sll_m_dg_fields Module Reference

Description

Solve Maxwell equations on cartesian domain with Disconituous Galerkine method:

• Gauss Lobatto for integration formula
• Periodic boundary conditions.

Derived types and interfaces
type	sll_t_dg_field_2d
	Object to describe field data with DG numerical method. More...
interface	operator(+)
	sum operator DG field 2d More...
interface	operator(-)
	sub operator DG field 2d More...

Functions/Subroutines
subroutine, public	sll_s_dg_field_2d_init (this, degree, tau, init_function)
type(sll_t_dg_field_2d) function, pointer, public	sll_f_new_dg_field_2d (degree, tau, init_function)
subroutine	set_value_dg_field_2d (this, init_function, time)
subroutine	write_dg_field_2d_to_file (this, field_name, file_format, time)
subroutine	plot_dg_field_2d_with_gnuplot (this, field_name)
type(sll_t_dg_field_2d) function	dg_field_add (W1, W2)
type(sll_t_dg_field_2d) function	dg_field_sub (W1, W2)
subroutine	plot_dg_field_2d_with_gmsh (this, field_name)
subroutine	plot_dg_field_2d_with_plotmtv (this, field_name)
subroutine	plot_dg_field_2d_with_xdmf (this, field_name, time)

Variables
integer(kind=i32)	error

Function/Subroutine Documentation

dg_field_add()

type(sll_t_dg_field_2d) function sll_m_dg_fields::dg_field_add ( type(sll_t_dg_field_2d), intent(in)  W1, type(sll_t_dg_field_2d), intent(in)  W2  )

private

Definition at line 263 of file sll_m_dg_fields.F90.

dg_field_sub()

type(sll_t_dg_field_2d) function sll_m_dg_fields::dg_field_sub ( type(sll_t_dg_field_2d), intent(in)  W1, type(sll_t_dg_field_2d), intent(in)  W2  )

private

Definition at line 277 of file sll_m_dg_fields.F90.

plot_dg_field_2d_with_gmsh()

subroutine sll_m_dg_fields::plot_dg_field_2d_with_gmsh ( class(sll_t_dg_field_2d)  this, character(len=*)  field_name  )

private

Definition at line 287 of file sll_m_dg_fields.F90.

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plot_dg_field_2d_with_gnuplot()

subroutine sll_m_dg_fields::plot_dg_field_2d_with_gnuplot ( class(sll_t_dg_field_2d)  this, character(len=*)  field_name  )

private

Definition at line 202 of file sll_m_dg_fields.F90.

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plot_dg_field_2d_with_plotmtv()

subroutine sll_m_dg_fields::plot_dg_field_2d_with_plotmtv ( class(sll_t_dg_field_2d)  this, character(len=*)  field_name  )

private

Definition at line 405 of file sll_m_dg_fields.F90.

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plot_dg_field_2d_with_xdmf()

subroutine sll_m_dg_fields::plot_dg_field_2d_with_xdmf ( class(sll_t_dg_field_2d)  this, character(len=*)  field_name, real(kind=f64), optional  time  )

private

Definition at line 516 of file sll_m_dg_fields.F90.

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set_value_dg_field_2d()

subroutine sll_m_dg_fields::set_value_dg_field_2d ( class(sll_t_dg_field_2d)  this, real(kind=f64), external  init_function, real(kind=f64)  time  )

private

Definition at line 144 of file sll_m_dg_fields.F90.

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sll_f_new_dg_field_2d()

type(sll_t_dg_field_2d) function, pointer, public sll_m_dg_fields::sll_f_new_dg_field_2d	(	integer(kind=i32), intent(in)	degree,
		class(sll_coordinate_transformation_2d_base), pointer	tau,
		real(kind=f64), optional, external	init_function
	)

Parameters

	tau	transformation
	init_function	function
[in]	degree	degree integration

Definition at line 108 of file sll_m_dg_fields.F90.

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sll_s_dg_field_2d_init()

subroutine, public sll_m_dg_fields::sll_s_dg_field_2d_init	(	class(sll_t_dg_field_2d)	this,
		integer(kind=i32), intent(in)	degree,
		class(sll_coordinate_transformation_2d_base), target	tau,
		real(kind=f64), optional, external	init_function
	)

Parameters

	this	DG field 2d
	tau	transformation
	init_function	function
[in]	degree	degree integration

Definition at line 75 of file sll_m_dg_fields.F90.

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write_dg_field_2d_to_file()

subroutine sll_m_dg_fields::write_dg_field_2d_to_file ( class(sll_t_dg_field_2d)  this, character(len=*)  field_name, integer(kind=i32), optional  file_format, real(kind=f64), optional  time  )

private

Definition at line 174 of file sll_m_dg_fields.F90.

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Variable Documentation

error

integer(kind=i32) error

private

Definition at line 71 of file sll_m_dg_fields.F90.