function_integration_gbl::BB_legendre_integrand Type Reference

Inheritance diagram for function_integration_gbl::BB_legendre_integrand:

Collaboration diagram for function_integration_gbl::BB_legendre_integrand:

Public Member Functions
procedure	wp_eval (data, x)
procedure	ep_eval (data, x)
	integrand
procedure	wp_eval_many (data, x, n)
procedure	ep_eval_many (data, x, n)
Public Member Functions inherited from general_quadrature_gbl::function_1d_many
generic, public	eval wp_eval_many
	This must be used in all routines using this object to evaluate the function. This symbol is resolved into one of wp_eval, ep_eval depending on the floating point type of X on input.
generic, public	eval ep_eval_many
	This must be used in all routines using this object to evaluate the function. This symbol is resolved into one of wp_eval, ep_eval depending on the floating point type of X on input.
procedure(wp_user_function_interface_many), deferred	wp_eval_many (data, x, n)
procedure(ep_user_function_interface_many), deferred	ep_eval_many (data, x, n)
Public Member Functions inherited from general_quadrature_gbl::function_1d
generic, public	eval wp_eval
	This must be used in all routines using this object to evaluate the function. This symbol is resolved into one of wp_eval, ep_eval depending on the floating point type of X on input.
generic, public	eval ep_eval
	This must be used in all routines using this object to evaluate the function. This symbol is resolved into one of wp_eval, ep_eval depending on the floating point type of X on input.
procedure(wp_user_function_interface), deferred	wp_eval (data, x)
procedure(ep_user_function_interface), deferred	ep_eval (data, x)

Public Attributes
integer	l = -1
	Angular momentum corresponding to the Legendre term.
real(kind=cfp)	r1 = -1.0_cfp
	Value of the radial coordinate r1 from the radial Legendre resolution.
real(kind=cfp)	fac = -1.0_cfp
	Multiplicative factor used in the evaluation. Typically you'll want it to be: fac = fourpi/(2*l+1.0_cfp)*norm1*norm2, where norm1, norm2 are the normalization factors for the two B-splines.
integer	order = -1
	Order of the radial B-spline basis.
integer	n
	Number of B-splines.
real(kind=cfp), dimension(:), allocatable	bcoef1
	Array of coefficients in the B-spline basis that can be used to evaluate B-spline basis functions.
real(kind=cfp), dimension(:), allocatable	bcoef2
real(kind=cfp), dimension(:), allocatable	knots
	Array of knots.
real(kind=cfp), dimension(:), allocatable	work
	Work array used for evaluation of this spline.
integer	inbv = 0
	Helper variable used for evaluation of B-splines.
Public Attributes inherited from general_quadrature_gbl::function_1d
integer	neval = 0
	Number of function evaulation, number of subdivisions (applicable for adaptive quadratures).
integer	ndiv = 0
integer	max_div = 2*limit
	Maximum number of sub-divisions of the area to integrate over.

Member Function/Subroutine Documentation

ep_eval()

procedure ep_eval	(	class(bb_legendre_integrand)	data,
		real(ep1), intent(in)	x )

integrand

ep_eval_many()

procedure ep_eval_many	(	class(bb_legendre_integrand)	data,
		real(ep1), dimension(n), intent(in)	x,
		integer, intent(in)	n )

wp_eval()

procedure wp_eval	(	class(bb_legendre_integrand)	data,
		real(wp), intent(in)	x )

wp_eval_many()

procedure wp_eval_many	(	class(bb_legendre_integrand)	data,
		real(wp), dimension(n), intent(in)	x,
		integer, intent(in)	n )

Member Data Documentation

bcoef1

real(kind=cfp), dimension(:), allocatable function_integration_gbl::BB_legendre_integrand::bcoef1

Array of coefficients in the B-spline basis that can be used to evaluate B-spline basis functions.

bcoef2

real(kind=cfp), dimension(:), allocatable function_integration_gbl::BB_legendre_integrand::bcoef2

fac

real(kind=cfp) function_integration_gbl::BB_legendre_integrand::fac = -1.0_cfp

Multiplicative factor used in the evaluation. Typically you'll want it to be: fac = fourpi/(2*l+1.0_cfp)*norm1*norm2, where norm1, norm2 are the normalization factors for the two B-splines.

inbv

integer function_integration_gbl::BB_legendre_integrand::inbv = 0

Helper variable used for evaluation of B-splines.

knots

real(kind=cfp), dimension(:), allocatable function_integration_gbl::BB_legendre_integrand::knots

Array of knots.

l

integer function_integration_gbl::BB_legendre_integrand::l = -1

Angular momentum corresponding to the Legendre term.

n

integer function_integration_gbl::BB_legendre_integrand::n

Number of B-splines.

order

integer function_integration_gbl::BB_legendre_integrand::order = -1

Order of the radial B-spline basis.

r1

real(kind=cfp) function_integration_gbl::BB_legendre_integrand::r1 = -1.0_cfp

Value of the radial coordinate r1 from the radial Legendre resolution.

work

real(kind=cfp), dimension(:), allocatable function_integration_gbl::BB_legendre_integrand::work

Work array used for evaluation of this spline.

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

• /scratch.ssd/codes/ukrmol-in-git/source/gbtolib/source/function_integration.f90