sll_m_fcisl_toroidal Module Reference

Functions/Subroutines
subroutine, public	sll_s_compute_time_points (dt, num_time_points, time_points)
subroutine, public	sll_s_compute_euler_field (R0, time_points, num_time_points, psipr, F0, smallr, theta, phi, theta0, phi0)
subroutine, public	sll_s_compute_rk4_field (R0, time_points, num_time_points, psipr, F0, smallr, theta, phi, theta0, phi0)
real(kind=f64) function	toroidal_1 (theta, phi, params)
real(kind=f64) function	toroidal_2 (theta, phi, params)
subroutine, public	sll_s_compute_analytic_field (R0, time_points, num_time_points, psipr, F0, smallr, theta, phi, theta0, phi0)
real(kind=f64) function, public	sll_f_compute_invr_integral (R0, smallr, x)
real(kind=f64) function, public	sll_f_compute_inverse_invr_integral (R0, smallr, x)
subroutine	compute_modulo (x, L)
subroutine, public	sll_s_compute_modulo_vect (in, out, num_points, L)
subroutine, public	sll_s_compute_modulo_vect2d_inplace (inout, num_points1, num_points2, L)
subroutine, public	sll_s_compute_linspace (array, xmin, xmax, Npts)
subroutine, public	sll_s_compute_feet_euler (theta_in, phi_in, num_points1, num_points2, dt, params, theta_out, phi_out)
subroutine, public	sll_s_compute_feet_rk4 (theta_in, phi_in, num_points1, num_points2, dt, params, theta_out, phi_out)
subroutine, public	sll_s_compute_feet_analytic (theta_in, phi_in, num_points1, num_points2, dt, params, theta_out, phi_out)
real(kind=f64) function, dimension(num_points1, num_points2), public	sll_f_interpolate2d_toroidal (num_points1, num_points2, data_in, eta1, eta2, params)
subroutine	compute_w_hermite_aligned (w, w_cell, num_points1, r, s, eta1_pos, eta1_min, eta1_max)
subroutine	compute_hermite_derivatives_aligned (f, num_points1, num_points2, p1, w_aligned_left, w_cell_aligned_left, w_aligned_right, w_cell_aligned_right, buf)

Function/Subroutine Documentation

compute_hermite_derivatives_aligned()

subroutine sll_m_fcisl_toroidal::compute_hermite_derivatives_aligned ( real(kind=f64), dimension(:, :), intent(in)  f, integer(kind=i32), intent(in)  num_points1, integer(kind=i32), intent(in)  num_points2, integer(kind=i32), intent(in)  p1, real(kind=f64), dimension(:, :, :), intent(in)  w_aligned_left, integer(kind=i32), dimension(:, :), intent(in)  w_cell_aligned_left, real(kind=f64), dimension(:, :, :), intent(in)  w_aligned_right, integer(kind=i32), dimension(:, :), intent(in)  w_cell_aligned_right, real(kind=f64), dimension(:, :, :), intent(out)  buf  )

private

Definition at line 722 of file sll_m_fcisl_toroidal.F90.

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compute_modulo()

subroutine sll_m_fcisl_toroidal::compute_modulo ( real(kind=f64), intent(inout)  x, real(kind=f64), intent(in)  L  )

private

Definition at line 294 of file sll_m_fcisl_toroidal.F90.

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compute_w_hermite_aligned()

subroutine sll_m_fcisl_toroidal::compute_w_hermite_aligned ( real(kind=f64), dimension(:, :, :), intent(out)  w, integer(kind=i32), dimension(:, :), intent(out)  w_cell, integer(kind=i32), intent(in)  num_points1, integer(kind=i32), intent(in)  r, integer(kind=i32), intent(in)  s, real(kind=f64), dimension(:, :), intent(in)  eta1_pos, real(kind=f64), intent(in)  eta1_min, real(kind=f64), intent(in)  eta1_max  )

private

Definition at line 651 of file sll_m_fcisl_toroidal.F90.

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sll_f_compute_inverse_invr_integral()

real(kind=f64) function, public sll_m_fcisl_toroidal::sll_f_compute_inverse_invr_integral	(	real(kind=f64), intent(in)	R0,
		real(kind=f64), intent(in)	smallr,
		real(kind=f64), intent(in)	x
	)

Definition at line 267 of file sll_m_fcisl_toroidal.F90.

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sll_f_compute_invr_integral()

real(kind=f64) function, public sll_m_fcisl_toroidal::sll_f_compute_invr_integral	(	real(kind=f64), intent(in)	R0,
		real(kind=f64), intent(in)	smallr,
		real(kind=f64), intent(in)	x
	)

Definition at line 241 of file sll_m_fcisl_toroidal.F90.

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sll_f_interpolate2d_toroidal()

real(kind=f64) function, dimension(num_points1, num_points2), public sll_m_fcisl_toroidal::sll_f_interpolate2d_toroidal	(	integer(kind=i32), intent(in)	num_points1,
		integer(kind=i32), intent(in)	num_points2,
		real(kind=f64), dimension(:, :), intent(in)	data_in,
		real(kind=f64), dimension(:, :), intent(in)	eta1,
		real(kind=f64), dimension(:, :), intent(in)	eta2,
		real(kind=f64), dimension(:), intent(in)	params
	)

Definition at line 526 of file sll_m_fcisl_toroidal.F90.

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sll_s_compute_analytic_field()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_analytic_field	(	real(kind=f64), intent(in)	R0,
		real(kind=f64), dimension(:), intent(in)	time_points,
		integer(kind=i32), intent(in)	num_time_points,
		real(kind=f64), intent(in)	psipr,
		real(kind=f64), intent(in)	F0,
		real(kind=f64), intent(in)	smallr,
		real(kind=f64), dimension(:), intent(out)	theta,
		real(kind=f64), dimension(:), intent(out)	phi,
		real(kind=f64), intent(in)	theta0,
		real(kind=f64), intent(in)	phi0
	)

Definition at line 206 of file sll_m_fcisl_toroidal.F90.

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sll_s_compute_euler_field()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_euler_field	(	real(kind=f64), intent(in)	R0,
		real(kind=f64), dimension(:), intent(in)	time_points,
		integer(kind=i32), intent(in)	num_time_points,
		real(kind=f64), intent(in)	psipr,
		real(kind=f64), intent(in)	F0,
		real(kind=f64), intent(in)	smallr,
		real(kind=f64), dimension(:), intent(out)	theta,
		real(kind=f64), dimension(:), intent(out)	phi,
		real(kind=f64), intent(in)	theta0,
		real(kind=f64), intent(in)	phi0
	)

Definition at line 69 of file sll_m_fcisl_toroidal.F90.

sll_s_compute_feet_analytic()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_feet_analytic	(	real(kind=f64), dimension(:), intent(in)	theta_in,
		real(kind=f64), dimension(:), intent(in)	phi_in,
		integer(kind=i32), intent(in)	num_points1,
		integer(kind=i32), intent(in)	num_points2,
		real(kind=f64), intent(in)	dt,
		real(kind=f64), dimension(:), intent(in)	params,
		real(kind=f64), dimension(:, :), intent(out)	theta_out,
		real(kind=f64), dimension(:, :), intent(out)	phi_out
	)

Definition at line 481 of file sll_m_fcisl_toroidal.F90.

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sll_s_compute_feet_euler()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_feet_euler	(	real(kind=f64), dimension(:), intent(in)	theta_in,
		real(kind=f64), dimension(:), intent(in)	phi_in,
		integer(kind=i32), intent(in)	num_points1,
		integer(kind=i32), intent(in)	num_points2,
		real(kind=f64), intent(in)	dt,
		real(kind=f64), dimension(:), intent(in)	params,
		real(kind=f64), dimension(:, :), intent(out)	theta_out,
		real(kind=f64), dimension(:, :), intent(out)	phi_out
	)

Definition at line 375 of file sll_m_fcisl_toroidal.F90.

sll_s_compute_feet_rk4()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_feet_rk4	(	real(kind=f64), dimension(:), intent(in)	theta_in,
		real(kind=f64), dimension(:), intent(in)	phi_in,
		integer(kind=i32), intent(in)	num_points1,
		integer(kind=i32), intent(in)	num_points2,
		real(kind=f64), intent(in)	dt,
		real(kind=f64), dimension(:), intent(in)	params,
		real(kind=f64), dimension(:, :), intent(out)	theta_out,
		real(kind=f64), dimension(:, :), intent(out)	phi_out
	)

Definition at line 417 of file sll_m_fcisl_toroidal.F90.

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sll_s_compute_linspace()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_linspace	(	real(kind=f64), dimension(:), intent(out)	array,
		real(kind=f64), intent(in)	xmin,
		real(kind=f64), intent(in)	xmax,
		integer(kind=i32), intent(in)	Npts
	)

Definition at line 358 of file sll_m_fcisl_toroidal.F90.

sll_s_compute_modulo_vect()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_modulo_vect	(	real(kind=f64), dimension(:), intent(in)	in,
		real(kind=f64), dimension(:), intent(out)	out,
		integer(kind=i32), intent(in)	num_points,
		real(kind=f64), intent(in)	L
	)

Definition at line 304 of file sll_m_fcisl_toroidal.F90.

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sll_s_compute_modulo_vect2d_inplace()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_modulo_vect2d_inplace	(	real(kind=f64), dimension(:, :), intent(inout)	inout,
		integer(kind=i32), intent(in)	num_points1,
		integer(kind=i32), intent(in)	num_points2,
		real(kind=f64), intent(in)	L
	)

Definition at line 330 of file sll_m_fcisl_toroidal.F90.

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sll_s_compute_rk4_field()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_rk4_field	(	real(kind=f64), intent(in)	R0,
		real(kind=f64), dimension(:), intent(in)	time_points,
		integer(kind=i32), intent(in)	num_time_points,
		real(kind=f64), intent(in)	psipr,
		real(kind=f64), intent(in)	F0,
		real(kind=f64), intent(in)	smallr,
		real(kind=f64), dimension(:), intent(out)	theta,
		real(kind=f64), dimension(:), intent(out)	phi,
		real(kind=f64), intent(in)	theta0,
		real(kind=f64), intent(in)	phi0
	)

Definition at line 108 of file sll_m_fcisl_toroidal.F90.

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sll_s_compute_time_points()

subroutine, public sll_m_fcisl_toroidal::sll_s_compute_time_points	(	real(kind=f64), intent(in)	dt,
		integer(kind=i32), intent(in)	num_time_points,
		real(kind=f64), dimension(:), intent(out)	time_points
	)

Definition at line 51 of file sll_m_fcisl_toroidal.F90.

toroidal_1()

real(kind=f64) function sll_m_fcisl_toroidal::toroidal_1 ( real(kind=f64), intent(in)  theta, real(kind=f64), intent(in)  phi, real(kind=f64), dimension(:), intent(in)  params  )

private

Definition at line 167 of file sll_m_fcisl_toroidal.F90.

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toroidal_2()

real(kind=f64) function sll_m_fcisl_toroidal::toroidal_2 ( real(kind=f64), intent(in)  theta, real(kind=f64), intent(in)  phi, real(kind=f64), dimension(:), intent(in)  params  )

private

Definition at line 184 of file sll_m_fcisl_toroidal.F90.

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