ChargeDensity.C 7.59 KB
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////////////////////////////////////////////////////////////////////////////////
//
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// Copyright (c) 2008 The Regents of the University of California
//
// This file is part of Qbox
//
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// Qbox is distributed under the terms of the GNU General Public License
// as published by the Free Software Foundation, either version 2 of
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// the License, or (at your option) any later version.
// See the file COPYING in the root directory of this distribution
// or <http://www.gnu.org/licenses/>.
//
////////////////////////////////////////////////////////////////////////////////
//
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// ChargeDensity.C
//
////////////////////////////////////////////////////////////////////////////////

#include "ChargeDensity.h"
#include "Basis.h"
#include "Wavefunction.h"
#include "FourierTransform.h"
#include "SlaterDet.h"

#include <iomanip>
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#include <algorithm> // fill
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#include <functional>
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using namespace std;

////////////////////////////////////////////////////////////////////////////////
ChargeDensity::ChargeDensity(const Wavefunction& wf) : ctxt_(wf.context()),
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wf_(wf), vcomm_(wf.sd(0,0)->basis().comm())
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{
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  vbasis_ = new Basis(vcomm_, D3vector(0,0,0));
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  vbasis_->resize(wf.cell(),wf.refcell(),4.0*wf.ecut());
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  const Basis& vb = *vbasis_;
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  // define vft_, FT on vbasis context for transforming the density
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  // add 2 to grid size to avoid aliasing when using non-zero k-points
  // adding 1 would suffice, but add 2 to keep even numbers
  int np0v = vbasis_->np(0)+2;
  int np1v = vbasis_->np(1)+2;
  int np2v = vbasis_->np(2)+2;
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  while (!vbasis_->factorizable(np0v)) np0v += 2;
  while (!vbasis_->factorizable(np1v)) np1v += 2;
  while (!vbasis_->factorizable(np2v)) np2v += 2;
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#if 0
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  cout << " ChargeDensity: vbasis: " << endl;
  cout << " idxmin: " << vb.idxmin(0) << "/" << vb.idxmin(1)
       << "/" << vb.idxmin(2) << endl;
  cout << " idxmax: " << vb.idxmax(0) << "/" << vb.idxmax(1)
       << "/" << vb.idxmax(2) << endl;
  cout << " vft grid: " << np0v << "/" << np1v << "/" << np2v << endl;
#endif
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  vft_ = new FourierTransform(*vbasis_,np0v,np1v,np2v);
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  total_charge_.resize(wf.nspin());
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  rhor.resize(wf.nspin());
  rhog.resize(wf.nspin());
  for ( int ispin = 0; ispin < wf.nspin(); ispin++ )
  {
    rhor[ispin].resize(vft_->np012loc());
    rhog[ispin].resize(vbasis_->localsize());
  }
  rhotmp.resize(vft_->np012loc());
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  // FT for interpolation of wavefunctions on the fine grid
  ft_.resize(wf.nkp());
  for ( int ispin = 0; ispin < wf.nspin(); ispin++ )
  {
    for ( int ikp = 0; ikp < wf.nkp(); ikp++ )
    {
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      const Basis& wb = wf.sd(ispin,ikp)->basis();
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#if DEBUG
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      cout << " ChargeDensity: ikp=" << ikp << " wbasis: " << endl;
      cout << " idxmin: " << wb.idxmin(0) << "/" << wb.idxmin(1)
           << "/" << wb.idxmin(2) << endl;
      cout << " idxmax: " << wb.idxmax(0) << "/" << wb.idxmax(1)
           << "/" << wb.idxmax(2) << endl;
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#endif
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      // check that no aliasing error can occur
      assert(2*np0v > 2*wb.idxmax(0)+vb.idxmax(0));
      assert(2*np1v > 2*wb.idxmax(1)+vb.idxmax(1));
      assert(2*np2v > 2*wb.idxmax(2)+vb.idxmax(2));
      assert(2*np0v > -2*wb.idxmin(0)-vb.idxmin(0));
      assert(2*np1v > -2*wb.idxmin(1)-vb.idxmin(1));
      assert(2*np2v > -2*wb.idxmin(2)-vb.idxmin(2));

      ft_[ikp] = new FourierTransform(wb,np0v,np1v,np2v);
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    }
  }
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  // initialize core density ptr to null ptr
  rhocore_r = 0;
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}

////////////////////////////////////////////////////////////////////////////////
ChargeDensity::~ChargeDensity(void)
{
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  delete vbasis_;
  delete vft_;
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  for ( int ikp = 0; ikp < ft_.size(); ikp++ )
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    delete ft_[ikp];
  for ( TimerMap::iterator i = tmap.begin(); i != tmap.end(); i++ )
  {
    double time = (*i).second.real();
    double tmin = time;
    double tmax = time;
    ctxt_.dmin(1,1,&tmin,1);
    ctxt_.dmax(1,1,&tmax,1);
    if ( ctxt_.myproc()==0 )
    {
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      string s = "name=\"" + (*i).first + "\"";
      cout << "<timing " << left << setw(22) << s
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           << " min=\"" << setprecision(3) << tmin << "\""
           << " max=\"" << setprecision(3) << tmax << "\"/>"
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           << endl;
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    }
  }
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}
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////////////////////////////////////////////////////////////////////////////////
void ChargeDensity::update_density(void)
{
  assert(rhor.size() == wf_.nspin());
  const double omega = vbasis_->cell().volume();
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  for ( int ispin = 0; ispin < wf_.nspin(); ispin++ )
  {
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    assert(rhor[ispin].size() == vft_->np012loc() );
    assert(rhotmp.size() == vft_->np012loc() );
    const int rhor_size = rhor[ispin].size();
    tmap["charge_compute"].start();
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    fill(rhor[ispin].begin(),rhor[ispin].end(),0.0);
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    for ( int ikp = 0; ikp < wf_.nkp(); ikp++ )
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    {
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      assert(rhor[ispin].size()==ft_[ikp]->np012loc());
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      wf_.sd(ispin,ikp)->compute_density(*ft_[ikp],
          wf_.weight(ikp), &rhor[ispin][0]);
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    }
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    tmap["charge_compute"].stop();

    // sum over kpoints: sum along rows of kpcontext
    tmap["charge_rowsum"].start();
    wf_.kpcontext()->dsum('r',vft_->np012loc(),1,
      &rhor[ispin][0],vft_->np012loc());
    tmap["charge_rowsum"].stop();

    // check integral of charge density
    // compute Fourier coefficients of the charge density
    double sum = 0.0;
    const double *const prhor = &rhor[ispin][0];
    tmap["charge_integral"].start();
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    #pragma omp parallel for reduction(+:sum)
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    for ( int i = 0; i < rhor_size; i++ )
    {
      const double prh = prhor[i];
      sum += prh;
      rhotmp[i] = complex<double>(omega * prh, 0.0);
    }
    sum *= omega / vft_->np012();

    // sum on all indices except spin: sum along columns of spincontext
    wf_.spincontext()->dsum('c',1,1,&sum,1);
    tmap["charge_integral"].stop();
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    total_charge_[ispin] = sum;
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    tmap["charge_vft"].start();
    vft_->forward(&rhotmp[0],&rhog[ispin][0]);
    tmap["charge_vft"].stop();
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    // add core correction charge
    if ( rhocore_r )
      for ( int i = 0; i < rhor_size; i++ )
        rhor[ispin][i] += rhocore_r[i];

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  }
}
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////////////////////////////////////////////////////////////////////////////////
void ChargeDensity::update_rhor(void)
{
  // recalculate rhor from rhog
  assert(rhor.size() == wf_.nspin());
  const double omega = vbasis_->cell().volume();
  assert(omega!=0.0);
  const double omega_inv = 1.0 / omega;
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  for ( int ispin = 0; ispin < wf_.nspin(); ispin++ )
  {
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    assert(rhor[ispin].size() == vft_->np012loc() );
    assert(rhotmp.size() == vft_->np012loc() );

    vft_->backward(&rhog[ispin][0],&rhotmp[0]);

    const int rhor_size = rhor[ispin].size();
    double *const prhor = &rhor[ispin][0];
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    if ( rhocore_r )
    {
      #pragma omp parallel for
      for ( int i = 0; i < rhor_size; i++ )
        prhor[i] = ( rhotmp[i].real() + rhocore_r[i] ) * omega_inv;
    }
    else
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    {
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      #pragma omp parallel for
      for ( int i = 0; i < rhor_size; i++ )
        prhor[i] = rhotmp[i].real() * omega_inv;
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    }
  }
}
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////////////////////////////////////////////////////////////////////////////////
double ChargeDensity::total_charge(void) const
{
  assert((wf_.nspin()==1)||(wf_.nspin()==2));
  if ( wf_.nspin() == 1 )
    return total_charge_[0];
  else
    return total_charge_[0] + total_charge_[1];
}

////////////////////////////////////////////////////////////////////////////////
void ChargeDensity::print(ostream& os) const
{
  os.setf(ios::fixed,ios::floatfield);
  os.setf(ios::right,ios::adjustfield);
  for ( int ispin = 0; ispin < wf_.nspin(); ispin++ )
    os << "  <electronic_charge ispin=\"" << ispin << "\"> "
       << setprecision(8) << total_charge(ispin)
       << " </electronic_charge>\n";
}

////////////////////////////////////////////////////////////////////////////////
ostream& operator<< ( ostream& os, const ChargeDensity& cd )
{
  cd.print(os);
  return os;
}