#include #include using namespace Grid; using namespace Hadrons; using namespace MScalar; /****************************************************************************** * TChargedProp implementation * ******************************************************************************/ // constructor ///////////////////////////////////////////////////////////////// TChargedProp::TChargedProp(const std::string name) : Module(name) {} // dependencies/products /////////////////////////////////////////////////////// std::vector TChargedProp::getInput(void) { std::vector in = {par().source, par().emField}; return in; } std::vector TChargedProp::getOutput(void) { std::vector out = {getName()}; return out; } // setup /////////////////////////////////////////////////////////////////////// void TChargedProp::setup(void) { freeMomPropName_ = FREEMOMPROP(par().mass); phaseName_.clear(); for (unsigned int mu = 0; mu < env().getNd(); ++mu) { phaseName_.push_back("_shiftphase_" + std::to_string(mu)); } GFSrcName_ = "_" + getName() + "_DinvSrc"; if (!env().hasRegisteredObject(freeMomPropName_)) { env().registerLattice(freeMomPropName_); } if (!env().hasRegisteredObject(phaseName_[0])) { for (unsigned int mu = 0; mu < env().getNd(); ++mu) { env().registerLattice(phaseName_[mu]); } } if (!env().hasRegisteredObject(GFSrcName_)) { env().registerLattice(GFSrcName_); } env().registerLattice(getName()); } // execution /////////////////////////////////////////////////////////////////// void TChargedProp::execute(void) { // CACHING ANALYTIC EXPRESSIONS ScalarField &source = *env().getObject(par().source); Complex ci(0.0,1.0); FFT fft(env().getGrid()); // cache free scalar propagator if (!env().hasCreatedObject(freeMomPropName_)) { LOG(Message) << "Caching momentum space free scalar propagator" << " (mass= " << par().mass << ")..." << std::endl; freeMomProp_ = env().createLattice(freeMomPropName_); SIMPL::MomentumSpacePropagator(*freeMomProp_, par().mass); } else { freeMomProp_ = env().getObject(freeMomPropName_); } // cache G*F*src if (!env().hasCreatedObject(GFSrcName_)) { GFSrc_ = env().createLattice(GFSrcName_); fft.FFT_all_dim(*GFSrc_, source, FFT::forward); *GFSrc_ = (*freeMomProp_)*(*GFSrc_); } else { GFSrc_ = env().getObject(GFSrcName_); } // cache phases if (!env().hasCreatedObject(phaseName_[0])) { std::vector &l = env().getGrid()->_fdimensions; LOG(Message) << "Caching shift phases..." << std::endl; for (unsigned int mu = 0; mu < env().getNd(); ++mu) { Real twoPiL = M_PI*2./l[mu]; phase_.push_back(env().createLattice(phaseName_[mu])); LatticeCoordinate(*(phase_[mu]), mu); *(phase_[mu]) = exp(ci*twoPiL*(*(phase_[mu]))); } } else { for (unsigned int mu = 0; mu < env().getNd(); ++mu) { phase_.push_back(env().getObject(phaseName_[mu])); } } // PROPAGATOR CALCULATION LOG(Message) << "Computing charged scalar propagator" << " (mass= " << par().mass << ", charge= " << par().charge << ")..." << std::endl; ScalarField &prop = *env().createLattice(getName()); ScalarField buf(env().getGrid()); ScalarField &GFSrc = *GFSrc_, &G = *freeMomProp_; double q = par().charge; // G*F*Src prop = GFSrc; // - q*G*momD1*G*F*Src (momD1 = F*D1*Finv) buf = GFSrc; momD1(buf, fft); buf = G*buf; prop = prop - q*buf; // + q^2*G*momD1*G*momD1*G*F*Src (here buf = G*momD1*G*F*Src) momD1(buf, fft); prop = prop + q*q*G*buf; // - q^2*G*momD2*G*F*Src (momD2 = F*D2*Finv) buf = GFSrc; momD2(buf, fft); prop = prop - q*q*G*buf; // final FT fft.FFT_all_dim(prop, prop, FFT::backward); // OUTPUT IF NECESSARY if (!par().output.empty()) { std::string filename = par().output + "." + std::to_string(env().getTrajectory()); LOG(Message) << "Saving zero-momentum projection to '" << filename << "'..." << std::endl; CorrWriter writer(filename); std::vector vecBuf; std::vector result; sliceSum(prop, vecBuf, Tp); result.resize(vecBuf.size()); for (unsigned int t = 0; t < vecBuf.size(); ++t) { result[t] = TensorRemove(vecBuf[t]); } write(writer, "charge", q); write(writer, "prop", result); } } void TChargedProp::momD1(ScalarField &s, FFT &fft) { EmField &A = *env().getObject(par().emField); ScalarField buf(env().getGrid()), result(env().getGrid()), Amu(env().getGrid()); Complex ci(0.0,1.0); result = zero; for (unsigned int mu = 0; mu < env().getNd(); ++mu) { Amu = peekLorentz(A, mu); buf = (*phase_[mu])*s; fft.FFT_all_dim(buf, buf, FFT::backward); buf = Amu*buf; fft.FFT_all_dim(buf, buf, FFT::forward); result = result - ci*buf; } fft.FFT_all_dim(s, s, FFT::backward); for (unsigned int mu = 0; mu < env().getNd(); ++mu) { Amu = peekLorentz(A, mu); buf = Amu*s; fft.FFT_all_dim(buf, buf, FFT::forward); result = result + ci*adj(*phase_[mu])*buf; } s = result; } void TChargedProp::momD2(ScalarField &s, FFT &fft) { EmField &A = *env().getObject(par().emField); ScalarField buf(env().getGrid()), result(env().getGrid()), Amu(env().getGrid()); result = zero; for (unsigned int mu = 0; mu < env().getNd(); ++mu) { Amu = peekLorentz(A, mu); buf = (*phase_[mu])*s; fft.FFT_all_dim(buf, buf, FFT::backward); buf = Amu*Amu*buf; fft.FFT_all_dim(buf, buf, FFT::forward); result = result + .5*buf; } fft.FFT_all_dim(s, s, FFT::backward); for (unsigned int mu = 0; mu < env().getNd(); ++mu) { Amu = peekLorentz(A, mu); buf = Amu*Amu*s; fft.FFT_all_dim(buf, buf, FFT::forward); result = result + .5*adj(*phase_[mu])*buf; } s = result; }