Combine 2 molecules in 3D by sample.
Project description
CombineMols3D
Combine 2 molecules in 3D by sample.
Overview of the combination process.How it works?
In short, it could be summarized into 2 steps:
- Translation:
- The new bond length is determined by the summation of the covalent radii of the two atoms.
- Set one atom as the central of a sphere, sample positions on this sphere and calculate the repulsion between the new addon to the whole molecule. (The repulsion is measured by the summation of the inverse distance.)
- Choose the minimum repulsion position and translate the whole addon molecule as a rigid body.
- Rotation:
- Set the bonded site as center and the nearest neighbor as rotation axes. Rotate the addon molecule as a rigid body
- Sample rotation angles to minimize the repulsion between the addon molecule to the main molecule. (Again, the repulsion is measured by the summation of the inverse distance.)
- Choose the minimum repulsion image and this is the final combination state.
Install
pip install combinemols3d
Usage
- Prepare your to-be-bonded molecules as
ase.Atoms
object. (Readase
documentation for format manipulation.) - Determine which sites to be bonded together. (dummy sites)
- Combine them by eliminate the dummy sites.
from ase.visualize import view
from ase.build.molecule import molecule
from combinemols3d.CombineMols3D import combine_2_mols_with_dummy, combine_2_mols
main_mol = molecule('C7NH5')
sub_mol = molecule('BDA')
view(main_mol)
view(sub_mol)
final_mol = combine_2_mols_with_dummy(molecule_1=main_mol.copy(), molecule_2=sub_mol.copy(),
dummy_atom_index_1=11, dummy_atom_index_2=6)
view(final_mol)
If you don't want to eliminate the dummy sites, use the combine_2_mols
instead:
final_mol = combine_2_mols(molecule_1=main_mol, molecule_2=sub_mol,
tgt_atom_1_index=11, tgt_atom_2_index=6)
view(final_mol)
Other parameters are same for the two functions:
-
Conformation related:
-
skin
: to get a proper bond length for the new bond. Here we adopt the covalent radii method. A skin parameter is added to finetune the bond length, though it is 0 by default.$R(\mathrm{AB})=r(\mathrm{A})+r(\mathrm{B})+skin$
-
cutoff_mult
: there are several places to detect neighbors for a specific atom. By default, it isnatural cutoff
as follow equation:$DetectRange(\mathrm{AB})=r(\mathrm{A})+r(\mathrm{B})+0.3$
We can enlarge our search scope to multiply the
natural cutoff
as follow equation:$DetectRange(\mathrm{AB})=cutoff mult*(r(\mathrm{A})+r(\mathrm{B})+0.3)$
-
-
Performance related:
sample_times
: how many times to sample addon positions in translation and angles in rotation.rotation_times
: In the rotation stage, we will rotate the whole addon molecule as a rigid body. The orientations of the addon site to its neighbors are taken as fixed rotation axes. How many neighbors to be considered could be performance critical.
Note
Contact me: 1660810667@qq.com
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