/* Portions copyright (c) 2009-2016 Stanford University and Simbios. * Contributors: Peter Eastman * * Permission is hereby granted, free of charge, to any person obtaining * a copy of this software and associated documentation files (the * "Software"), to deal in the Software without restriction, including * without limitation the rights to use, copy, modify, merge, publish, * distribute, sublicense, and/or sell copies of the Software, and to * permit persons to whom the Software is furnished to do so, subject * to the following conditions: * * The above copyright notice and this permission notice shall be included * in all copies or substantial portions of the Software. * * THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS * OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF * MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. * IN NO EVENT SHALL THE AUTHORS, CONTRIBUTORS OR COPYRIGHT HOLDERS BE * LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION * OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION * WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. */ #include #include #include #include "SimTKOpenMMUtilities.h" #include "ReferenceForce.h" #include "ReferenceCustomCompoundBondIxn.h" using std::map; using std::pair; using std::string; using std::stringstream; using std::vector; using namespace OpenMM; /**--------------------------------------------------------------------------------------- ReferenceCustomCompoundBondIxn constructor --------------------------------------------------------------------------------------- */ ReferenceCustomCompoundBondIxn::ReferenceCustomCompoundBondIxn(int numParticlesPerBond, const vector >& bondAtoms, const Lepton::ParsedExpression& energyExpression, const vector& bondParameterNames, const map >& distances, const map >& angles, const map >& dihedrals, const std::vector energyParamDerivExpressions) : bondAtoms(bondAtoms), energyExpression(energyExpression.createCompiledExpression()), usePeriodic(false), energyParamDerivExpressions(energyParamDerivExpressions) { expressionSet.registerExpression(this->energyExpression); for (int i = 0; i < this->energyParamDerivExpressions.size(); i++) expressionSet.registerExpression(this->energyParamDerivExpressions[i]); for (int i = 0; i < numParticlesPerBond; i++) { stringstream xname, yname, zname; xname << 'x' << (i+1); yname << 'y' << (i+1); zname << 'z' << (i+1); particleTerms.push_back(ReferenceCustomCompoundBondIxn::ParticleTermInfo(xname.str(), i, 0, energyExpression.differentiate(xname.str()).createCompiledExpression())); particleTerms.push_back(ReferenceCustomCompoundBondIxn::ParticleTermInfo(yname.str(), i, 1, energyExpression.differentiate(yname.str()).createCompiledExpression())); particleTerms.push_back(ReferenceCustomCompoundBondIxn::ParticleTermInfo(zname.str(), i, 2, energyExpression.differentiate(zname.str()).createCompiledExpression())); } for (map >::const_iterator iter = distances.begin(); iter != distances.end(); ++iter) distanceTerms.push_back(ReferenceCustomCompoundBondIxn::DistanceTermInfo(iter->first, iter->second, energyExpression.differentiate(iter->first).createCompiledExpression())); for (map >::const_iterator iter = angles.begin(); iter != angles.end(); ++iter) angleTerms.push_back(ReferenceCustomCompoundBondIxn::AngleTermInfo(iter->first, iter->second, energyExpression.differentiate(iter->first).createCompiledExpression())); for (map >::const_iterator iter = dihedrals.begin(); iter != dihedrals.end(); ++iter) dihedralTerms.push_back(ReferenceCustomCompoundBondIxn::DihedralTermInfo(iter->first, iter->second, energyExpression.differentiate(iter->first).createCompiledExpression())); for (int i = 0; i < particleTerms.size(); i++) { expressionSet.registerExpression(particleTerms[i].forceExpression); particleTerms[i].index = expressionSet.getVariableIndex(particleTerms[i].name); } for (int i = 0; i < distanceTerms.size(); i++) { expressionSet.registerExpression(distanceTerms[i].forceExpression); distanceTerms[i].index = expressionSet.getVariableIndex(distanceTerms[i].name); } for (int i = 0; i < angleTerms.size(); i++) { expressionSet.registerExpression(angleTerms[i].forceExpression); angleTerms[i].index = expressionSet.getVariableIndex(angleTerms[i].name); } for (int i = 0; i < dihedralTerms.size(); i++) { expressionSet.registerExpression(dihedralTerms[i].forceExpression); dihedralTerms[i].index = expressionSet.getVariableIndex(dihedralTerms[i].name); } numParameters = bondParameterNames.size(); for (int i = 0; i < numParameters; i++) bondParamIndex.push_back(expressionSet.getVariableIndex(bondParameterNames[i])); } /**--------------------------------------------------------------------------------------- ReferenceCustomCompoundBondIxn destructor --------------------------------------------------------------------------------------- */ ReferenceCustomCompoundBondIxn::~ReferenceCustomCompoundBondIxn() { } void ReferenceCustomCompoundBondIxn::setPeriodic(OpenMM::RealVec* vectors) { usePeriodic = true; boxVectors[0] = vectors[0]; boxVectors[1] = vectors[1]; boxVectors[2] = vectors[2]; } /**--------------------------------------------------------------------------------------- Calculate custom hbond interaction @param atomCoordinates atom coordinates @param bondParameters bond parameters values bondParameters[bondIndex][parameterIndex] @param globalParameters the values of global parameters @param forces force array (forces added) @param totalEnergy total energy --------------------------------------------------------------------------------------- */ void ReferenceCustomCompoundBondIxn::calculatePairIxn(vector& atomCoordinates, RealOpenMM** bondParameters, const map& globalParameters, vector& forces, RealOpenMM* totalEnergy, double* energyParamDerivs) { for (map::const_iterator iter = globalParameters.begin(); iter != globalParameters.end(); ++iter) expressionSet.setVariable(expressionSet.getVariableIndex(iter->first), iter->second); int numBonds = bondAtoms.size(); for (int bond = 0; bond < numBonds; bond++) { for (int i = 0; i < numParameters; i++) expressionSet.setVariable(bondParamIndex[i], bondParameters[bond][i]); calculateOneIxn(bond, atomCoordinates, forces, totalEnergy, energyParamDerivs); } } /**--------------------------------------------------------------------------------------- Calculate interaction for one bond @param bond the index of the bond @param atomCoordinates atom coordinates @param forces force array (forces added) @param energyByAtom atom energy @param totalEnergy total energy --------------------------------------------------------------------------------------- */ void ReferenceCustomCompoundBondIxn::calculateOneIxn(int bond, vector& atomCoordinates, vector& forces, RealOpenMM* totalEnergy, double* energyParamDerivs) { // Compute all of the variables the energy can depend on. const vector& atoms = bondAtoms[bond]; for (int i = 0; i < (int) particleTerms.size(); i++) { const ParticleTermInfo& term = particleTerms[i]; expressionSet.setVariable(term.index, atomCoordinates[atoms[term.atom]][term.component]); } for (int i = 0; i < (int) distanceTerms.size(); i++) { const DistanceTermInfo& term = distanceTerms[i]; computeDelta(atoms[term.p1], atoms[term.p2], term.delta, atomCoordinates); expressionSet.setVariable(term.index, term.delta[ReferenceForce::RIndex]); } for (int i = 0; i < (int) angleTerms.size(); i++) { const AngleTermInfo& term = angleTerms[i]; computeDelta(atoms[term.p1], atoms[term.p2], term.delta1, atomCoordinates); computeDelta(atoms[term.p3], atoms[term.p2], term.delta2, atomCoordinates); expressionSet.setVariable(term.index, computeAngle(term.delta1, term.delta2)); } for (int i = 0; i < (int) dihedralTerms.size(); i++) { const DihedralTermInfo& term = dihedralTerms[i]; computeDelta(atoms[term.p2], atoms[term.p1], term.delta1, atomCoordinates); computeDelta(atoms[term.p2], atoms[term.p3], term.delta2, atomCoordinates); computeDelta(atoms[term.p4], atoms[term.p3], term.delta3, atomCoordinates); RealOpenMM dotDihedral, signOfDihedral; RealOpenMM* crossProduct[] = {term.cross1, term.cross2}; expressionSet.setVariable(term.index,getDihedralAngleBetweenThreeVectors(term.delta1, term.delta2, term.delta3, crossProduct, &dotDihedral, term.delta1, &signOfDihedral, 1)); } // Apply forces based on individual particle coordinates. for (int i = 0; i < (int) particleTerms.size(); i++) { const ParticleTermInfo& term = particleTerms[i]; forces[atoms[term.atom]][term.component] -= term.forceExpression.evaluate(); } // Apply forces based on distances. for (int i = 0; i < (int) distanceTerms.size(); i++) { const DistanceTermInfo& term = distanceTerms[i]; RealOpenMM dEdR = (RealOpenMM) (term.forceExpression.evaluate()/(term.delta[ReferenceForce::RIndex])); for (int i = 0; i < 3; i++) { RealOpenMM force = -dEdR*term.delta[i]; forces[atoms[term.p1]][i] -= force; forces[atoms[term.p2]][i] += force; } } // Apply forces based on angles. for (int i = 0; i < (int) angleTerms.size(); i++) { const AngleTermInfo& term = angleTerms[i]; RealOpenMM dEdTheta = (RealOpenMM) term.forceExpression.evaluate(); RealOpenMM thetaCross[ReferenceForce::LastDeltaRIndex]; SimTKOpenMMUtilities::crossProductVector3(term.delta1, term.delta2, thetaCross); RealOpenMM lengthThetaCross = SQRT(DOT3(thetaCross, thetaCross)); if (lengthThetaCross < 1.0e-06) lengthThetaCross = (RealOpenMM) 1.0e-06; RealOpenMM termA = dEdTheta/(term.delta1[ReferenceForce::R2Index]*lengthThetaCross); RealOpenMM termC = -dEdTheta/(term.delta2[ReferenceForce::R2Index]*lengthThetaCross); RealOpenMM deltaCrossP[3][3]; SimTKOpenMMUtilities::crossProductVector3(term.delta1, thetaCross, deltaCrossP[0]); SimTKOpenMMUtilities::crossProductVector3(term.delta2, thetaCross, deltaCrossP[2]); for (int i = 0; i < 3; i++) { deltaCrossP[0][i] *= termA; deltaCrossP[2][i] *= termC; deltaCrossP[1][i] = -(deltaCrossP[0][i]+deltaCrossP[2][i]); } for (int i = 0; i < 3; i++) { forces[atoms[term.p1]][i] += deltaCrossP[0][i]; forces[atoms[term.p2]][i] += deltaCrossP[1][i]; forces[atoms[term.p3]][i] += deltaCrossP[2][i]; } } // Apply forces based on dihedrals. for (int i = 0; i < (int) dihedralTerms.size(); i++) { const DihedralTermInfo& term = dihedralTerms[i]; RealOpenMM dEdTheta = (RealOpenMM) term.forceExpression.evaluate(); RealOpenMM internalF[4][3]; RealOpenMM forceFactors[4]; RealOpenMM normCross1 = DOT3(term.cross1, term.cross1); RealOpenMM normBC = term.delta2[ReferenceForce::RIndex]; forceFactors[0] = (-dEdTheta*normBC)/normCross1; RealOpenMM normCross2 = DOT3(term.cross2, term.cross2); forceFactors[3] = (dEdTheta*normBC)/normCross2; forceFactors[1] = DOT3(term.delta1, term.delta2); forceFactors[1] /= term.delta2[ReferenceForce::R2Index]; forceFactors[2] = DOT3(term.delta3, term.delta2); forceFactors[2] /= term.delta2[ReferenceForce::R2Index]; for (int i = 0; i < 3; i++) { internalF[0][i] = forceFactors[0]*term.cross1[i]; internalF[3][i] = forceFactors[3]*term.cross2[i]; RealOpenMM s = forceFactors[1]*internalF[0][i] - forceFactors[2]*internalF[3][i]; internalF[1][i] = internalF[0][i] - s; internalF[2][i] = internalF[3][i] + s; } for (int i = 0; i < 3; i++) { forces[atoms[term.p1]][i] += internalF[0][i]; forces[atoms[term.p2]][i] -= internalF[1][i]; forces[atoms[term.p3]][i] -= internalF[2][i]; forces[atoms[term.p4]][i] += internalF[3][i]; } } // Add the energy if (totalEnergy) *totalEnergy += (RealOpenMM) energyExpression.evaluate(); // Compute derivatives of the energy. for (int i = 0; i < energyParamDerivExpressions.size(); i++) energyParamDerivs[i] += energyParamDerivExpressions[i].evaluate(); } void ReferenceCustomCompoundBondIxn::computeDelta(int atom1, int atom2, RealOpenMM* delta, vector& atomCoordinates) const { if (usePeriodic) ReferenceForce::getDeltaRPeriodic(atomCoordinates[atom1], atomCoordinates[atom2], boxVectors, delta); else ReferenceForce::getDeltaR(atomCoordinates[atom1], atomCoordinates[atom2], delta); } RealOpenMM ReferenceCustomCompoundBondIxn::computeAngle(RealOpenMM* vec1, RealOpenMM* vec2) { RealOpenMM dot = DOT3(vec1, vec2); RealOpenMM cosine = dot/SQRT((vec1[ReferenceForce::R2Index]*vec2[ReferenceForce::R2Index])); RealOpenMM angle; if (cosine >= 1) angle = 0; else if (cosine <= -1) angle = PI_M; else angle = ACOS(cosine); return angle; }