dipelm_smooth Module Reference

Dipole smoothing routines. More...

Functions/Subroutines
real(idp) function	energy_dependent_width (Ek, Eleft, Eright)
	Energy-dependent Gaussian smoothing width. More...
subroutine	sigma2i (E, Estart, escat, escat2, is, limits)
real(kind=idp) function	sigma (E)
subroutine	binary_search (arr, val, lr, i)
subroutine	least_squares (pol_order, istart_point, iend_point, x_points, y_points)
real(kind=idp) function	gaussian (E, Ep, sigma_E)

Detailed Description

Dipole smoothing routines.

Author

Alex Harvey

Date

2019

Routines for smoothing partial wave dipoles before calculation of observables.

Parameters

ismooth

Test

Function/Subroutine Documentation

binary_search()

subroutine dipelm_smooth::binary_search	(	real(kind=idp), dimension(:)	arr,
		real(kind=idp)	val,
		integer	lr,
		integer	i
	)

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energy_dependent_width()

real(idp) function dipelm_smooth::energy_dependent_width	(	real(idp), intent(in)	Ek,
		real(idp), intent(in)	Eleft,
		real(idp), intent(in)	Eright
	)

Energy-dependent Gaussian smoothing width.

gaussian()

real(kind=idp) function dipelm_smooth::gaussian	(	real(idp)	E,
		real(idp)	Ep,
		real(idp)	sigma_E
	)

least_squares()

subroutine dipelm_smooth::least_squares	(	integer	pol_order,
		integer, intent(in)	istart_point,
		integer, intent(in)	iend_point,
		real(idp), dimension(:), intent(in)	x_points,
		real(idp), dimension(:), intent(inout)	y_points
	)

sigma()

real(kind=idp) function dipelm_smooth::sigma

(

real(kind=idp)

E

)

sigma2i()

subroutine dipelm_smooth::sigma2i	(	real(kind=idp)	E,
		real(kind=idp)	Estart,
		real(kind=idp), dimension(:)	escat,
		real(kind=idp), dimension(:), allocatable	escat2,
		integer	is,
		integer, dimension(:,:), allocatable	limits
	)

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