JDFTx  1.3.1
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GridInfo Class Reference

Simulation grid descriptor. More...

#include <GridInfo.h>

Public Types

enum  LatticeType {
  Manual, Triclinic, Monoclinic, Orthorhombic,
  Tetragonal, Rhombohedral, Hexagonal, Cubic
enum  LatticeModification { Simple, BodyCentered, BaseCentered, FaceCentered }
enum  PlanType {
  PlanForward, PlanInverse, PlanForwardInPlace, PlanInverseInPlace,
  PlanRtoC, PlanCtoR

Public Member Functions

void update ()
 Update the grid information on changing the lattice vectors.
void printLattice ()
 Print the lattice vectors.
void printReciprocalLattice ()
 Print the reciprocal lattice vectors.
void setLatticeVectors ()
 Set lattice vectors based on lattice type, modification and parameters above.
void initialize (bool skipHeader=false, const std::vector< SpaceGroupOp > sym=std::vector< SpaceGroupOp >(1, SpaceGroupOp()))
fftw_plan getPlan (PlanType planType, int nThreads) const
vector3< int > wrapGcoords (const vector3< int > iG) const
 < wrap negative G-indices to the positive side
int fullRindex (const vector3< int > iR) const
 < Index into the full real-space box:
int fullGindex (const vector3< int > iG) const
 < Index into the full reciprocal-space box:
int halfGindex (const vector3< int > iG) const
 < Index into the half-reduced reciprocal-space box:

Public Attributes

enum GridInfo::LatticeType latticeType
enum GridInfo::LatticeModification latticeModification
double a
double b
double c
double alpha
double beta
double gamma
 lattice specified by type, modification and standard side lengths, angles in degrees
vector3 lattScale
 Remember lattice scale specified at input (Note R always includes scale, once latt-scale has processed)
matrix3 R
 directly specified lattice vectors
double Gmax
 radius of wavefunction G-sphere, whole density sphere (double the radius) must be inscribable within the FFT box
double GmaxRho
 if non-zero, override the FFT box inscribable sphere radius
vector3< int > S
 sample points in each dimension (if 0, will be determined automatically based on Gmax)
double detR
 cell volume
matrix3 RT
matrix3 RTR
matrix3 invR
matrix3 invRT
matrix3 invRTR
 various combinations of lattice-vectors
matrix3 G
matrix3 GT
matrix3 GGT
matrix3 invGGT
 various combinations of reciporcal lattice-vectors
double dV
 volume per grid point
vector3 h [3]
 real space sample vectors
int nr
 position space grid count = S[0]*S[1]*S[2]
int nG
 reciprocal lattice count = S[0]*S[1]*(S[2]/2+1) [on account of using r2c and c2r ffts]
double dGradial
 recommended spacing of radial G functions
double GmaxSphere
 recommended maximum G-vector for radial functions for the wavefunction sphere
double GmaxGrid
 recommended maximum G-vector for radial functions for the density grid
int irStart
int irStop
int iGstart
int iGstop
cufftHandle planZ2Z
 CUFFT plan for all the complex transforms.
cufftHandle planD2Z
 CUFFT plan for R -> G.
cufftHandle planZ2D
 CUFFT plan for G -> R.

Static Public Attributes

static const double maxAllowedStrain
 maximum strain allowed when updating lattice vectors and using update()

Detailed Description

Simulation grid descriptor.

To setup a simulation grid, create a blank GridInfo object, set the public data members S and R, and call initialize().

This sets up all the auxilliary grid information, and a bunch of shared utilities such as a random number generator, plans for Fourier transforms etc.

Member Enumeration Documentation


Directly specify R.


Forward complex transform.


Inverse complex transform.


Forward in-place complex transform.


Inverse in-place complex transform.


Real to complex transform.


Complex to real transform.

Member Function Documentation

void GridInfo::initialize ( bool  skipHeader = false,
const std::vector< SpaceGroupOp sym = std::vector< SpaceGroupOp >(1, SpaceGroupOp()) 

Initialize the dependent quantities below. If S is specified and is too small for the given Gmax, the call will abort. If skipHeader=true, the "initializing the grid" banner will be supressed (useful for auxiliary grids in calculation) If sym is specified, then auto-computed S will be ensured commensurate with those symmetries

The documentation for this class was generated from the following file: