sll_m_fcisl Module Reference

Derived types and interfaces
type	sll_t_oblic_derivative

Functions/Subroutines
subroutine, public	sll_s_compute_oblic_shift (iota, Nc_x1, shift, iota_modif)
subroutine, public	sll_s_compute_iota_from_shift (Nc_x1, shift, iota_modif)
subroutine, public	sll_s_compute_at_aligned (f_input, f_output, Nc_x1, Nc_x2, adv, x1_min, x1_max, iota)
subroutine, public	sll_s_compute_spaghetti_size_from_shift (Nc_x1, shift, spaghetti_size)
subroutine, public	sll_s_compute_spaghetti_and_shift_from_guess (Nc_x1, Nc_x2, iota_guess, spaghetti_size_guess, shift, spaghetti_size)
subroutine, public	sll_s_compute_spaghetti (Nc_x1, Nc_x2, shift, spaghetti_index, spaghetti_size)
subroutine, public	sll_s_load_spaghetti (input, output, spaghetti_index, Npts_x1, Npts_x2)
subroutine, public	sll_s_unload_spaghetti (input, output, spaghetti_index, Npts_x1, Npts_x2)
type(sll_t_oblic_derivative) function, pointer, public	sll_f_new_oblic_derivative (degree, x1_min, x1_max, x2_min, x2_max, Nc_x1, Nc_x2, adv)
subroutine	initialize_oblic_derivative (deriv, degree, x1_min, x1_max, x2_min, x2_max, Nc_x1, Nc_x2, adv)
subroutine, public	sll_s_compute_w_hermite (w, r, s)
subroutine, public	sll_s_compute_derivative_periodic (input, output, Nc, w, r, s, length)
subroutine	compute_finite_difference_init (w, p)

Function/Subroutine Documentation

compute_finite_difference_init()

subroutine sll_m_fcisl::compute_finite_difference_init ( real(f64), dimension(-p/2:(p + 1)/2), intent(out)  w, integer, intent(in)  p  )

private

Definition at line 521 of file sll_m_fcisl.F90.

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initialize_oblic_derivative()

subroutine sll_m_fcisl::initialize_oblic_derivative ( type(sll_t_oblic_derivative)  deriv, integer(kind=i32), intent(in)  degree, real(kind=f64), intent(in)  x1_min, real(kind=f64), intent(in)  x1_max, real(kind=f64), intent(in)  x2_min, real(kind=f64), intent(in)  x2_max, integer(kind=i32), intent(in)  Nc_x1, integer(kind=i32), intent(in)  Nc_x2, class(sll_c_advector_1d), pointer  adv  )

private

Definition at line 380 of file sll_m_fcisl.F90.

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sll_f_new_oblic_derivative()

type(sll_t_oblic_derivative) function, pointer, public sll_m_fcisl::sll_f_new_oblic_derivative	(	integer(kind=i32), intent(in)	degree,
		real(kind=f64), intent(in)	x1_min,
		real(kind=f64), intent(in)	x1_max,
		real(kind=f64), intent(in)	x2_min,
		real(kind=f64), intent(in)	x2_max,
		integer(kind=i32), intent(in)	Nc_x1,
		integer(kind=i32), intent(in)	Nc_x2,
		class(sll_c_advector_1d), pointer	adv
	)

Definition at line 345 of file sll_m_fcisl.F90.

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sll_s_compute_at_aligned()

subroutine, public sll_m_fcisl::sll_s_compute_at_aligned	(	real(kind=f64), dimension(:, :), intent(in)	f_input,
		real(kind=f64), dimension(:, :), intent(out)	f_output,
		integer(kind=i32), intent(in)	Nc_x1,
		integer(kind=i32), intent(in)	Nc_x2,
		class(sll_c_advector_1d), pointer	adv,
		real(kind=f64), intent(in)	x1_min,
		real(kind=f64), intent(in)	x1_max,
		real(kind=f64), intent(in)	iota
	)

Definition at line 68 of file sll_m_fcisl.F90.

sll_s_compute_derivative_periodic()

subroutine, public sll_m_fcisl::sll_s_compute_derivative_periodic	(	real(kind=f64), dimension(:), intent(in)	input,
		real(kind=f64), dimension(:), intent(out)	output,
		integer(kind=i32), intent(in)	Nc,
		real(kind=f64), dimension(r:s), intent(in)	w,
		integer(kind=i32), intent(in)	r,
		integer(kind=i32), intent(in)	s,
		real(kind=f64), intent(in)	length
	)

Definition at line 488 of file sll_m_fcisl.F90.

sll_s_compute_iota_from_shift()

subroutine, public sll_m_fcisl::sll_s_compute_iota_from_shift	(	integer(kind=i32), intent(in)	Nc_x1,
		integer(kind=i32), intent(in)	shift,
		real(kind=f64), intent(out)	iota_modif
	)

Definition at line 58 of file sll_m_fcisl.F90.

sll_s_compute_oblic_shift()

subroutine, public sll_m_fcisl::sll_s_compute_oblic_shift	(	real(kind=f64), intent(in)	iota,
		integer(kind=i32), intent(in)	Nc_x1,
		integer(kind=i32), intent(out)	shift,
		real(kind=f64), intent(out)	iota_modif
	)

Definition at line 47 of file sll_m_fcisl.F90.

sll_s_compute_spaghetti()

subroutine, public sll_m_fcisl::sll_s_compute_spaghetti	(	integer(kind=i32), intent(in)	Nc_x1,
		integer(kind=i32), intent(in)	Nc_x2,
		integer(kind=i32), intent(in)	shift,
		integer(kind=i32), dimension(:), intent(out)	spaghetti_index,
		integer(kind=i32), intent(out)	spaghetti_size
	)

Definition at line 220 of file sll_m_fcisl.F90.

sll_s_compute_spaghetti_and_shift_from_guess()

subroutine, public sll_m_fcisl::sll_s_compute_spaghetti_and_shift_from_guess	(	integer(kind=i32), intent(in)	Nc_x1,
		integer(kind=i32), intent(in)	Nc_x2,
		real(kind=f64), intent(in)	iota_guess,
		integer(kind=i32), intent(in)	spaghetti_size_guess,
		integer(kind=i32), intent(out)	shift,
		integer(kind=i32), intent(out)	spaghetti_size
	)

Definition at line 128 of file sll_m_fcisl.F90.

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sll_s_compute_spaghetti_size_from_shift()

subroutine, public sll_m_fcisl::sll_s_compute_spaghetti_size_from_shift	(	integer(kind=i32), intent(in)	Nc_x1,
		integer(kind=i32), intent(in)	shift,
		integer(kind=i32), intent(out)	spaghetti_size
	)

Definition at line 101 of file sll_m_fcisl.F90.

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sll_s_compute_w_hermite()

subroutine, public sll_m_fcisl::sll_s_compute_w_hermite	(	real(kind=f64), dimension(r:s), intent(out)	w,
		integer(kind=i32), intent(in)	r,
		integer(kind=i32), intent(in)	s
	)

Definition at line 413 of file sll_m_fcisl.F90.

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sll_s_load_spaghetti()

subroutine, public sll_m_fcisl::sll_s_load_spaghetti	(	real(kind=f64), dimension(:, :), intent(in)	input,
		real(kind=f64), dimension(:), intent(out)	output,
		integer(kind=i32), dimension(:), intent(in)	spaghetti_index,
		integer(kind=i32), intent(in)	Npts_x1,
		integer(kind=i32), intent(in)	Npts_x2
	)

Definition at line 293 of file sll_m_fcisl.F90.

sll_s_unload_spaghetti()

subroutine, public sll_m_fcisl::sll_s_unload_spaghetti	(	real(kind=f64), dimension(:), intent(in)	input,
		real(kind=f64), dimension(:, :), intent(out)	output,
		integer(kind=i32), dimension(:), intent(in)	spaghetti_index,
		integer(kind=i32), intent(in)	Npts_x1,
		integer(kind=i32), intent(in)	Npts_x2
	)

Definition at line 319 of file sll_m_fcisl.F90.