grad_shaf_prof_phys Module Reference

Detailed Description

Physics-based flux functions for Grad-Sharfranov equilibrium.

Authors

Chris Hansen

Date

August 2014

Data Types
type	dipole_ani_press
	Needs docs. More...
type	dipole_b0_flux_func
	Needs docs. More...
type	jphi_flux_func
	Needs docs. More...
type	mercier_flux_func
	Needs docs. More...
type	mercierinv_interp
	Needs docs. More...
type	minbinv_interp
	Needs docs. More...
type	mirror_ani_slosh
	Needs docs. More...
type	mirror_b0_flux_func
	Needs docs. More...

Functions/Subroutines
subroutine	create_dipole_b0_prof (func, npsi)
	Needs Docs.
subroutine	create_jphi_ff (func, npsi, psivals, yvals, y0)
	Needs docs.
subroutine	create_mercier_ff (func, npsi)
	Needs Docs.
subroutine	create_mirror_b0_prof (func, npsi)
	Needs Docs.
subroutine	dipole_ani_apply (self, cell, f, gop, val)
	Reconstruct a component of a Grad-Shafranov solution.
subroutine	dipole_ani_delete (self)
	Destroy temporary internal storage and nullify references.
subroutine	dipole_ani_setup (self, gs)
	Needs Docs.
subroutine	dipole_ani_update (self, gseq)
	Needs Docs.
subroutine	dipole_b0_update (self, gseq)
	Needs Docs.
subroutine	gs_flux_int (self, psi_tmp, field_tmp, nvals, result)
	Needs docs.
subroutine	jphi_update (self, gseq)
	Update F*F' profile from Jphi, P', and current equilibrium.
subroutine	mercier_update (self, gseq)
	Needs Docs.
subroutine	minbinv_apply (self, cell, f, gop, val)
	Needs Docs.
subroutine	minterpinv_apply (self, cell, f, gop, val)
	Needs Docs.
subroutine	mirror_b0_update (self, gseq)
	Needs Docs.
subroutine	mirror_slosh_apply (self, cell, f, gop, val)
	Reconstruct a component of a Grad-Shafranov solution.
subroutine	mirror_slosh_delete (self)
	Destroy temporary internal storage and nullify references.
subroutine	mirror_slosh_setup (self, gs)
	Needs Docs.
subroutine	mirror_slosh_update (self, gseq)
	Needs Docs.

Function/Subroutine Documentation

create_dipole_b0_prof()

subroutine create_dipole_b0_prof	(	class(flux_func), intent(out), pointer	func,
		integer(4), intent(in)	npsi )

Needs Docs.

create_jphi_ff()

subroutine create_jphi_ff	(	class(flux_func), intent(out), pointer	func,
		integer(4), intent(in)	npsi,
		real(8), dimension(npsi), intent(in)	psivals,
		real(8), dimension(npsi), intent(in)	yvals,
		real(8), intent(in)	y0 )

Needs docs.

create_mercier_ff()

subroutine create_mercier_ff	(	class(flux_func), intent(out), pointer	func,
		integer(4), intent(in)	npsi )

Needs Docs.

create_mirror_b0_prof()

subroutine create_mirror_b0_prof	(	class(flux_func), intent(out), pointer	func,
		integer(4), intent(in)	npsi )

Needs Docs.

dipole_ani_apply()

subroutine dipole_ani_apply	(	class(dipole_ani_press), intent(inout)	self,
		integer(4), intent(in)	cell,
		real(8), dimension(:), intent(in)	f,
		real(8), dimension(3,3), intent(in)	gop,
		real(8), dimension(:), intent(out)	val )

Reconstruct a component of a Grad-Shafranov solution.

Parameters

[in,out]	self	Interpolation object
[in]	cell	Cell for interpolation
[in]	f	Position in cell in logical coord [3]
[in]	gop	Logical gradient vectors at f [3,3]
[out]	val	Reconstructed [p_par, p_perp] factors [2]

dipole_ani_delete()

subroutine dipole_ani_delete

(

class(dipole_ani_press), intent(inout)

self

)

Destroy temporary internal storage and nullify references.

dipole_ani_setup()

subroutine dipole_ani_setup	(	class(dipole_ani_press), intent(inout)	self,
		class(gs_eq), intent(inout), target	gs )

Needs Docs.

dipole_ani_update()

subroutine dipole_ani_update	(	class(dipole_ani_press), intent(inout)	self,
		class(gs_eq), intent(inout)	gseq )

Needs Docs.

dipole_b0_update()

subroutine dipole_b0_update	(	class(dipole_b0_flux_func), intent(inout)	self,
		class(gs_eq), intent(inout)	gseq )

Needs Docs.

gs_flux_int()

subroutine gs_flux_int	(	class(gs_eq), intent(inout)	self,
		real(r8), dimension(:), intent(in)	psi_tmp,
		real(r8), dimension(:), intent(in)	field_tmp,
		integer(i4), intent(in)	nvals,
		real(r8), intent(out)	result )

Needs docs.

Parameters

[in,out]	self	Pointer to TokaMaker object
[in]	psi_tmp	Needs docs
[in]	field_tmp	Needs docs
[out]	result	Needs docs

jphi_update()

subroutine jphi_update	(	class(jphi_flux_func), intent(inout)	self,
		class(gs_eq), intent(inout)	gseq )

Update F*F' profile from Jphi, P', and current equilibrium.

mercier_update()

subroutine mercier_update	(	class(mercier_flux_func), intent(inout)	self,
		class(gs_eq), intent(inout)	gseq )

Needs Docs.

minbinv_apply()

subroutine minbinv_apply	(	class(minbinv_interp), intent(inout)	self,
		integer(4), intent(in)	cell,
		real(8), dimension(:), intent(in)	f,
		real(8), dimension(3,3), intent(in)	gop,
		real(8), dimension(:), intent(out)	val )

Needs Docs.

minterpinv_apply()

subroutine minterpinv_apply	(	class(mercierinv_interp), intent(inout)	self,
		integer(4), intent(in)	cell,
		real(8), dimension(:), intent(in)	f,
		real(8), dimension(3,3), intent(in)	gop,
		real(8), dimension(:), intent(out)	val )

Needs Docs.

mirror_b0_update()

subroutine mirror_b0_update	(	class(mirror_b0_flux_func), intent(inout)	self,
		class(gs_eq), intent(inout)	gseq )

Needs Docs.

mirror_slosh_apply()

subroutine mirror_slosh_apply	(	class(mirror_ani_slosh), intent(inout)	self,
		integer(4), intent(in)	cell,
		real(8), dimension(:), intent(in)	f,
		real(8), dimension(3,3), intent(in)	gop,
		real(8), dimension(:), intent(out)	val )

Reconstruct a component of a Grad-Shafranov solution.

Parameters

[in,out]	self	Interpolation object
[in]	cell	Cell for interpolation
[in]	f	Position in cell in logical coord [3]
[in]	gop	Logical gradient vectors at f [3,3]
[out]	val	Reconstructed [p_par, p_perp] factors [2]

mirror_slosh_delete()

subroutine mirror_slosh_delete

(

class(mirror_ani_slosh), intent(inout)

self

)

Destroy temporary internal storage and nullify references.

mirror_slosh_setup()

subroutine mirror_slosh_setup	(	class(mirror_ani_slosh), intent(inout)	self,
		class(gs_eq), intent(inout), target	gs )

Needs Docs.

mirror_slosh_update()

subroutine mirror_slosh_update	(	class(mirror_ani_slosh), intent(inout)	self,
		class(gs_eq), intent(inout)	gseq )

Needs Docs.