sll_m_poisson_2d_periodic_par.F90 File Reference

#include "sll_memory.h"
#include "sll_assert.h"
#include "sll_working_precision.h"

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Data Types
type	sll_t_poisson_2d_periodic_par
	Structure to store data from Poisson solver. This solver is parallel on structured cartesian mesh. Numerical method uses FFT transforms. More...

Modules
module	sll_m_poisson_2d_periodic_par
	Selalib periodic 2D poisson solver for cartesian coordinates.

Functions/Subroutines
subroutine, public	sll_s_poisson_2d_periodic_par_init (plan, start_layout, ncx, ncy, Lx, Ly)
	Presently, this function receives the geometric information as individual arguments. We should consider passing the 'simple geometry' object that we have for the cartesian cases. More...
subroutine, public	sll_s_poisson_2d_periodic_par_solve (plan, rho, phi)
	Note that the equation that is solved is: \( \Delta \phi = \rho \) Thus the user is responsible for giving the proper sign to the source term. More...
subroutine, public	sll_s_poisson_2d_periodic_par_init_alt (plan, start_layout, ncx, ncy, Lx, Ly)
	Presently, this function receives the geometric information as individual arguments. We should consider passing the 'simple geometry' object that we have for the cartesian cases. The 'alt' version does not consider the last point in the problem, the arrays involved and the layout that represents them should also not include this last point. More...
subroutine, public	sll_s_poisson_2d_periodic_par_solve_alt (plan, rho, phi)
	Note that the equation that is solved is: \( \Delta \phi = \rho \) Thus the user is responsible for giving the proper sign to the source term. The 'alt' version of this function considers only a domain that does not include the last, periodic, point. More...
subroutine, public	sll_s_poisson_2d_periodic_par_free (plan)
	Delete the Poisson solver object. More...