged_fragments - bool - allow charged fragments
|
269 |
|
270 |
returns
|
271 |
mol - updated rdkit molecule with bond connectivity
|
272 |
|
273 |
"""
|
274 |
|
275 |
l = len(BO_matrix)
|
276 |
l2 = len(atoms)
|
277 |
BO_valences = list(BO_matrix.sum(axis=1)) |
278 |
|
279 |
if (l != l2):
|
280 |
raise RuntimeError('sizes of adjMat ({0:d}) and Atoms {1:d} differ'.format(l, l2)) |
281 |
|
282 |
rwMol = Chem.RWMol(mol) |
283 |
|
284 |
bondTypeDict = { |
285 |
1: Chem.BondType.SINGLE,
|
286 |
2: Chem.BondType.DOUBLE,
|
287 |
3: Chem.BondType.TRIPLE
|
288 |
} |
289 |
|
290 |
for i in range(l): |
291 |
for j in range(i + 1, l): |
292 |
bo = int(round(BO_matrix[i, j])) |
293 |
if (bo == 0): |
294 |
continue
|
295 |
bt = bondTypeDict.get(bo, Chem.BondType.SINGLE) |
296 |
rwMol.AddBond(i, j, bt) |
297 |
|
298 |
mol = rwMol.GetMol() |
299 |
|
300 |
if allow_charged_fragments:
|
301 |
mol = set_atomic_charges( |
302 |
mol, |
303 |
atoms, |
304 |
atomic_valence_electrons, |
305 |
BO_valences, |
306 |
BO_matrix, |
307 |
mol_charge) |
308 |
else:
|
309 |
mol = set_atomic_radicals(mol, atoms, atomic_valence_electrons, BO_valences) |
310 |
|
311 |
return mol
|
312 |
|
313 |
|
314 |
def set_atomic_charges(mol, atoms, atomic_valence_electrons, |
315 |
BO_valences, BO_matrix, mol_charge): |
316 |
"""
|
317 |
"""
|
318 |
q = 0
|
319 |
for i, atom in enumerate(atoms): |
320 |
a = mol.GetAtomWithIdx(i) |
321 |
charge = get_atomic_charge(atom, atomic_valence_electrons[atom], BO_valences[i]) |
322 |
q += charge |
323 |
if atom == 6: |
324 |
number_of_single_bonds_to_C = list(BO_matrix[i, :]).count(1) |
325 |
if number_of_single_bonds_to_C == 2 and BO_valences[i] == 2: |
326 |
q += 1
|
327 |
charge = 0
|
328 |
if number_of_single_bonds_to_C == 3 and q + 1 < mol_charge: |
329 |
q += 2
|
330 |
charge = 1
|
331 |
|
332 |
if (abs(charge) > 0): |
333 |
a.SetFormalCharge(int(charge))
|
334 |
|
335 |
mol = clean_charges(mol) |
336 |
|
337 |
return mol
|
338 |
|
339 |
|
340 |
def set_atomic_radicals(mol, atoms, atomic_valence_electrons, BO_valences): |
341 |
"""
|
342 |
|
343 |
The number of radical electrons = absolute atomic charge
|
344 |
|
345 |
"""
|
346 |
for i, atom in enumerate(atoms): |
347 |
a = mol.GetAtomWithIdx(i) |
348 |
charge = get_atomic_charge( |
349 |
atom, |
350 |
atomic_valence_electrons[atom], |
351 |
BO_valences[i]) |
352 |
|
353 |
if (abs(charge) > 0): |
354 |
a.SetNumRadicalElectrons(abs(int(charge))) |
355 |
|
356 |
return mol
|
357 |
|
358 |
|
359 |
def get_bonds(UA, AC): |
360 |
"""
|
361 |
|
362 |
"""
|
363 |
bonds = [] |
364 |
|
365 |
for k, i in enumerate(UA): |
366 |
for j in UA[k + 1:]: |
367 |
if AC[i, j] == 1: |
368 |
bonds.append(tuple(sorted([i, j]))) |
369 |
|
370 |
return bonds
|
371 |
|
372 |
|
373 |
def get_UA_pairs(UA, AC, use_graph=True): |
374 |
"""
|
375 |
|
376 |
"""
|
377 |
|
378 |
bonds = get_bonds(UA, AC) |
379 |
|
380 |
if len(bonds) == 0: |
381 |
return [()]
|
382 |
|
383 |
if use_graph:
|
384 |
G = nx.Graph() |
385 |
G.add_edges_from(bonds) |
386 |
UA_pairs = [list(nx.max_weight_matching(G))]
|
387 |
return UA_pairs
|
388 |
|
389 |
max_atoms_in_combo = 0
|
390 |
UA_pairs = [()] |
391 |
for combo in list(itertools.combinations(bonds, int(len(UA) / 2))): |
392 |
flat_list = [item for sublist in combo for item in sublist] |
393 |
atoms_in_combo = len(set(flat_list)) |
394 |
if atoms_in_combo > max_atoms_in_combo:
|
395 |
max_atoms_in_combo = atoms_in_combo |
396 |
UA_pairs = [combo] |
397 |
|
398 |
elif atoms_in_combo == max_atoms_in_combo:
|
399 |
UA_pairs.append(combo) |
400 |
|
401 |
return UA_pairs
|
402 |
|
403 |
|
404 |
def AC2BO(AC, atoms, charge, allow_charged_fragments=True, use_graph=True): |
405 |
"""
|
406 |
|
407 |
implemenation of algorithm shown in Figure 2
|
408 |
|
409 |
UA: unsaturated atoms
|
410 |
|
411 |
DU: degree of unsaturation (u matrix in Figure)
|
412 |
|
413 |
best_BO: Bcurr in Figure
|
414 |
|
415 |
"""
|
416 |
|
417 |
global atomic_valence
|
418 |
global atomic_valence_electrons
|
419 |
|
420 |
# make a list of valences, e.g. for CO: [[4],[2,1]]
|
421 |
valences_list_of_lists = [] |
422 |
AC_valence = list(AC.sum(axis=1)) |
423 |
for atomicNum in atoms: |
424 |
valences_list_of_lists.append(atomic_valence[atomicNum]) |
425 |
|
426 |
# convert [[4],[2,1]] to [[4,2],[4,1]]
|
427 |
valences_list = itertools.product(*valences_list_of_lists) |
428 |
|
429 |
best_BO = AC.copy() |
430 |
|
431 |
for valences in valences_list: |
432 |
|
433 |
UA, DU_from_AC = get_UA(valences, AC_valence) |
434 |
|
435 |
check_len = (len(UA) == 0) |
436 |
if check_len:
|
437 |
check_bo = BO_is_OK(AC, AC, charge, DU_from_AC, |
438 |
atomic_valence_electrons, atoms, valences, |
439 |
allow_charged_fragments=allow_charged_fragments) |
440 |
else:
|
441 |
check_bo = None
|
442 |
|
443 |
if check_len and check_bo: |
444 |
return AC, atomic_valence_electrons
|
445 |
|
446 |
UA_pairs_list = get_UA_pairs(UA, AC, use_graph=use_graph) |
447 |
for UA_pairs in UA_pairs_list: |
448 |
BO = get_BO(AC, UA, DU_from_AC, valences, UA_pairs, use_graph=use_graph) |
449 |
status = BO_is_OK(BO, AC, charge, DU_from_AC, |
450 |
atomic_valence_electrons, atoms, valences, |
451 |
allow_charged_fragments=allow_charged_fragments) |
452 |
|
453 |
if status:
|
454 |
return BO, atomic_valence_electrons
|
455 |
|
456 |
elif BO.sum() >= best_BO.sum() and valences_not_too_large(BO, valences): |
457 |
best_BO = BO.copy() |
458 |
|
459 |
return best_BO, atomic_valence_electrons
|
460 |
|
461 |
|
462 |
def AC2mol(mol, AC, atoms, charge, allow_charged_fragments=True, use_graph=True): |
463 |
"""
|
464 |
"""
|
465 |
|
466 |
# convert AC matrix to bond order (BO) matrix
|
467 |
BO, atomic_valence_electrons = AC2BO( |
468 |
AC, |
469 |
atoms, |
470 |
charge, |
471 |
allow_charged_fragments=allow_charged_fragments, |
472 |
use_graph=use_graph) |
473 |
|
474 |
# add BO connectivity and charge info to mol object
|
475 |
mol = BO2mol( |
476 |
mol, |
477 |
BO, |
478 |
atoms, |
479 |
atomic_valence_electrons, |
480 |
charge, |
481 |
allow_charged_fragments=allow_charged_fragments) |
482 |
|
483 |
return mol
|
484 |
|
485 |
|
486 |
def get_proto_mol(atoms): |
487 |
"""
|
488 |
"""
|
489 |
mol = Chem.MolFromSmarts("[#" + str(atoms[0]) + "]") |
490 |
rwMol = Chem.RWMol(mol) |
491 |
for i in range(1, len(atoms)): |
492 |
a = Chem.Atom(atoms[i]) |
493 |
rwMol.AddAtom(a) |
494 |
|
495 |
mol = rwMol.GetMol() |
496 |
|
497 |
return mol
|
498 |
|
499 |
|
500 |
def read_xyz_file(filename, look_for_charge=True): |
501 |
"""
|
502 |
"""
|
503 |
|
504 |
atomic_symbols = [] |
505 |
xyz_coordinates = [] |
506 |
charge = 0
|
507 |
title = ""
|
508 |
|
509 |
with open(filename, "r") as file: |
510 |
for line_number, line in enumerate(file): |
511 |
if line_number == 0: |
512 |
num_atoms = int(line)
|
513 |
elif line_number == 1: |
514 |
title = line |
515 |
if "charge=" in line: #TODO: More flexible charge declaration |
516 |
charge = int(line.split("=")[1]) |
517 |
else:
|
518 |
atomic_symbol, x, y, z = line.split() |
519 |
atomic_symbols.append(atomic_symbol) |
520 |
xyz_coordinates.append([float(x), float(y), float(z)]) |
521 |
|
522 |
atoms = [int_atom(atom) for atom in atomic_symbols] |
523 |
|
524 |
return atoms, charge, xyz_coordinates
|
525 |
|
526 |
|
527 |
def xyz2AC(atoms, xyz, charge, use_huckel=False): |
528 |
"""
|
529 |
|
530 |
atoms and coordinates to atom connectivity (AC)
|
531 |
|
532 |
args:
|
533 |
atoms - int atom types
|
534 |
xyz - coordinates
|
535 |
charge - molecule charge
|
536 |
|
537 |
optional:
|
538 |
use_huckel - Use Huckel method for atom connecitivty
|
539 |
|
540 |
returns
|
541 |
ac - atom connectivity matrix
|
542 |
mol - rdkit molecule
|
543 |
|
544 |
"""
|
545 |
|
546 |
if use_huckel:
|
547 |
return xyz2AC_huckel(atoms, xyz, charge)
|
548 |
else:
|
549 |
return xyz2AC_vdW(atoms, xyz)
|
550 |
|
551 |
|
552 |
def xyz2AC_vdW(atoms, xyz): |
553 |
|
554 |
# Get mol template
|
555 |
mol = get_proto_mol(atoms) |
556 |
|
557 |
# Set coordinates
|
558 |
conf = Chem.Conformer(mol.GetNumAtoms()) |
559 |
for i in range(mol.GetNumAtoms()): |
560 |
conf.SetAtomPosition(i, (xyz[i][0], xyz[i][1], xyz[i][2])) |
561 |
mol.AddConformer(conf) |
562 |
|
563 |
AC = get_AC(mol) |
564 |
|
565 |
return AC, mol
|
566 |
|
567 |
|
568 |
def get_AC(mol, covalent_factor=1.3): |
569 |
"""
|
570 |
|
571 |
Generate adjacent matrix from atoms and coordinates.
|
572 |
|
573 |
AC is a (num_atoms, num_atoms) matrix with 1 being covalent bond and 0 is not
|
574 |
|
575 |
|
576 |
covalent_factor - 1.3 is an arbitrary factor
|
577 |
|
578 |
args:
|
579 |
mol - rdkit molobj with 3D conformer
|
580 |
|
581 |
optional
|
582 |
covalent_factor - increase covalent bond length threshold with facto
|
583 |
|
584 |
returns:
|
585 |
AC - adjacent matrix
|
586 |
|
587 |
"""
|
588 |
|
589 |
# Calculate distance matrix
|
590 |
dMat = Chem.Get3DDistanceMatrix(mol) |
591 |
|
592 |
pt = Chem.GetPeriodicTable() |
593 |
num_atoms = mol.GetNumAtoms() |
594 |
AC = np.zeros((num_atoms, num_atoms), dtype=int)
|
595 |
|
596 |
for i in range(num_atoms): |
597 |
a_i = mol.GetAtomWithIdx(i) |
598 |
Rcov_i = pt.GetRcovalent(a_i.GetAtomicNum()) * covalent_factor |
599 |
for j in range(i + 1, num_atoms): |
600 |
a_j = mol.GetAtomWithIdx(j) |
601 |
Rcov_j = pt.GetRcovalent(a_j.GetAtomicNum()) * covalent_factor |
602 |
if dMat[i, j] <= Rcov_i + Rcov_j:
|
603 |
AC[i, j] = 1
|
604 |
AC[j, i] = 1
|
605 |
|
606 |
return AC
|
607 |
|
608 |
|
609 |
def xyz2AC_huckel(atomicNumList,xyz,charge): |
610 |
"""
|
611 |
|
612 |
args
|
613 |
atomicNumList - atom type list
|
614 |
xyz - coordinates
|
615 |
charge - molecule charge
|
616 |
|
617 |
returns
|
618 |
ac - atom connectivity
|
619 |
mol - rdkit molecule
|
620 |
|
621 |
"""
|
622 |
mol = get_proto_mol(atomicNumList) |
623 |
|
624 |
conf = Chem.Conformer(mol.GetNumAtoms()) |
625 |
for i in range(mol.GetNumAtoms()): |
626 |
conf.SetAtomPosition(i,(xyz[i][0],xyz[i][1],xyz[i][2])) |
627 |
mol.AddConformer(conf) |
628 |
|
629 |
num_atoms = len(atomicNumList)
|
630 |
AC = np.zeros((num_atoms,num_atoms)).astype(int)
|
631 |
|
632 |
mol_huckel = Chem.Mol(mol) |
633 |
mol_huckel.GetAtomWithIdx(0).SetFormalCharge(charge) #mol charge arbitrarily added to 1st atom |
634 |
|
635 |
passed,result = rdEHTTools.RunMol(mol_huckel) |
636 |
opop = result.GetReducedOverlapPopulationMatrix() |
637 |
tri = np.zeros((num_atoms, num_atoms)) |
638 |
tri[np.tril(np.ones((num_atoms, num_atoms), dtype=bool))] = opop #lower triangular to square matrix |
639 |
for i in range(num_atoms): |
640 |
for j in range(i+1,num_atoms): |
641 |
pair_pop = abs(tri[j,i])
|
642 |
if pair_pop >= 0.15: #arbitry cutoff for bond. May need adjustment |
643 |
AC[i,j] = 1
|
644 |
AC[j,i] = 1
|
645 |
|
646 |
return AC, mol
|
647 |
|
648 |
|
649 |
def chiral_stereo_check(mol): |
650 |
"""
|
651 |
Find and embed chiral information into the model based on the coordinates
|
652 |
|
653 |
args:
|
654 |
mol - rdkit molecule, with embeded conformer
|
655 |
|
656 |
"""
|
657 |
Chem.SanitizeMol(mol) |
658 |
Chem.DetectBondStereochemistry(mol, -1)
|
659 |
Chem.AssignStereochemistry(mol, flagPossibleStereoCenters=True, force=True) |
660 |
Chem.AssignAtomChiralTagsFromStructure(mol, -1)
|
661 |
|
662 |
return
|
663 |
|
664 |
|
665 |
def xyz2mol(atoms, coordinates, |
666 |
charge=0,
|
667 |
allow_charged_fragments=True,
|
668 |
use_graph=True,
|
669 |
use_huckel=False,
|
670 |
embed_chiral=True):
|
671 |
"""
|
672 |
Generate a rdkit molobj from atoms, coordinates and a total_charge.
|
673 |
|
674 |
args:
|
675 |
atoms - list of atom types (int)
|
676 |
coordinates - 3xN Cartesian coordinates
|
677 |
charge - total charge of the system (default: 0)
|
678 |
|
679 |
optional:
|
680 |
allow_charged_fragments - alternatively radicals are made
|
681 |
use_graph - use graph (networkx)
|
682 |
use_huckel - Use Huckel method for atom connectivity prediction
|
683 |
embed_chiral - embed chiral information to the molecule
|
684 |
|
685 |
returns:
|
686 |
mol - rdkit molobj
|
687 |
|
688 |
"""
|
689 |
|
690 |
# Get atom connectivity (AC) matrix, list of atomic numbers, molecular charge,
|
691 |
# and mol object with no connectivity information
|
692 |
# print("atoms variable: ", atoms)
|
693 |
AC, mol = xyz2AC(atoms, coordinates, charge, use_huckel=use_huckel) |
694 |
|
695 |
# Convert AC to bond order matrix and add connectivity and charge info to
|
696 |
# mol object
|
697 |
new_mol = AC2mol(mol, AC, atoms, charge, |
698 |
allow_charged_fragments=allow_charged_fragments, |
699 |
use_graph=use_graph) |
700 |
|
701 |
# Check for stereocenters and chiral centers
|
702 |
if embed_chiral:
|
703 |
chiral_stereo_check(new_mol) |
704 |
|
705 |
return new_mol
|
706 |
|
707 |
|
708 |
def main(): |
709 |
|
710 |
|
711 |
return
|
712 |
|
713 |
|
714 |
if __name__ == "__main__": |
715 |
|
716 |
import argparse |
717 |
|
718 |
parser = argparse.ArgumentParser() # usage='%(prog)s [options] molecule.xyz')
|
719 |
parser.add_argument('structure', metavar='structure', type=str) |
720 |
parser.add_argument('-s', '--sdf', |
721 |
action="store_true",
|
722 |
help="Dump sdf file")
|
723 |
parser.add_argument('--ignore-chiral',
|
724 |
action="store_true",
|
725 |
help="Ignore chiral centers")
|
726 |
parser.add_argument('--no-charged-fragments',
|
727 |
action="store_true",
|
728 |
help="Allow radicals to be made")
|
729 |
parser.add_argument('--no-graph',
|
730 |
action="store_true",
|
731 |
help="Run xyz2mol without networkx dependencies")
|
732 |
|
733 |
# huckel uses extended Huckel bond orders to locate bonds (requires RDKit 2019.9.1 or later)
|
734 |
# otherwise van der Waals radii are used
|
735 |
parser.add_argument('--use-huckel',
|
736 |
action="store_true",
|
737 |
help="Use Huckel method for atom connectivity")
|
738 |
parser.add_argument('-o', '--output-format', |
739 |
action="store",
|
740 |
type=str,
|
741 |
help="Output format [smiles,sdf] (default=sdf)")
|
742 |
parser.add_argument('-c', '--charge', |
743 |
action="store",
|
744 |
metavar="int",
|
745 |
type=int,
|
746 |
help="Total charge of the system")
|
747 |
|
748 |
args = parser.parse_args() |
749 |
|
750 |
# read xyz file
|
751 |
filename = args.structure |
752 |
|
753 |
# allow for charged fragments, alternatively radicals are made
|
754 |
charged_fragments = not args.no_charged_fragments
|
755 |
|
756 |
# quick is faster for large systems but requires networkx
|
757 |
# if you don't want to install networkx set quick=False and
|
758 |
# uncomment 'import networkx as nx' at the top of the file
|
759 |
quick = not args.no_graph
|
760 |
|
761 |
# chiral comment
|
762 |
embed_chiral = not args.ignore_chiral
|
763 |
|
764 |
# read atoms and coordinates. Try to find the charge
|
765 |
atoms, charge, xyz_coordinates = read_xyz_file(filename) |
766 |
|
767 |
# huckel uses extended Huckel bond orders to locate bonds (requires RDKit 2019.9.1 or later)
|
768 |
# otherwise van der Waals radii are used
|
769 |
use_huckel = args.use_huckel |
770 |
|
771 |
# if explicit charge from args, set it
|
772 |
if args.charge is not None: |
773 |
charge = int(args.charge)
|
774 |
|
775 |
# Get the molobj
|
776 |
mol = xyz2mol(atoms, xyz_coordinates, |
777 |
charge=charge, |
778 |
use_graph=quick, |
779 |
allow_charged_fragments=charged_fragments, |
780 |
embed_chiral=embed_chiral, |
781 |
use_huckel=use_huckel) |
782 |
|
783 |
# Print output
|
784 |
if args.output_format == "sdf": |
785 |
txt = Chem.MolToMolBlock(mol) |
786 |
print(txt) |
787 |
|
788 |
else:
|
789 |
# Canonical hack
|
790 |
isomeric_smiles = not args.ignore_chiral
|
791 |
smiles = Chem.MolToSmiles(mol, isomericSmiles=isomeric_smiles) |
792 |
m = Chem.MolFromSmiles(smiles) |
793 |
smiles = Chem.MolToSmiles(m, isomericSmiles=isomeric_smiles) |
794 |
print(smiles) |