atl_volToFace_module

public subroutine atl_modg_volToFace_Q(nScalars, volState, maxPolyDegree, faceDir, nElems, faceState)

Project modal representation of an element to one of its faces for Q space.

Arguments

Type	Intent		Name
integer,	intent(in)	::	nScalars
real(kind=rk),	intent(in)	::	volState(:,:,:)	The modal representation in the volume. First dimension is the number of voluemtrix numbers of degrees of freedom and second dimension is the number of scalar variables in the equation system.
integer,	intent(in)	::	maxPolyDegree	The maximal polynomial degree per spatial direction.
integer,	intent(in)	::	faceDir	The face to project the modal representation to. Use one of the first six directions of \link tem_param_module \endlink, e.g. \link tem_param_module::q__e \endlink
integer,	intent(in)	::	nElems	The number of elements
real(kind=rk),	intent(inout)	::	faceState(:,:,:,:)	The modal representation on the face

public subroutine atl_modg_volToFace_grad_Q(nScalars, volState, maxPolyDegree, faceDir, nElems, elemLength, faceState)

Project modal representation of gradients of an element to one of its faces for Q space.

Arguments

Type	Intent		Name
integer,	intent(in)	::	nScalars
real(kind=rk),	intent(in)	::	volState(:,:,:)	The modal representation in the volume. First dimension is the number of voluemtrix numbers of degrees of freedom and second dimension is the number of scalar variables in the equation system.
integer,	intent(in)	::	maxPolyDegree	The maximal polynomial degree per spatial direction.
integer,	intent(in)	::	faceDir	The face to project the modal representation to. Use one of the first six directions of \link tem_param_module \endlink, e.g. \link tem_param_module::q__e \endlink
integer,	intent(in)	::	nElems	The number of elements
real(kind=rk),	intent(in)	::	elemLength	The lenght of an element
real(kind=rk),	intent(inout)	::	faceState(:,:,:,:)	The modal representation on the face

public subroutine atl_modg_2d_volToFace_Q(volState, maxPolyDegree, faceDir, nScalars, nElems, faceState)

Project modal representation of an element to one of its faces for Q space.

Arguments

Type	Intent		Name
real(kind=rk),	intent(in)	::	volState(:,:,:)	The modal representation in the volume. First dimension is the number of voluemtrix numbers of degrees of freedom and second dimension is the number of scalar variables in the equation system.
integer,	intent(in)	::	maxPolyDegree	The maximal polynomial degree per spatial direction.
integer,	intent(in)	::	faceDir	The face to project the modal representation to. Use one of the first six directions of \link tem_param_module \endlink, e.g. \link tem_param_module::q__e \endlink
integer,	intent(in)	::	nScalars	The number of scalar variables in your equation system.
integer,	intent(in)	::	nElems	The number of elements
real(kind=rk),	intent(inout)	::	faceState(:,:,:,:)	The modal representation on the face

public subroutine atl_modg_2d_volToFace_grad_Q(volState, maxPolyDegree, faceDir, nScalars, nElems, elemLength, faceState)

Project modal representation of gradients of an element to one of its faces for Q space.

Arguments

Type	Intent		Name
real(kind=rk),	intent(in)	::	volState(:,:,:)	The modal representation in the volume. First dimension is the number of voluemtrix numbers of degrees of freedom and second dimension is the number of scalar variables in the equation system.
integer,	intent(in)	::	maxPolyDegree	The maximal polynomial degree per spatial direction.
integer,	intent(in)	::	faceDir	The face to project the modal representation to. Use one of the first six directions of \link tem_param_module \endlink, e.g. \link tem_param_module::q__e \endlink
integer,	intent(in)	::	nScalars	The number of scalar variables in your equation system.
integer,	intent(in)	::	nElems	The number of elements
real(kind=rk),	intent(in)	::	elemLength	The lenght of an element
real(kind=rk),	intent(inout)	::	faceState(:,:,:,:)	The modal representation on the face

public subroutine atl_modg_1d_volToFace_Q(volState, maxPolyDegree, faceDir, nScalars, nElems, faceState)

Project modal representation of an element to one of its faces for Q space.

Arguments

Type	Intent		Name
real(kind=rk),	intent(in)	::	volState(:,:,:)	The modal representation in the volume. First dimension is the number of voluemtrix numbers of degrees of freedom and second dimension is the number of scalar variables in the equation system.
integer,	intent(in)	::	maxPolyDegree	The maximal polynomial degree per spatial direction.
integer,	intent(in)	::	faceDir	The face to project the modal representation to. Use one of the first six directions of \link tem_param_module \endlink, e.g. \link tem_param_module::q__e \endlink
integer,	intent(in)	::	nScalars	The number of scalar variables in your equation system.
integer,	intent(in)	::	nElems	The number of elements
real(kind=rk),	intent(inout)	::	faceState(:,:,:,:)	The modal representation on the face

public subroutine atl_modg_1d_modalVolToModalFace(mesh, statedata, facedata, nScalars, maxPolyDegree, basisType, equation)

Projects modal representation of each cell to its faces, i.e. this subroutine creates a modal representation on the faces.

Arguments

Type	Intent		Name
type(atl_cube_elem_type),	intent(in)	::	mesh	The elements we apply the projection for.
type(atl_statedata_type),	intent(in)	::	statedata	Volumetric, modal states for each element.
type(atl_facedata_type),	intent(inout)	::	facedata	Modal representation on the face (will be updated by this routine for all fluid elements in mesh).
integer,	intent(in)	::	nScalars	The number of scalars varaibales in your equation system.
integer,	intent(in)	::	maxPolyDegree	The parameters of your modg scheme.
integer,	intent(in)	::	basisType
type(atl_Equations_type)		::	equation	The equation you solve.

public subroutine atl_modg_1d_VolToFace_grad_Q(volState, maxPolyDegree, faceDir, nScalars, nElems, elemLength, faceState)

Arguments

Type	Intent		Name
real(kind=rk),	intent(in)	::	volState(:,:,:)	The modal representation in the volume. First dimension is the number of voluemtrix numbers of degrees of freedom and second dimension is the number of scalar variables in the equation system.
integer,	intent(in)	::	maxPolyDegree	The maximal polynomial degree per spatial direction.
integer,	intent(in)	::	faceDir	The face to project the modal representation to. Use one of the first six directions of \link tem_param_module \endlink, e.g. \link tem_param_module::q__e \endlink
integer,	intent(in)	::	nScalars	The number of scalar variables in your equation system.
integer,	intent(in)	::	nElems	The number of elements
real(kind=rk),	intent(in)	::	elemLength	Length of elements
real(kind=rk),	intent(inout)	::	faceState(:,:,:,:)	The modal representation on the face

public subroutine atl_modg_volToFace_P(nTotalElems, nTotalFaces, nDofs, nFaceDofs, nScalars, volState, maxPolyDegree, faceDir, nElems, faceState)

Project modal representation of an element to one of its faces for P space.

Arguments

Type	Intent		Name
integer,	intent(in)	::	nTotalElems	dimensions
integer,	intent(in)	::	nTotalFaces	dimensions
integer,	intent(in)	::	nDofs	dimensions
integer,	intent(in)	::	nFaceDofs	dimensions
integer,	intent(in)	::	nScalars	dimensions
real(kind=rk),	intent(in)	::	volState(nTotalElems,nDofs,nScalars)	The modal representation in the volume. First dimension is the number of voluemtrix numbers of degrees of freedom and second dimension is the number of scalar variables in the equation system.
integer,	intent(in)	::	maxPolyDegree	The maximal polynomial degree per spatial direction.
integer,	intent(in)	::	faceDir	The face to project the modal representation to. Use one of the first six directions of \link tem_param_module \endlink, e.g. \link tem_param_module::q__e \endlink
integer,	intent(in)	::	nElems	The number of elements
real(kind=rk),	intent(inout)	::	faceState(nTotalFaces,nFaceDofs,nScalars,2)	The modal representation on the face

public subroutine atl_modg_2d_volToFace_P(volState, maxPolyDegree, faceDir, nScalars, nElems, faceState)

Project modal representation of an element to one of its faces for P space.

Arguments

Type	Intent		Name
real(kind=rk),	intent(in)	::	volState(:,:,:)	The modal representation in the volume. First dimension is the number of voluemtrix numbers of degrees of freedom and second dimension is the number of scalar variables in the equation system.
integer,	intent(in)	::	maxPolyDegree	The maximal polynomial degree per spatial direction.
integer,	intent(in)	::	faceDir	The face to project the modal representation to. Use one of the first six directions of \link tem_param_module \endlink, e.g. \link tem_param_module::q__e \endlink
integer,	intent(in)	::	nScalars	The number of scalar variables in your equation system.
integer,	intent(in)	::	nElems	The number of elements
real(kind=rk),	intent(inout)	::	faceState(:,:,:,:)	The modal representation on the face

atl_volToFace_module Module

Contents

Subroutines

Uses

Subroutines

public subroutine atl_modg_volToFace_Q(nScalars, volState, maxPolyDegree, faceDir, nElems, faceState)

Arguments

public subroutine atl_modg_volToFace_grad_Q(nScalars, volState, maxPolyDegree, faceDir, nElems, elemLength, faceState)

Arguments

public subroutine atl_modg_2d_volToFace_Q(volState, maxPolyDegree, faceDir, nScalars, nElems, faceState)

Arguments

public subroutine atl_modg_2d_volToFace_grad_Q(volState, maxPolyDegree, faceDir, nScalars, nElems, elemLength, faceState)

Arguments

public subroutine atl_modg_1d_volToFace_Q(volState, maxPolyDegree, faceDir, nScalars, nElems, faceState)

Arguments

public subroutine atl_modg_1d_modalVolToModalFace(mesh, statedata, facedata, nScalars, maxPolyDegree, basisType, equation)

Arguments

public subroutine atl_modg_1d_VolToFace_grad_Q(volState, maxPolyDegree, faceDir, nScalars, nElems, elemLength, faceState)

Arguments

public subroutine atl_modg_volToFace_P(nTotalElems, nTotalFaces, nDofs, nFaceDofs, nScalars, volState, maxPolyDegree, faceDir, nElems, faceState)

Arguments

public subroutine atl_modg_2d_volToFace_P(volState, maxPolyDegree, faceDir, nScalars, nElems, faceState)

Arguments