git-svn-id: svn://svn.icms.temple.edu/lammps-ro/trunk@7858 f3b2605a-c512-4ea7-a41b-209d697bcdaa
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@ -60,8 +60,8 @@ PPPM::PPPM(LAMMPS *lmp, int narg, char **arg) : KSpace(lmp, narg, arg)
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{
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if (narg < 1) error->all(FLERR,"Illegal kspace_style pppm command");
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precision = atof(arg[0]);
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accuracy_relative = atof(arg[0]);
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nfactors = 3;
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factors = new int[nfactors];
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factors[0] = 2;
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@ -222,6 +222,11 @@ void PPPM::init()
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error->warning(FLERR,str);
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}
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// set accuracy (force units) from accuracy_relative or accuracy_absolute
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if (accuracy_absolute >= 0.0) accuracy = accuracy_absolute;
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else accuracy = accuracy_relative * two_charge_force;
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// setup FFT grid resolution and g_ewald
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// normally one iteration thru while loop is all that is required
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// if grid stencil extends beyond neighbor proc, reduce order and try again
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@ -229,7 +234,6 @@ void PPPM::init()
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int iteration = 0;
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while (order > 0) {
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if (iteration && me == 0)
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error->warning(FLERR,"Reducing PPPM order b/c stencil extends "
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"beyond neighbor processor");
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@ -970,9 +974,7 @@ void PPPM::set_grid()
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acons[7][5] = 1755948832039.0 / 36229939200000.0;
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acons[7][6] = 4887769399.0 / 37838389248.0;
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//double q2 = qsqsum * force->qqrd2e / force->dielectric;
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double q2 = qsqsum / force->dielectric;
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bigint natoms = atom->natoms;
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double q2 = qsqsum * force->qqrd2e / force->dielectric;
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// use xprd,yprd,zprd even if triclinic so grid size is the same
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// adjust z dimension for 2d slab PPPM
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@ -984,20 +986,21 @@ void PPPM::set_grid()
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double zprd_slab = zprd*slab_volfactor;
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// make initial g_ewald estimate
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// based on desired error and real space cutoff
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// based on desired accuracy and real space cutoff
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// fluid-occupied volume used to estimate real-space error
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// zprd used rather than zprd_slab
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double h_x,h_y,h_z;
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bigint natoms = atom->natoms;
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if (!gewaldflag)
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g_ewald = sqrt(-log(precision*sqrt(natoms*cutoff*xprd*yprd*zprd) /
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g_ewald = sqrt(-log(accuracy*sqrt(natoms*cutoff*xprd*yprd*zprd) /
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(2.0*q2))) / cutoff;
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// set optimal nx_pppm,ny_pppm,nz_pppm based on order and precision
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// set optimal nx_pppm,ny_pppm,nz_pppm based on order and accuracy
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// nz_pppm uses extended zprd_slab instead of zprd
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// h = 1/g_ewald is upper bound on h such that h*g_ewald <= 1
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// reduce it until precision target is met
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// reduce it until accuracy target is met
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if (!gridflag) {
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double err;
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@ -1008,21 +1011,21 @@ void PPPM::set_grid()
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nz_pppm = static_cast<int> (zprd_slab/h_z + 1);
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err = rms(h_x,xprd,natoms,q2,acons);
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while (err > precision) {
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while (err > accuracy) {
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err = rms(h_x,xprd,natoms,q2,acons);
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nx_pppm++;
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h_x = xprd/nx_pppm;
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}
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err = rms(h_y,yprd,natoms,q2,acons);
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while (err > precision) {
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while (err > accuracy) {
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err = rms(h_y,yprd,natoms,q2,acons);
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ny_pppm++;
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h_y = yprd/ny_pppm;
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}
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err = rms(h_z,zprd_slab,natoms,q2,acons);
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while (err > precision) {
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while (err > accuracy) {
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err = rms(h_z,zprd_slab,natoms,q2,acons);
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nz_pppm++;
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h_z = zprd_slab/nz_pppm;
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@ -1067,7 +1070,7 @@ void PPPM::set_grid()
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}
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}
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// final RMS precision
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// final RMS accuracy
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double lprx = rms(h_x,xprd,natoms,q2,acons);
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double lpry = rms(h_y,yprd,natoms,q2,acons);
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@ -1092,14 +1095,18 @@ void PPPM::set_grid()
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fprintf(screen," G vector (1/distance)= %g\n",g_ewald);
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fprintf(screen," grid = %d %d %d\n",nx_pppm,ny_pppm,nz_pppm);
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fprintf(screen," stencil order = %d\n",order);
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fprintf(screen," RMS precision = %g\n",MAX(lpr,spr));
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fprintf(screen," absolute RMS force accuracy = %g\n",MAX(lpr,spr));
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fprintf(screen," relative force accuracy = %g\n",
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MAX(lpr,spr)/two_charge_force);
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fprintf(screen," using %s precision FFTs\n",fft_prec);
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}
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if (logfile) {
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fprintf(logfile," G vector (1/distance) = %g\n",g_ewald);
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fprintf(logfile," grid = %d %d %d\n",nx_pppm,ny_pppm,nz_pppm);
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fprintf(logfile," stencil order = %d\n",order);
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fprintf(logfile," RMS precision = %g\n",MAX(lpr,spr));
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fprintf(logfile," absolute RMS force accuracy = %g\n",MAX(lpr,spr));
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fprintf(logfile," relative force accuracy = %g\n",
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MAX(lpr,spr)/two_charge_force);
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fprintf(logfile," using %s precision FFTs\n",fft_prec);
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}
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}
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@ -1128,7 +1135,7 @@ int PPPM::factorable(int n)
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}
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/* ----------------------------------------------------------------------
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compute RMS precision for a dimension
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compute RMS accuracy for a dimension
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------------------------------------------------------------------------- */
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double PPPM::rms(double h, double prd, bigint natoms,
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@ -1143,7 +1150,7 @@ double PPPM::rms(double h, double prd, bigint natoms,
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}
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/* ----------------------------------------------------------------------
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compute difference in real-space and kspace RMS precision
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compute difference in real-space and KSpace RMS accuracy
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------------------------------------------------------------------------- */
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double PPPM::diffpr(double h_x, double h_y, double h_z, double q2,
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