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Open Source Chemistry Library
package com.actelion.research.chem.conf;
import com.actelion.research.chem.Molecule;
import com.actelion.research.chem.StereoMolecule;
public class MolecularFlexibilityCalculator {
public MolecularFlexibilityCalculator() {
TorsionDB.initialize(TorsionDB.MODE_ANGLES);
}
/**
* Calculates a molecular flexibility as a value from 0.0 to 1.0 considering torsion statistics
* derived from the CSD database (torsion maxima, frequencies, and 50% intervals) of rotatable bonds.
* It also considers the effect that a specific torsion has on the overall geometry of the
* molecule, i.e. central bonds are weighted higher than those in the periphery.
* Currently it is assumed that the mol consists of one(!!!) fragment only.
*
* In more detail the following steps are done:
* -- relevant rotatable bonds are determined, i.e. single bonds, which are not in a ring with less than 6 members,
* where both atoms are sp2 or sp3 and carry at least one more non-hydrogen neighbor,
* which are not symmetrically redundant, and those where a torsion change modifies the relative location of atoms.
* For chains of conjugated triple bonds the following applies:
* If at least one terminal sp2/sp3 atom has no external neighbor, then no single bond is considered rotatable.
* Otherwise that terminal single bond connecting the smaller substituent is considered the only rotatable bond
* of the linear atom strand.
* -- the local environment of any rotatable bonds is characterized by its first and second shell of neighbours plus
* various properties as ring membership, aromaticity, stereo configuration, if applicable, etc.
* -- a bond specific flexibility value is calculated from the torsion angle histogram of equivalent bonds
* within any high-resolution x-ray structures of the CSD database. (in the rare cases with no CSD precedents
* the histogram is roughly predicted). Frequency distributions with wide and multiple distribution maxima of
* similar heights receive the local flexibility values around close to 1.0 while histograms with one narrow single
* peak are close to 0.0.
* -- a weighting factor is assigned to every rotatable bond as follows:
* - for ring bonds: factor=0.33, since ring bonds cannot be changed without affecting typically two other rings bonds
* - other bonds: factor=sqrt(2.0 * smallerSideNonHydrogenAtomCount / moleculeNonHydrogenAtomCount)
* -- from the number of all bonds, rotatabale bonds, their specific flexibility values and weighting factor an
* overall flexibility value is calculated with a non-linear incremental approach.
* @param mol one molecular fragment(!)
* @return
*/
public float calculateMolecularFlexibility(StereoMolecule mol) {
mol.ensureHelperArrays(Molecule.cHelperRings);
if (mol.getAtoms() == 0)
return 0f;
boolean[] isRotatableBond = new boolean[mol.getBonds()];
int rotatableBondCount = TorsionDB.findRotatableBonds(mol, false, isRotatableBond);
if (rotatableBondCount == 0)
return 0f;
// calculate flexibility values of individual rotatable bonds
float[] bondFlexibility = new float[mol.getBonds()];
for (int bond=0; bond
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