/*
* Project: MoleCuilder
* Description: creates and alters molecular systems
* Copyright (C) 2012 University of Bonn. All rights reserved.
* Copyright (C) 2013 Frederik Heber. All rights reserved.
* Please see the COPYING file or "Copyright notice" in builder.cpp for details.
*
*
* This file is part of MoleCuilder.
*
* MoleCuilder 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 2 of the License, or
* (at your option) any later version.
*
* MoleCuilder 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 MoleCuilder. If not, see .
*/
/*
* PairPotential_Harmonic.cpp
*
* Created on: Sep 26, 2012
* Author: heber
*/
// include config.h
#ifdef HAVE_CONFIG_H
#include
#endif
#include "CodePatterns/MemDebug.hpp"
#include "PairPotential_Harmonic.hpp"
#include // for 'map_list_of()'
#include
#include
#include
#include "CodePatterns/Assert.hpp"
#include "FunctionApproximation/Extractors.hpp"
#include "FunctionApproximation/TrainingData.hpp"
#include "Potentials/helpers.hpp"
#include "Potentials/ParticleTypeCheckers.hpp"
class Fragment;
// static definitions
const PairPotential_Harmonic::ParameterNames_t
PairPotential_Harmonic::ParameterNames =
boost::assign::list_of
("spring_constant")
("equilibrium_distance")
;
const std::string PairPotential_Harmonic::potential_token("harmonic_bond");
PairPotential_Harmonic::PairPotential_Harmonic() :
EmpiricalPotential(),
params(parameters_t(MAXPARAMS, 0.))
{
// have some decent defaults for parameter_derivative checking
params[spring_constant] = 1.;
params[equilibrium_distance] = 1.;
}
PairPotential_Harmonic::PairPotential_Harmonic(
const ParticleTypes_t &_ParticleTypes) :
EmpiricalPotential(_ParticleTypes),
params(parameters_t(MAXPARAMS, 0.))
{
// have some decent defaults for parameter_derivative checking
params[spring_constant] = 1.;
params[equilibrium_distance] = 1.;
}
PairPotential_Harmonic::PairPotential_Harmonic(
const ParticleTypes_t &_ParticleTypes,
const double _spring_constant,
const double _equilibrium_distance) :
EmpiricalPotential(_ParticleTypes),
params(parameters_t(MAXPARAMS, 0.))
{
params[spring_constant] = _spring_constant;
params[equilibrium_distance] = _equilibrium_distance;
}
void PairPotential_Harmonic::setParameters(const parameters_t &_params)
{
const size_t paramsDim = _params.size();
ASSERT( paramsDim <= getParameterDimension(),
"PairPotential_Harmonic::setParameters() - we need not more than "
+toString(getParameterDimension())+" parameters.");
for(size_t i=0;i(1, result);
}
PairPotential_Harmonic::derivative_components_t
PairPotential_Harmonic::derivative(
const arguments_t &arguments
) const
{
ASSERT( arguments.size() == 1,
"PairPotential_Harmonic::operator() - requires exactly one argument.");
ASSERT( ParticleTypeChecker::checkArgumentsAgainstParticleTypes(
arguments, getParticleTypes()),
"PairPotential_Harmonic::operator() - types don't match with ones in arguments.");
derivative_components_t result;
const argument_t &r_ij = arguments[0];
result.push_back( 2. * params[spring_constant] * ( r_ij.distance - params[equilibrium_distance]) );
ASSERT( result.size() == 1,
"PairPotential_Harmonic::operator() - we did not create exactly one component.");
return result;
}
PairPotential_Harmonic::results_t
PairPotential_Harmonic::parameter_derivative(
const arguments_t &arguments,
const size_t index
) const
{
ASSERT( arguments.size() == 1,
"PairPotential_Harmonic::parameter_derivative() - requires exactly one argument.");
ASSERT( ParticleTypeChecker::checkArgumentsAgainstParticleTypes(
arguments, getParticleTypes()),
"PairPotential_Harmonic::operator() - types don't match with ones in arguments.");
const argument_t &r_ij = arguments[0];
switch (index) {
case spring_constant:
{
const result_t result =
Helpers::pow( r_ij.distance - params[equilibrium_distance], 2 );
return std::vector(1, result);
break;
}
case equilibrium_distance:
{
const result_t result =
-2. * params[spring_constant]
* ( r_ij.distance - params[equilibrium_distance]);
return std::vector(1, result);
break;
}
default:
ASSERT(0, "PairPotential_Harmonic::parameter_derivative() - derivative to unknown parameter desired.");
break;
}
return PairPotential_Harmonic::results_t(1, 0.);
}
FunctionModel::extractor_t
PairPotential_Harmonic::getFragmentSpecificExtractor() const
{
Fragment::charges_t charges;
charges.resize(getParticleTypes().size());
std::transform(getParticleTypes().begin(), getParticleTypes().end(),
charges.begin(), boost::lambda::_1);
FunctionModel::extractor_t returnfunction =
boost::bind(&Extractors::gatherDistancesFromFragment,
boost::bind(&Fragment::getPositions, _1),
boost::bind(&Fragment::getCharges, _1),
charges,
_2);
return returnfunction;
}
void
PairPotential_Harmonic::setParametersToRandomInitialValues(
const TrainingData &data)
{
params[PairPotential_Harmonic::equilibrium_distance] = 3e+0*rand()/(double)RAND_MAX + .5;// 1.;
params[PairPotential_Harmonic::spring_constant] = 1e+0*rand()/(double)RAND_MAX;// 0.2;
}