Octopus
Private Attributes | List of all members
cube_oct_m::cube_t Type Reference

Detailed Description

Definition at line 153 of file cube.F90.

Private Attributes

logical parallel_in_domains
 will the cube be divided in domains? More...
 
type(mpi_grp_t) mpi_grp
 the mpi group describing parallelization in domains More...
 
integer, dimension(1:3) rs_n_global
 the dimensions of the cube in real space More...
 
integer, dimension(1:3) fs_n_global
 the dimensions of the cube in fourier space More...
 
integer, dimension(1:3) rs_n
 the dimensions of the local portion of the cube in real space More...
 
integer, dimension(1:3) fs_n
 the dimensions of the local portion of the cube in fourier space More...
 
integer, dimension(1:3) rs_istart
 where does the local portion of the cube start in real space More...
 
integer, dimension(1:3) fs_istart
 where does the local portion of the cube start in fourier space More...
 
integer, dimension(1:3) center
 the coordinates of the center of the cube More...
 
real(real64), dimension(:,:), allocatable lrs
 The real space coordinates vector: Lrs(i,{1,2,3})={x,y,z}(i) More...
 
real(real64), dimension(:,:), allocatable lfs
 The fourier space coordinates vector: Lfs(i,{1,2,3})={kx,ky,kz}(i) More...
 
integer, dimension(:), allocatable np_local
 Number of points in each partition. More...
 
integer, dimension(:), allocatable xlocal
 where does each process start when gathering a function More...
 
integer, dimension(:,:), allocatable local
 local to global map used when gathering a function More...
 
integer, dimension(:), allocatable np_local_fs
 Number of points in each fs partition. More...
 
integer, dimension(:), allocatable xlocal_fs
 where does each process start when gathering a fs function More...
 
integer, dimension(:,:), allocatable local_fs
 local to global map used when gathering a fs function More...
 
type(fft_t), allocatable fft
 the fft object More...
 
logical, private has_cube_mapping = .false.
 Saves if a mapping with the cube is needed. Until now, is needed with par_states (without par_domains) and PES. More...
 
real(real64), dimension(3) spacing
 
type(lattice_vectors_t), allocatable latt
 
type(mesh_cube_map_t) cube_map
 
logical cube_map_present = .false.
 

Member Data Documentation

◆ parallel_in_domains

logical cube_oct_m::cube_t::parallel_in_domains
private

will the cube be divided in domains?

Definition at line 155 of file cube.F90.

◆ mpi_grp

type(mpi_grp_t) cube_oct_m::cube_t::mpi_grp
private

the mpi group describing parallelization in domains

Definition at line 156 of file cube.F90.

◆ rs_n_global

integer, dimension(1:3) cube_oct_m::cube_t::rs_n_global
private

the dimensions of the cube in real space

Definition at line 158 of file cube.F90.

◆ fs_n_global

integer, dimension(1:3) cube_oct_m::cube_t::fs_n_global
private

the dimensions of the cube in fourier space

Definition at line 159 of file cube.F90.

◆ rs_n

integer, dimension(1:3) cube_oct_m::cube_t::rs_n
private

the dimensions of the local portion of the cube in real space

Definition at line 160 of file cube.F90.

◆ fs_n

integer, dimension(1:3) cube_oct_m::cube_t::fs_n
private

the dimensions of the local portion of the cube in fourier space

Definition at line 161 of file cube.F90.

◆ rs_istart

integer, dimension(1:3) cube_oct_m::cube_t::rs_istart
private

where does the local portion of the cube start in real space

Definition at line 162 of file cube.F90.

◆ fs_istart

integer, dimension(1:3) cube_oct_m::cube_t::fs_istart
private

where does the local portion of the cube start in fourier space

Definition at line 163 of file cube.F90.

◆ center

integer, dimension(1:3) cube_oct_m::cube_t::center
private

the coordinates of the center of the cube

Definition at line 164 of file cube.F90.

◆ lrs

real(real64), dimension(:,:), allocatable cube_oct_m::cube_t::lrs
private

The real space coordinates vector: Lrs(i,{1,2,3})={x,y,z}(i)

Definition at line 166 of file cube.F90.

◆ lfs

real(real64), dimension(:,:), allocatable cube_oct_m::cube_t::lfs
private

The fourier space coordinates vector: Lfs(i,{1,2,3})={kx,ky,kz}(i)

Definition at line 167 of file cube.F90.

◆ np_local

integer, dimension(:), allocatable cube_oct_m::cube_t::np_local
private

Number of points in each partition.

Definition at line 169 of file cube.F90.

◆ xlocal

integer, dimension(:), allocatable cube_oct_m::cube_t::xlocal
private

where does each process start when gathering a function

Definition at line 170 of file cube.F90.

◆ local

integer, dimension(:,:), allocatable cube_oct_m::cube_t::local
private

local to global map used when gathering a function

Definition at line 171 of file cube.F90.

◆ np_local_fs

integer, dimension(:), allocatable cube_oct_m::cube_t::np_local_fs
private

Number of points in each fs partition.

Definition at line 172 of file cube.F90.

◆ xlocal_fs

integer, dimension(:), allocatable cube_oct_m::cube_t::xlocal_fs
private

where does each process start when gathering a fs function

Definition at line 173 of file cube.F90.

◆ local_fs

integer, dimension(:,:), allocatable cube_oct_m::cube_t::local_fs
private

local to global map used when gathering a fs function

Definition at line 174 of file cube.F90.

◆ fft

type(fft_t), allocatable cube_oct_m::cube_t::fft
private

the fft object

Definition at line 177 of file cube.F90.

◆ has_cube_mapping

logical, private cube_oct_m::cube_t::has_cube_mapping = .false.
private

Saves if a mapping with the cube is needed. Until now, is needed with par_states (without par_domains) and PES.

Definition at line 178 of file cube.F90.

◆ spacing

real(real64), dimension(3) cube_oct_m::cube_t::spacing
private

Definition at line 181 of file cube.F90.

◆ latt

type(lattice_vectors_t), allocatable cube_oct_m::cube_t::latt
private

Definition at line 183 of file cube.F90.

◆ cube_map

type(mesh_cube_map_t) cube_oct_m::cube_t::cube_map
private

Definition at line 185 of file cube.F90.

◆ cube_map_present

logical cube_oct_m::cube_t::cube_map_present = .false.
private

Definition at line 186 of file cube.F90.

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