Allocate memory and read initial condition data for IC extrusion. More...

Functions/Subroutines
subroutine	s_icpp_line_segment (patch_id, patch_id_fp, q_prim_vf)
	The line segment patch is a 1D geometry that may be used, for example, in creating a Riemann problem. The geometry of the patch is well-defined when its centroid and length in the x-coordinate direction are provided. Note that the line segment patch DOES NOT allow for the smearing of its boundaries.
impure subroutine	s_icpp_spiral (patch_id, patch_id_fp, q_prim_vf)
	The spiral patch is a 2D geometry that may be used, The geometry of the patch is well-defined when its centroid and radius are provided. Note that the circular patch DOES allow for the smoothing of its boundary.
subroutine	s_icpp_circle (patch_id, patch_id_fp, q_prim_vf)
	The circular patch is a 2D geometry that may be used, for example, in creating a bubble or a droplet. The geometry of the patch is well-defined when its centroid and radius are provided. Note that the circular patch DOES allow for the smoothing of its boundary.
subroutine	s_icpp_varcircle (patch_id, patch_id_fp, q_prim_vf)
	The varcircle patch is a 2D geometry that may be used . It generatres an annulus.
subroutine	s_icpp_3dvarcircle (patch_id, patch_id_fp, q_prim_vf)
	Initialize a 3D variable-thickness circular annulus patch extruded along the z-axis.
subroutine	s_icpp_ellipse (patch_id, patch_id_fp, q_prim_vf)
	The elliptical patch is a 2D geometry. The geometry of the patch is well-defined when its centroid and radii are provided. Note that the elliptical patch DOES allow for the smoothing of its boundary.
subroutine	s_icpp_ellipsoid (patch_id, patch_id_fp, q_prim_vf)
	The ellipsoidal patch is a 3D geometry. The geometry of the patch is well-defined when its centroid and radii are provided. Note that the ellipsoidal patch DOES allow for the smoothing of its boundary.
subroutine	s_icpp_rectangle (patch_id, patch_id_fp, q_prim_vf)
	The rectangular patch is a 2D geometry that may be used, for example, in creating a solid boundary, or pre-/post- shock region, in alignment with the axes of the Cartesian coordinate system. The geometry of such a patch is well- defined when its centroid and lengths in the x- and y- coordinate directions are provided. Please note that the rectangular patch DOES NOT allow for the smoothing of its boundaries.
subroutine	s_icpp_sweep_line (patch_id, patch_id_fp, q_prim_vf)
	The swept line patch is a 2D geometry that may be used, for example, in creating a solid boundary, or pre-/post- shock region, at an angle with respect to the axes of the Cartesian coordinate system. The geometry of the patch is well-defined when its centroid and normal vector, aimed in the sweep direction, are provided. Note that the sweep line patch DOES allow the smoothing of its boundary.
subroutine	s_icpp_2d_taylorgreen_vortex (patch_id, patch_id_fp, q_prim_vf)
	The Taylor Green vortex is 2D decaying vortex that may be used, for example, to verify the effects of viscous attenuation. Geometry of the patch is well-defined when its centroid are provided.
subroutine	s_icpp_1d_bubble_pulse (patch_id, patch_id_fp, q_prim_vf)
	Initialize a 1D bubble-pulse patch with analytical primitive variable profiles.
subroutine	s_icpp_2d_modal (patch_id, patch_id_fp, q_prim_vf)
	2D modal (Fourier) patch. theta = atan2(y - y_centroid, x - x_centroid). Additive (modal_use_exp_form false): R = radius + sum_n [fourier_coscos(ntheta)+fourier_sinsin(ntheta)]; coefficients are absolute (same units as radius). R is clipped to max(R,0). If modal_clip_r_to_min, R = max(R, modal_r_min). Exponential (modal_use_exp_form true): R = radius*exp(sum); coefficients are relative (dimensionless).
subroutine	s_icpp_3d_spherical_harmonic (patch_id, patch_id_fp, q_prim_vf)
	3D spherical harmonic patch. Surface r = radius + sum_lm sph_har_coeff(l,m)*Y_lm(theta,phi). theta = acos(z/r), phi = atan2(y,x) relative to centroid.
subroutine	s_icpp_sphere (patch_id, patch_id_fp, q_prim_vf)
	The spherical patch is a 3D geometry that may be used, for example, in creating a bubble or a droplet. The patch geometry is well-defined when its centroid and radius are provided. Please note that the spherical patch DOES allow for the smoothing of its boundary.
subroutine	s_icpp_cuboid (patch_id, patch_id_fp, q_prim_vf)
	The cuboidal patch is a 3D geometry that may be used, for example, in creating a solid boundary, or pre-/post-shock region, which is aligned with the axes of the Cartesian coordinate system. The geometry of such a patch is well- defined when its centroid and lengths in the x-, y- and z-coordinate directions are provided. Please notice that the cuboidal patch DOES NOT allow for the smearing of its boundaries.
subroutine	s_icpp_cylinder (patch_id, patch_id_fp, q_prim_vf)
	The cylindrical patch is a 3D geometry that may be used, for example, in setting up a cylindrical solid boundary confinement, like a blood vessel. The geometry of this patch is well-defined when the centroid, the radius and the length along the cylinder's axis, parallel to the x-, y- or z-coordinate direction, are provided. Please note that the cylindrical patch DOES allow for the smoothing of its lateral boundary.
subroutine	s_icpp_sweep_plane (patch_id, patch_id_fp, q_prim_vf)
	The swept plane patch is a 3D geometry that may be used, for example, in creating a solid boundary, or pre-/post- shock region, at an angle with respect to the axes of the Cartesian coordinate system. The geometry of the patch is well-defined when its centroid and normal vector, aimed in the sweep direction, are provided. Note that the sweep plane patch DOES allow the smoothing of its boundary.
subroutine	s_icpp_model (patch_id, patch_id_fp, q_prim_vf)
	The STL patch is a 2/3D geometry that is imported from an STL file.
subroutine	s_convert_cylindrical_to_cartesian_coord (cyl_y, cyl_z)
	Convert cylindrical (r, theta) coordinates to Cartesian (y, z) module variables.
real(wp) function, dimension(1:3)	f_convert_cyl_to_cart (cyl)
	Return a 3D Cartesian coordinate vector from a cylindrical (x, r, theta) input vector.
elemental real(wp) function	f_r (myth, offset, a)
	Archimedes spiral function.

impure subroutine, public	s_apply_icpp_patches (patch_id_fp, q_prim_vf)
	Dispatch each initial condition patch to its geometry-specific initialization routine.

Variables
real(wp)	x_centroid
real(wp)	y_centroid
real(wp)	z_centroid
real(wp)	length_x
real(wp)	length_y
real(wp)	length_z
integer	smooth_patch_id
real(wp)	smooth_coeff
	Smoothing coefficient (mirrors ic_patch_parameterssmooth_coeff).
real(wp)	eta
	Pseudo volume fraction for patch boundary smoothing.
real(wp)	cart_y
real(wp)	cart_z
type(bounds_info)	x_boundary
type(bounds_info)	y_boundary
type(bounds_info)	z_boundary
	Patch boundary locations in x, y, z.
character(len=5)	istr
	string to store int to string result for error checking

Detailed Description

Allocate memory and read initial condition data for IC extrusion.

This macro handles the complete initialization process for IC extrusion by:

Memory Allocation:

stored_values(xRows, yRows, sys_size) - stores primitive variable data from files
x_coords(nrows) - stores x-coordinates from input files
y_coords(nrows) - stores y-coordinates from input files (3D case only)

File Reading Operations:

Reads primitive variable data from multiple files with pattern: prim.<file_number>.00.<timestep>.dat where timestep uses zeros_default padding
Files are read from directory specified by init_dir parameter
Supports 1D, 2D, and 3D computational domains

Grid Structure Detection:

1D/2D: Counts lines in first file to determine xRows
3D: Analyzes coordinate patterns to determine xRows and yRows structure

MPI Domain Mapping:

Calculates global_offset_x and global_offset_y for MPI subdomain positioning
Maps file coordinates to local computational grid coordinates

Data Assignment:

Populates q_prim_vf primitive variable arrays with file data
Handles momentum component indexing with special treatment for eqn_idxmomend
Sets eqn_idxmomend component to zero for 2D/3D cases

State Management:

Uses files_loaded flag to prevent redundant file operations
Preserves data across multiple macro calls within same simulation

Note: File pattern uses zeros_default parameter (default: "000000") for timestep padding; Directory path is hardcoded in init_dir parameter - modify as needed

Warning: Aborts execution if file reading errors occur.

Constructs initial condition patch geometries (lines, circles, rectangles, spheres, etc.) on the grid

Function/Subroutine Documentation

◆ f_convert_cyl_to_cart()

real(wp) function, dimension(1:3) m_icpp_patches::f_convert_cyl_to_cart ( real(wp), dimension(1:3), intent(in) cyl )

Return a 3D Cartesian coordinate vector from a cylindrical (x, r, theta) input vector.

Definition at line 16263 of file m_icpp_patches.fpp.f90.

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◆ f_r()

elemental real(wp) function m_icpp_patches::f_r	(	real(wp), intent(in)	myth,
		real(wp), intent(in)	offset,
		real(wp), intent(in)	a )

Archimedes spiral function.

Definition at line 16289 of file m_icpp_patches.fpp.f90.

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◆ s_apply_icpp_patches()

impure subroutine, public m_icpp_patches::s_apply_icpp_patches	(	integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

Dispatch each initial condition patch to its geometry-specific initialization routine.

ICPP Patches

Definition at line 416 of file m_icpp_patches.fpp.f90.

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◆ s_convert_cylindrical_to_cartesian_coord()

subroutine m_icpp_patches::s_convert_cylindrical_to_cartesian_coord	(	real(wp), intent(in)	cyl_y,
		real(wp), intent(in)	cyl_z )

Convert cylindrical (r, theta) coordinates to Cartesian (y, z) module variables.

Definition at line 16237 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_1d_bubble_pulse()

subroutine m_icpp_patches::s_icpp_1d_bubble_pulse	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

Initialize a 1D bubble-pulse patch with analytical primitive variable profiles.

Definition at line 11720 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_2d_modal()

subroutine m_icpp_patches::s_icpp_2d_modal	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

2D modal (Fourier) patch. theta = atan2(y - y_centroid, x - x_centroid). Additive (modal_use_exp_form false): R = radius + sum_n [fourier_cos*cos(n*theta)+fourier_sin*sin(n*theta)]; coefficients are absolute (same units as radius). R is clipped to max(R,0). If modal_clip_r_to_min, R = max(R, modal_r_min). Exponential (modal_use_exp_form true): R = radius*exp(sum); coefficients are relative (dimensionless).

Definition at line 12381 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_2d_taylorgreen_vortex()

subroutine m_icpp_patches::s_icpp_2d_taylorgreen_vortex	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The Taylor Green vortex is 2D decaying vortex that may be used, for example, to verify the effects of viscous attenuation. Geometry of the patch is well-defined when its centroid are provided.

Definition at line 10406 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_3d_spherical_harmonic()

subroutine m_icpp_patches::s_icpp_3d_spherical_harmonic	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

3D spherical harmonic patch. Surface r = radius + sum_lm sph_har_coeff(l,m)*Y_lm(theta,phi). theta = acos(z/r), phi = atan2(y,x) relative to centroid.

Definition at line 12436 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_3dvarcircle()

subroutine m_icpp_patches::s_icpp_3dvarcircle	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

Initialize a 3D variable-thickness circular annulus patch extruded along the z-axis.

Definition at line 5109 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_circle()

subroutine m_icpp_patches::s_icpp_circle	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The circular patch is a 2D geometry that may be used, for example, in creating a bubble or a droplet. The geometry of the patch is well-defined when its centroid and radius are provided. Note that the circular patch DOES allow for the smoothing of its boundary.

Definition at line 2506 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_cuboid()

subroutine m_icpp_patches::s_icpp_cuboid	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The cuboidal patch is a 3D geometry that may be used, for example, in creating a solid boundary, or pre-/post-shock region, which is aligned with the axes of the Cartesian coordinate system. The geometry of such a patch is well- defined when its centroid and lengths in the x-, y- and z-coordinate directions are provided. Please notice that the cuboidal patch DOES NOT allow for the smearing of its boundaries.

Definition at line 13397 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_cylinder()

subroutine m_icpp_patches::s_icpp_cylinder	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The cylindrical patch is a 3D geometry that may be used, for example, in setting up a cylindrical solid boundary confinement, like a blood vessel. The geometry of this patch is well-defined when the centroid, the radius and the length along the cylinder's axis, parallel to the x-, y- or z-coordinate direction, are provided. Please note that the cylindrical patch DOES allow for the smoothing of its lateral boundary.

Definition at line 14295 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_ellipse()

subroutine m_icpp_patches::s_icpp_ellipse	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The elliptical patch is a 2D geometry. The geometry of the patch is well-defined when its centroid and radii are provided. Note that the elliptical patch DOES allow for the smoothing of its boundary.

Definition at line 6001 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_ellipsoid()

subroutine m_icpp_patches::s_icpp_ellipsoid	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The ellipsoidal patch is a 3D geometry. The geometry of the patch is well-defined when its centroid and radii are provided. Note that the ellipsoidal patch DOES allow for the smoothing of its boundary.

Definition at line 7304 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_line_segment()

subroutine m_icpp_patches::s_icpp_line_segment	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The line segment patch is a 1D geometry that may be used, for example, in creating a Riemann problem. The geometry of the patch is well-defined when its centroid and length in the x-coordinate direction are provided. Note that the line segment patch DOES NOT allow for the smearing of its boundaries.

Definition at line 531 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_model()

subroutine m_icpp_patches::s_icpp_model	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The STL patch is a 2/3D geometry that is imported from an STL file.

Definition at line 16113 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_rectangle()

subroutine m_icpp_patches::s_icpp_rectangle	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The rectangular patch is a 2D geometry that may be used, for example, in creating a solid boundary, or pre-/post- shock region, in alignment with the axes of the Cartesian coordinate system. The geometry of such a patch is well- defined when its centroid and lengths in the x- and y- coordinate directions are provided. Please note that the rectangular patch DOES NOT allow for the smoothing of its boundaries.

Definition at line 8205 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_sphere()

subroutine m_icpp_patches::s_icpp_sphere	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The spherical patch is a 3D geometry that may be used, for example, in creating a bubble or a droplet. The patch geometry is well-defined when its centroid and radius are provided. Please note that the spherical patch DOES allow for the smoothing of its boundary.

Definition at line 12500 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_spiral()

impure subroutine m_icpp_patches::s_icpp_spiral	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The spiral patch is a 2D geometry that may be used, The geometry of the patch is well-defined when its centroid and radius are provided. Note that the circular patch DOES allow for the smoothing of its boundary.

Definition at line 1195 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_sweep_line()

subroutine m_icpp_patches::s_icpp_sweep_line	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The swept line patch is a 2D geometry that may be used, for example, in creating a solid boundary, or pre-/post- shock region, at an angle with respect to the axes of the Cartesian coordinate system. The geometry of the patch is well-defined when its centroid and normal vector, aimed in the sweep direction, are provided. Note that the sweep line patch DOES allow the smoothing of its boundary.

Definition at line 9521 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_sweep_plane()

subroutine m_icpp_patches::s_icpp_sweep_plane	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The swept plane patch is a 3D geometry that may be used, for example, in creating a solid boundary, or pre-/post- shock region, at an angle with respect to the axes of the Cartesian coordinate system. The geometry of the patch is well-defined when its centroid and normal vector, aimed in the sweep direction, are provided. Note that the sweep plane patch DOES allow the smoothing of its boundary.

Definition at line 15217 of file m_icpp_patches.fpp.f90.

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◆ s_icpp_varcircle()

subroutine m_icpp_patches::s_icpp_varcircle	(	integer, intent(in)	patch_id,
		integer, dimension(0:m,0:n,0:p), intent(inout)	patch_id_fp,
		type(scalar_field), dimension(1:sys_size), intent(inout)	q_prim_vf )

The varcircle patch is a 2D geometry that may be used . It generatres an annulus.

Definition at line 3806 of file m_icpp_patches.fpp.f90.

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Variable Documentation

◆ cart_y

real(wp) m_icpp_patches::cart_y

Definition at line 409 of file m_icpp_patches.fpp.f90.

◆ cart_z

real(wp) m_icpp_patches::cart_z

Definition at line 409 of file m_icpp_patches.fpp.f90.

◆ eta

real(wp) m_icpp_patches::eta

Pseudo volume fraction for patch boundary smoothing.

Definition at line 408 of file m_icpp_patches.fpp.f90.

◆ istr

character(len=5) m_icpp_patches::istr

string to store int to string result for error checking

Definition at line 411 of file m_icpp_patches.fpp.f90.

◆ length_x

real(wp) m_icpp_patches::length_x

Definition at line 405 of file m_icpp_patches.fpp.f90.

◆ length_y

real(wp) m_icpp_patches::length_y

Definition at line 405 of file m_icpp_patches.fpp.f90.

◆ length_z

real(wp) m_icpp_patches::length_z

Definition at line 405 of file m_icpp_patches.fpp.f90.

◆ smooth_coeff

real(wp) m_icpp_patches::smooth_coeff

Smoothing coefficient (mirrors ic_patch_parameterssmooth_coeff).

Definition at line 407 of file m_icpp_patches.fpp.f90.

◆ smooth_patch_id

integer m_icpp_patches::smooth_patch_id

Definition at line 406 of file m_icpp_patches.fpp.f90.

◆ x_boundary

type(bounds_info) m_icpp_patches::x_boundary

Definition at line 410 of file m_icpp_patches.fpp.f90.

◆ x_centroid

real(wp) m_icpp_patches::x_centroid

Definition at line 404 of file m_icpp_patches.fpp.f90.

◆ y_boundary

type(bounds_info) m_icpp_patches::y_boundary

Definition at line 410 of file m_icpp_patches.fpp.f90.

◆ y_centroid

real(wp) m_icpp_patches::y_centroid

Definition at line 404 of file m_icpp_patches.fpp.f90.

◆ z_boundary

type(bounds_info) m_icpp_patches::z_boundary

Patch boundary locations in x, y, z.

Definition at line 410 of file m_icpp_patches.fpp.f90.

◆ z_centroid

real(wp) m_icpp_patches::z_centroid

Definition at line 404 of file m_icpp_patches.fpp.f90.

Functions/Subroutines

Variables

Detailed Description

Function/Subroutine Documentation

◆ f_convert_cyl_to_cart()

◆ f_r()

◆ s_apply_icpp_patches()

◆ s_convert_cylindrical_to_cartesian_coord()

◆ s_icpp_1d_bubble_pulse()

◆ s_icpp_2d_modal()

◆ s_icpp_2d_taylorgreen_vortex()

◆ s_icpp_3d_spherical_harmonic()

◆ s_icpp_3dvarcircle()

◆ s_icpp_circle()

◆ s_icpp_cuboid()

◆ s_icpp_cylinder()

◆ s_icpp_ellipse()

◆ s_icpp_ellipsoid()

◆ s_icpp_line_segment()

◆ s_icpp_model()

◆ s_icpp_rectangle()

◆ s_icpp_sphere()

◆ s_icpp_spiral()

◆ s_icpp_sweep_line()

◆ s_icpp_sweep_plane()

◆ s_icpp_varcircle()

Variable Documentation

◆ cart_y

◆ cart_z

◆ eta

◆ istr

◆ length_x

◆ length_y

◆ length_z

◆ smooth_coeff

◆ smooth_patch_id

◆ x_boundary

◆ x_centroid

◆ y_boundary

◆ y_centroid

◆ z_boundary

◆ z_centroid