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This module defines various routines, operating on mesh functions. More...
This module defines various routines, operating on mesh functions.
Data Types | |
interface | dmf_dotp |
interface | dmf_integrate |
interface | dmf_nrm2 |
interface | mf_line_integral |
interface | mf_surface_integral |
interface | zmf_dotp |
interface | zmf_integrate |
interface | zmf_nrm2 |
Functions/Subroutines | |
subroutine, public | mesh_init_mesh_aux (mesh) |
Initialise a pointer to the grid/mesh, that is globally exposed, such that low level mesh operations implicitly access the mesh without it being part of the routine signature. More... | |
subroutine, public | zmf_fix_phase (mesh, ff) |
Fix the phase of complex function. More... | |
real(real64) function | dmf_integrate_1 (mesh, ff, mask, reduce) |
Integrate a function on the mesh. More... | |
real(real64) function, dimension(1:dim) | dmf_integrate_2 (mesh, dim, ff, mask, reduce) |
Integrate of a vector of functins. More... | |
subroutine, public | dmf_normalize (mesh, dim, psi, norm) |
Normalize a mesh function psi. More... | |
real(real64) function | dmf_dotp_1 (mesh, f1, f2, reduce, dotu, np) |
this function returns the dot product between two mesh functions More... | |
real(real64) function | dmf_dotp_2 (mesh, dim, f1, f2, reduce, dotu, np) |
dot product for vector valued mesh functions More... | |
real(real64) function | dmf_nrm2_1 (mesh, ff, reduce) |
this function returns the norm of a mesh function More... | |
real(real64) function | dmf_nrm2_2 (mesh, dim, ff, reduce) |
this function returns the norm of a vector of mesh functions More... | |
real(real64) function, public | dmf_moment (mesh, ff, idir, order) |
This function calculates the "order" moment of the function ff. More... | |
subroutine, public | dmf_random (mesh, ff, pre_shift, post_shift, seed, normalized) |
This subroutine fills a function with random values. More... | |
subroutine, public | dmf_interpolate_points (ndim, npoints_in, x_in, f_in, npoints_out, x_out, f_out) |
This function receives a function f_in defined in a mesh, and returns the interpolated values of the function over the npoints_in defined by x_in. More... | |
subroutine | dmf_interpolate_on_plane (mesh, plane, ff, f_in_plane) |
Given a function ff defined on mesh, and a plane, it gives back the values of ff on the plane, by doing the appropriate interpolation. More... | |
subroutine | dmf_interpolate_on_line (mesh, line, ff, f_in_line) |
Given a function ff defined on mesh, and a line, it gives back the values of ff on the line, by doing the appropriate interpolation. More... | |
real(real64) function | dmf_surface_integral_scalar (mesh, ff, plane) |
This subroutine calculates the surface integral of a scalar function on a given plane. More... | |
real(real64) function | dmf_surface_integral_vector (mesh, ff, plane) |
This subroutine calculates the surface integral of a vector function on a given plane. More... | |
real(real64) function | dmf_line_integral_scalar (mesh, ff, line) |
This subroutine calculates the line integral of a scalar function on a given line. More... | |
real(real64) function | dmf_line_integral_vector (mesh, ff, line) |
This subroutine calculates the line integral of a vector function on a given line. More... | |
subroutine, public | dmf_multipoles (mesh, ff, lmax, multipole, mask) |
This routine calculates the multipoles of a function ff. More... | |
subroutine, public | dmf_dipole (mesh, ff, dipole, mask) |
This routine calculates the dipole of a function ff, for arbitrary dimensions. More... | |
real(real64) function, public | dmf_dotp_aux (f1, f2) |
dot product between two vectors (mesh functions) More... | |
real(real64) function, public | dmf_dotu_aux (f1, f2) |
dot product between two vectors (mesh functions) without conjugation More... | |
real(real64) function, public | dmf_nrm2_aux (ff) |
calculate norm2 of a vector (mesh function) More... | |
complex(real64) function | zmf_integrate_1 (mesh, ff, mask, reduce) |
Integrate a function on the mesh. More... | |
complex(real64) function, dimension(1:dim) | zmf_integrate_2 (mesh, dim, ff, mask, reduce) |
Integrate of a vector of functins. More... | |
subroutine, public | zmf_normalize (mesh, dim, psi, norm) |
Normalize a mesh function psi. More... | |
complex(real64) function | zmf_dotp_1 (mesh, f1, f2, reduce, dotu, np) |
this function returns the dot product between two mesh functions More... | |
complex(real64) function | zmf_dotp_2 (mesh, dim, f1, f2, reduce, dotu, np) |
dot product for vector valued mesh functions More... | |
real(real64) function | zmf_nrm2_1 (mesh, ff, reduce) |
this function returns the norm of a mesh function More... | |
real(real64) function | zmf_nrm2_2 (mesh, dim, ff, reduce) |
this function returns the norm of a vector of mesh functions More... | |
complex(real64) function, public | zmf_moment (mesh, ff, idir, order) |
This function calculates the "order" moment of the function ff. More... | |
subroutine, public | zmf_random (mesh, ff, pre_shift, post_shift, seed, normalized) |
This subroutine fills a function with random values. More... | |
subroutine, public | zmf_interpolate_points (ndim, npoints_in, x_in, f_in, npoints_out, x_out, f_out) |
This function receives a function f_in defined in a mesh, and returns the interpolated values of the function over the npoints_in defined by x_in. More... | |
subroutine | zmf_interpolate_on_plane (mesh, plane, ff, f_in_plane) |
Given a function ff defined on mesh, and a plane, it gives back the values of ff on the plane, by doing the appropriate interpolation. More... | |
subroutine | zmf_interpolate_on_line (mesh, line, ff, f_in_line) |
Given a function ff defined on mesh, and a line, it gives back the values of ff on the line, by doing the appropriate interpolation. More... | |
complex(real64) function | zmf_surface_integral_scalar (mesh, ff, plane) |
This subroutine calculates the surface integral of a scalar function on a given plane. More... | |
complex(real64) function | zmf_surface_integral_vector (mesh, ff, plane) |
This subroutine calculates the surface integral of a vector function on a given plane. More... | |
complex(real64) function | zmf_line_integral_scalar (mesh, ff, line) |
This subroutine calculates the line integral of a scalar function on a given line. More... | |
complex(real64) function | zmf_line_integral_vector (mesh, ff, line) |
This subroutine calculates the line integral of a vector function on a given line. More... | |
subroutine, public | zmf_multipoles (mesh, ff, lmax, multipole, mask) |
This routine calculates the multipoles of a function ff. More... | |
subroutine, public | zmf_dipole (mesh, ff, dipole, mask) |
This routine calculates the dipole of a function ff, for arbitrary dimensions. More... | |
complex(real64) function, public | zmf_dotp_aux (f1, f2) |
dot product between two vectors (mesh functions) More... | |
complex(real64) function, public | zmf_dotu_aux (f1, f2) |
dot product between two vectors (mesh functions) without conjugation More... | |
real(real64) function, public | zmf_nrm2_aux (ff) |
calculate norm2 of a vector (mesh function) More... | |
Variables | |
logical, public | sp_parallel |
integer, public | sp_np |
integer, public | sp_dim |
integer, public | sp_st1 |
integer, public | sp_st2 |
integer, public | sp_kp1 |
integer, public | sp_kp2 |
integer, public | sp_distdot_mode |
type(mpi_grp_t), public | sp_grp |
class(mesh_t), pointer, public | mesh_aux => null() |
Globally-scoped pointer to the mesh instance. More... | |
subroutine, public mesh_function_oct_m::mesh_init_mesh_aux | ( | class(mesh_t), intent(in), target | mesh | ) |
Initialise a pointer to the grid/mesh, that is globally exposed, such that low level mesh operations implicitly access the mesh without it being part of the routine signature.
Definition at line 218 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::zmf_fix_phase | ( | class(mesh_t), intent(in) | mesh, |
complex(real64), dimension(:), intent(inout) | ff | ||
) |
Fix the phase of complex function.
Given a complex function on the grid, we want to minimize its imaginary part For this, we determine the angle that will minimize the imaginary part after rotation in the complex plane. We then choose the solution that maximizes the real part
Definition at line 234 of file mesh_function.F90.
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private |
Integrate a function on the mesh.
\[ d = \sum_i^N f_i dV_i \]
where \( f_i \) is the discrete function, \(dV_i\) is the volume element, and \( N \) is the number of mesh points.
[in] | ff | Function to integrate with dimensions (1:mesh%np) |
[in] | mask | Define which grid points to integrate over |
[in] | reduce | Perform reduction over all grid domains |
Definition at line 383 of file mesh_function.F90.
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private |
Integrate of a vector of functins.
[in] | ff | Function to integrate with dimensions (1:mesh%np) |
[in] | mask | Define which grid points to integrate over |
[in] | reduce | Perform reduction over all grid domains |
Definition at line 429 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::dmf_normalize | ( | class(mesh_t), intent(in) | mesh, |
integer, intent(in) | dim, | ||
real(real64), dimension(:,:), intent(inout), contiguous | psi, | ||
real(real64), intent(out), optional | norm | ||
) |
Normalize a mesh function psi.
[in] | mesh | underlying mesh |
[in] | dim | spinor dimension of the function |
[in,out] | psi | mesh function psi(mesh%np, dim) |
[out] | norm | optional output of the norm |
Definition at line 456 of file mesh_function.F90.
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private |
this function returns the dot product between two mesh functions
[in] | mesh | underlying mesh |
[in] | f2 | mesh functions |
[in] | reduce | if true, perform mpi reduction |
[in] | dotu | if true, use blas_dotu instead of blas_dot; no complex conjugation. Default is false. This has no effect if working with real version |
Definition at line 486 of file mesh_function.F90.
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private |
dot product for vector valued mesh functions
[in] | mesh | underlying mesh |
[in] | dim | dimensions |
[in] | f2 | mesh functions of dimension (1:mesh%np, 1:dim) |
[in] | reduce | if true, perform mpi reduction |
[in] | dotu | if true, use lalg_dotu instead of lalg_dot; no complex conjugation. Default is false. |
[in] | np | optional number of points over which the integral is performed |
Definition at line 561 of file mesh_function.F90.
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private |
this function returns the norm of a mesh function
[in] | mesh | underlying mesh |
[in] | ff | mesh function |
[in] | reduce | if true, perform mpi reduction |
Definition at line 593 of file mesh_function.F90.
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private |
this function returns the norm of a vector of mesh functions
[in] | mesh | underlying mesh |
[in] | dim | dimensions |
[in] | ff | mesh function of dimension (1:mesh%np, 1:dim) |
[in] | reduce | if true, perform mpi reduction |
Definition at line 630 of file mesh_function.F90.
real(real64) function, public mesh_function_oct_m::dmf_moment | ( | class(mesh_t), intent(in) | mesh, |
real(real64), dimension(:), intent(in) | ff, | ||
integer, intent(in) | idir, | ||
integer, intent(in) | order | ||
) |
This function calculates the "order" moment of the function ff.
moment = \( \int ff({\bf x}) {\bf x}_{\rm idir}^{\rm order} \)
[in] | mesh | underlying mesh |
[in] | ff | mesh function |
[in] | idir | Cartesian direction |
[in] | order | order of the moment |
Definition at line 656 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::dmf_random | ( | class(mesh_t), intent(in) | mesh, |
real(real64), dimension(:), intent(out), contiguous | ff, | ||
integer(int64), intent(in), optional | pre_shift, | ||
integer(int64), intent(in), optional | post_shift, | ||
integer(int64), intent(in), optional | seed, | ||
logical, intent(in), optional | normalized | ||
) |
This subroutine fills a function with random values.
[in] | normalized | whether generate states should have norm 1, true by default |
Definition at line 685 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::dmf_interpolate_points | ( | integer, intent(in) | ndim, |
integer, intent(in) | npoints_in, | ||
real(real64), dimension(:, :), intent(in) | x_in, | ||
real(real64), dimension(:), intent(in) | f_in, | ||
integer, intent(in) | npoints_out, | ||
real(real64), dimension(:,:), intent(in) | x_out, | ||
real(real64), dimension(:), intent(out) | f_out | ||
) |
This function receives a function f_in defined in a mesh, and returns the interpolated values of the function over the npoints_in defined by x_in.
[in] | f_in | function (1:npoints_in)) |
[in] | x_in | coordinates of in points (1:npoints_in, 1:ndim) |
[in] | x_out | coordinates of out points (1:npoints_out, 1:ndim) |
[out] | f_out | (1:npoints_out) |
Definition at line 740 of file mesh_function.F90.
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private |
Given a function ff defined on mesh, and a plane, it gives back the values of ff on the plane, by doing the appropriate interpolation.
[in] | mesh | underlying mesh |
[in] | plane | plane to interpolate onto |
[in] | ff | function defined on mesh |
Definition at line 795 of file mesh_function.F90.
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private |
Given a function ff defined on mesh, and a line, it gives back the values of ff on the line, by doing the appropriate interpolation.
[in] | mesh | underlying mesh |
[in] | line | line to interpolate onto |
[in] | ff | function defined on mesh |
Definition at line 851 of file mesh_function.F90.
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private |
This subroutine calculates the surface integral of a scalar function on a given plane.
[in] | mesh | underlying mesh |
[in] | ff | function to integrate; dimensions (1:mesh%np) |
[in] | plane | plane for surface integration |
Definition at line 899 of file mesh_function.F90.
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private |
This subroutine calculates the surface integral of a vector function on a given plane.
[in] | mesh | underlying mesh |
[in] | ff | function to integrate; dimensions (mesh%np, mesh%box%dim) |
[in] | plane | plane for surface integration |
Definition at line 928 of file mesh_function.F90.
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private |
This subroutine calculates the line integral of a scalar function on a given line.
[in] | mesh | underlying mesh |
[in] | ff | function defined on mesh; dimensions (1:mesh%np) |
[in] | line | line to integrate along |
Definition at line 958 of file mesh_function.F90.
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private |
This subroutine calculates the line integral of a vector function on a given line.
[in] | mesh | underlying mesh |
[in] | ff | function defined on mesh; dimensions (mesh%np, mesh%box%dim) |
[in] | line | line to integrate along |
Definition at line 987 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::dmf_multipoles | ( | class(mesh_t), intent(in) | mesh, |
real(real64), dimension(:), intent(in) | ff, | ||
integer, intent(in) | lmax, | ||
real(real64), dimension(:), intent(out) | multipole, | ||
logical, dimension(:), intent(in), optional | mask | ||
) |
This routine calculates the multipoles of a function ff.
defined in the following way:
And so on.
[in] | mesh | underlying mesh |
[in] | ff | function to integrate |
[in] | lmax | maximum angular momentum |
[out] | multipole | ((lmax + 1)**2) |
[in] | mask | (1:mesh%np) |
Definition at line 1024 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::dmf_dipole | ( | class(mesh_t), intent(in) | mesh, |
real(real64), dimension(:), intent(in) | ff, | ||
real(real64), dimension(:), intent(out) | dipole, | ||
logical, dimension(:), intent(in), optional | mask | ||
) |
This routine calculates the dipole of a function ff, for arbitrary dimensions.
[in] | mesh | underlying mesh |
[in] | ff | (1:mesh%np) |
[out] | dipole | (1:mesh%box%dim) |
[in] | mask | (1:mesh%np) |
Definition at line 1082 of file mesh_function.F90.
real(real64) function, public mesh_function_oct_m::dmf_dotp_aux | ( | real(real64), dimension(:), intent(in) | f1, |
real(real64), dimension(:), intent(in) | f2 | ||
) |
dot product between two vectors (mesh functions)
This function returns the dot product between two vectors, but using the mesh_aux defined as a global object in this module. This way it can be called by external libraries, passing only the two vectors. First, one has to make sure that mesh_aux is pointing to some defined mesh data structure, by calling mesh_init_mesh_aux.
Definition at line 1124 of file mesh_function.F90.
real(real64) function, public mesh_function_oct_m::dmf_dotu_aux | ( | real(real64), dimension(:), intent(in) | f1, |
real(real64), dimension(:), intent(in) | f2 | ||
) |
dot product between two vectors (mesh functions) without conjugation
This function returns the dot product between two vectors, but using the mesh_aux defined as a global object in this module. This way it can be called by external libraries, passing only the two vectors. First, one has to make sure that mesh_aux is pointing to some defined mesh data structure, by calling mesh_init_mesh_aux.
Definition at line 1144 of file mesh_function.F90.
real(real64) function, public mesh_function_oct_m::dmf_nrm2_aux | ( | real(real64), dimension(:), intent(in) | ff | ) |
calculate norm2 of a vector (mesh function)
This uses the mesh_aux defined as a global object in this module. This way it can be called by external libraries, passing only the two vectors. First, one has to make sure that mesh_aux is pointing to some defined mesh data structure, by calling mesh_init_mesh_aux.
Definition at line 1164 of file mesh_function.F90.
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private |
Integrate a function on the mesh.
\[ d = \sum_i^N f_i dV_i \]
where \( f_i \) is the discrete function, \(dV_i\) is the volume element, and \( N \) is the number of mesh points.
[in] | ff | Function to integrate with dimensions (1:mesh%np) |
[in] | mask | Define which grid points to integrate over |
[in] | reduce | Perform reduction over all grid domains |
Definition at line 1257 of file mesh_function.F90.
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private |
Integrate of a vector of functins.
[in] | ff | Function to integrate with dimensions (1:mesh%np) |
[in] | mask | Define which grid points to integrate over |
[in] | reduce | Perform reduction over all grid domains |
Definition at line 1303 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::zmf_normalize | ( | class(mesh_t), intent(in) | mesh, |
integer, intent(in) | dim, | ||
complex(real64), dimension(:,:), intent(inout), contiguous | psi, | ||
real(real64), intent(out), optional | norm | ||
) |
Normalize a mesh function psi.
[in] | mesh | underlying mesh |
[in] | dim | spinor dimension of the function |
[in,out] | psi | mesh function psi(mesh%np, dim) |
[out] | norm | optional output of the norm |
Definition at line 1330 of file mesh_function.F90.
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private |
this function returns the dot product between two mesh functions
[in] | mesh | underlying mesh |
[in] | f2 | mesh functions |
[in] | reduce | if true, perform mpi reduction |
[in] | dotu | if true, use blas_dotu instead of blas_dot; no complex conjugation. Default is false. This has no effect if working with real version |
Definition at line 1360 of file mesh_function.F90.
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private |
dot product for vector valued mesh functions
[in] | mesh | underlying mesh |
[in] | dim | dimensions |
[in] | f2 | mesh functions of dimension (1:mesh%np, 1:dim) |
[in] | reduce | if true, perform mpi reduction |
[in] | dotu | if true, use lalg_dotu instead of lalg_dot; no complex conjugation. Default is false. |
[in] | np | optional number of points over which the integral is performed |
Definition at line 1442 of file mesh_function.F90.
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private |
this function returns the norm of a mesh function
[in] | mesh | underlying mesh |
[in] | ff | mesh function |
[in] | reduce | if true, perform mpi reduction |
Definition at line 1474 of file mesh_function.F90.
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private |
this function returns the norm of a vector of mesh functions
[in] | mesh | underlying mesh |
[in] | dim | dimensions |
[in] | ff | mesh function of dimension (1:mesh%np, 1:dim) |
[in] | reduce | if true, perform mpi reduction |
Definition at line 1511 of file mesh_function.F90.
complex(real64) function, public mesh_function_oct_m::zmf_moment | ( | class(mesh_t), intent(in) | mesh, |
complex(real64), dimension(:), intent(in) | ff, | ||
integer, intent(in) | idir, | ||
integer, intent(in) | order | ||
) |
This function calculates the "order" moment of the function ff.
moment = \( \int ff({\bf x}) {\bf x}_{\rm idir}^{\rm order} \)
[in] | mesh | underlying mesh |
[in] | ff | mesh function |
[in] | idir | Cartesian direction |
[in] | order | order of the moment |
Definition at line 1537 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::zmf_random | ( | class(mesh_t), intent(in) | mesh, |
complex(real64), dimension(:), intent(out), contiguous | ff, | ||
integer(int64), intent(in), optional | pre_shift, | ||
integer(int64), intent(in), optional | post_shift, | ||
integer(int64), intent(in), optional | seed, | ||
logical, intent(in), optional | normalized | ||
) |
This subroutine fills a function with random values.
[in] | normalized | whether generate states should have norm 1, true by default |
Definition at line 1566 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::zmf_interpolate_points | ( | integer, intent(in) | ndim, |
integer, intent(in) | npoints_in, | ||
real(real64), dimension(:, :), intent(in) | x_in, | ||
complex(real64), dimension(:), intent(in) | f_in, | ||
integer, intent(in) | npoints_out, | ||
real(real64), dimension(:,:), intent(in) | x_out, | ||
complex(real64), dimension(:), intent(out) | f_out | ||
) |
This function receives a function f_in defined in a mesh, and returns the interpolated values of the function over the npoints_in defined by x_in.
[in] | f_in | function (1:npoints_in)) |
[in] | x_in | coordinates of in points (1:npoints_in, 1:ndim) |
[in] | x_out | coordinates of out points (1:npoints_out, 1:ndim) |
[out] | f_out | (1:npoints_out) |
Definition at line 1621 of file mesh_function.F90.
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private |
Given a function ff defined on mesh, and a plane, it gives back the values of ff on the plane, by doing the appropriate interpolation.
[in] | mesh | underlying mesh |
[in] | plane | plane to interpolate onto |
[in] | ff | function defined on mesh |
Definition at line 1669 of file mesh_function.F90.
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private |
Given a function ff defined on mesh, and a line, it gives back the values of ff on the line, by doing the appropriate interpolation.
[in] | mesh | underlying mesh |
[in] | line | line to interpolate onto |
[in] | ff | function defined on mesh |
Definition at line 1725 of file mesh_function.F90.
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private |
This subroutine calculates the surface integral of a scalar function on a given plane.
[in] | mesh | underlying mesh |
[in] | ff | function to integrate; dimensions (1:mesh%np) |
[in] | plane | plane for surface integration |
Definition at line 1773 of file mesh_function.F90.
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private |
This subroutine calculates the surface integral of a vector function on a given plane.
[in] | mesh | underlying mesh |
[in] | ff | function to integrate; dimensions (mesh%np, mesh%box%dim) |
[in] | plane | plane for surface integration |
Definition at line 1802 of file mesh_function.F90.
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private |
This subroutine calculates the line integral of a scalar function on a given line.
[in] | mesh | underlying mesh |
[in] | ff | function defined on mesh; dimensions (1:mesh%np) |
[in] | line | line to integrate along |
Definition at line 1832 of file mesh_function.F90.
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private |
This subroutine calculates the line integral of a vector function on a given line.
[in] | mesh | underlying mesh |
[in] | ff | function defined on mesh; dimensions (mesh%np, mesh%box%dim) |
[in] | line | line to integrate along |
Definition at line 1861 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::zmf_multipoles | ( | class(mesh_t), intent(in) | mesh, |
complex(real64), dimension(:), intent(in) | ff, | ||
integer, intent(in) | lmax, | ||
complex(real64), dimension(:), intent(out) | multipole, | ||
logical, dimension(:), intent(in), optional | mask | ||
) |
This routine calculates the multipoles of a function ff.
defined in the following way:
And so on.
[in] | mesh | underlying mesh |
[in] | ff | function to integrate |
[in] | lmax | maximum angular momentum |
[out] | multipole | ((lmax + 1)**2) |
[in] | mask | (1:mesh%np) |
Definition at line 1898 of file mesh_function.F90.
subroutine, public mesh_function_oct_m::zmf_dipole | ( | class(mesh_t), intent(in) | mesh, |
complex(real64), dimension(:), intent(in) | ff, | ||
complex(real64), dimension(:), intent(out) | dipole, | ||
logical, dimension(:), intent(in), optional | mask | ||
) |
This routine calculates the dipole of a function ff, for arbitrary dimensions.
[in] | mesh | underlying mesh |
[in] | ff | (1:mesh%np) |
[out] | dipole | (1:mesh%box%dim) |
[in] | mask | (1:mesh%np) |
Definition at line 1956 of file mesh_function.F90.
complex(real64) function, public mesh_function_oct_m::zmf_dotp_aux | ( | complex(real64), dimension(:), intent(in) | f1, |
complex(real64), dimension(:), intent(in) | f2 | ||
) |
dot product between two vectors (mesh functions)
This function returns the dot product between two vectors, but using the mesh_aux defined as a global object in this module. This way it can be called by external libraries, passing only the two vectors. First, one has to make sure that mesh_aux is pointing to some defined mesh data structure, by calling mesh_init_mesh_aux.
Definition at line 1998 of file mesh_function.F90.
complex(real64) function, public mesh_function_oct_m::zmf_dotu_aux | ( | complex(real64), dimension(:), intent(in) | f1, |
complex(real64), dimension(:), intent(in) | f2 | ||
) |
dot product between two vectors (mesh functions) without conjugation
This function returns the dot product between two vectors, but using the mesh_aux defined as a global object in this module. This way it can be called by external libraries, passing only the two vectors. First, one has to make sure that mesh_aux is pointing to some defined mesh data structure, by calling mesh_init_mesh_aux.
Definition at line 2018 of file mesh_function.F90.
real(real64) function, public mesh_function_oct_m::zmf_nrm2_aux | ( | complex(real64), dimension(:), intent(in) | ff | ) |
calculate norm2 of a vector (mesh function)
This uses the mesh_aux defined as a global object in this module. This way it can be called by external libraries, passing only the two vectors. First, one has to make sure that mesh_aux is pointing to some defined mesh data structure, by calling mesh_init_mesh_aux.
Definition at line 2038 of file mesh_function.F90.
logical, public mesh_function_oct_m::sp_parallel |
Definition at line 170 of file mesh_function.F90.
integer, public mesh_function_oct_m::sp_np |
Definition at line 171 of file mesh_function.F90.
integer, public mesh_function_oct_m::sp_dim |
Definition at line 171 of file mesh_function.F90.
integer, public mesh_function_oct_m::sp_st1 |
Definition at line 171 of file mesh_function.F90.
integer, public mesh_function_oct_m::sp_st2 |
Definition at line 171 of file mesh_function.F90.
integer, public mesh_function_oct_m::sp_kp1 |
Definition at line 171 of file mesh_function.F90.
integer, public mesh_function_oct_m::sp_kp2 |
Definition at line 171 of file mesh_function.F90.
integer, public mesh_function_oct_m::sp_distdot_mode |
Definition at line 172 of file mesh_function.F90.
type(mpi_grp_t), public mesh_function_oct_m::sp_grp |
Definition at line 173 of file mesh_function.F90.
class(mesh_t), pointer, public mesh_function_oct_m::mesh_aux => null() |
Globally-scoped pointer to the mesh instance.
Definition at line 211 of file mesh_function.F90.