/** * \file MultipleBinormalRestraint.cpp * \brief Modeller-style multiple binormal (phi/psi) restraint. * * Copyright 2007-2010 IMP Inventors. All rights reserved. * */ #include #include #include #include #include IMPMODELLER_BEGIN_NAMESPACE namespace { // RT in kcal/mol const double RT = 0.5900991; } double BinormalTerm::evaluate(const double dihedral[2], double &sin1, double &sin2, double &cos1, double &cos2, double &rho) const { sin1 = std::sin(dihedral[0] - means_.first); sin2 = std::sin(dihedral[1] - means_.second); cos1 = std::cos(dihedral[0] - means_.first); cos2 = std::cos(dihedral[1] - means_.second); rho = 1.0 - correlation_ * correlation_; double arg = ((1.0 - cos1) / stdevs_.first / stdevs_.first + (1.0 - cos2) / stdevs_.second / stdevs_.second - correlation_ * sin1 * sin2 / stdevs_.first / stdevs_.second) / rho; // Avoid underflow in exp arg = std::min(arg, 80.0); return weight_ / (2.0 * PI * stdevs_.first * stdevs_.second * std::sqrt(rho)) * std::exp(-arg); } MultipleBinormalRestraint::MultipleBinormalRestraint( const ParticleQuad &q1, const ParticleQuad &q2) : terms_(), q1_(q1), q2_(q2) { } double MultipleBinormalRestraint::unprotected_evaluate( DerivativeAccumulator *accum) const { core::XYZ d0[4], d1[4]; for (int i = 0; i < 4; ++i) { d0[i] = core::XYZ(q1_[i]); d1[i] = core::XYZ(q2_[i]); } double all_terms = 0.; if (accum) { Float dihedral[2]; algebra::VectorD<3> derv0[4], derv1[4]; dihedral[0] = core::internal::dihedral(d0[0], d0[1], d0[2], d0[3], &derv0[0], &derv0[1], &derv0[2], &derv0[3]); dihedral[1] = core::internal::dihedral(d1[0], d1[1], d1[2], d1[3], &derv1[0], &derv1[1], &derv1[2], &derv1[3]); double all_derivs1 = 0., all_derivs2 = 0.; for (std::vector::const_iterator term = terms_.begin(); term != terms_.end(); ++term) { double sin1, sin2, cos1, cos2, rho; double thisterm = term->evaluate(dihedral, sin1, sin2, cos1, cos2, rho); all_terms += thisterm; double deriv_weight = thisterm / rho; all_derivs1 += deriv_weight / term->stdevs_.first * (sin1 / term->stdevs_.first - term->correlation_ * cos1 * sin2 / term->stdevs_.second); all_derivs2 += deriv_weight / term->stdevs_.second * (sin2 / term->stdevs_.second - term->correlation_ * cos2 * sin1 / term->stdevs_.first); } all_derivs1 *= RT / all_terms; all_derivs2 *= RT / all_terms; for (int i = 0; i < 4; ++i) { d0[i].add_to_derivatives(all_derivs1 * derv0[i], *accum); d1[i].add_to_derivatives(all_derivs2 * derv1[i], *accum); } } else { Float dihedral[2]; dihedral[0] = core::internal::dihedral(d0[0], d0[1], d0[2], d0[3], NULL, NULL, NULL, NULL); dihedral[1] = core::internal::dihedral(d1[0], d1[1], d1[2], d1[3], NULL, NULL, NULL, NULL); for (std::vector::const_iterator term = terms_.begin(); term != terms_.end(); ++term) { double sin1, sin2, cos1, cos2, rho; all_terms += term->evaluate(dihedral, sin1, sin2, cos1, cos2, rho); } } return -RT * std::log(all_terms); } ParticlesTemp MultipleBinormalRestraint::get_input_particles() const { ParticlesTemp r(8); r[0] = q1_[0]; r[1] = q1_[1]; r[2] = q1_[2]; r[3] = q1_[3]; r[4] = q2_[0]; r[5] = q2_[1]; r[6] = q2_[2]; r[7] = q2_[3]; return r; } ContainersTemp MultipleBinormalRestraint::get_input_containers() const { return ContainersTemp(); } void MultipleBinormalRestraint::do_show(std::ostream& out) const { out << "particle quads: "; q1_.show(); out << " and "; q2_.show(); out << std::endl; } IMPMODELLER_END_NAMESPACE