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module order_mod
!
!.. Use Statements ..
use module_kind_types, only : Geom_Node,Geom_Edge,Geom_Tria,Geom_Quad
use module_kind_types, only : Geom_Tetr,Geom_Pyra,Geom_Pris,Geom_Hexa
use module_kind_types, only : Geom_Min,Geom_Max,Order_Min,Order_Max,lk
!
implicit none
!
private
!
! #########################
! ### Public Procedures ###
! #########################
!
public :: initialize_geom_solpts
public :: find_geom_max_interp_order
!
! #########################
! ### Module Parameters ###
! #########################
!
! ######################
! ### Public Scalars ###
! ######################
!
integer, public, save :: n_order = 3
integer, public, save :: p_order = 3
integer, public, save :: q_order = 3
integer, public, save :: o_order = -3
integer, public, save :: e_order = -3
!
integer, public, save :: n_min_geom
integer, public, save :: n_max_geom
integer, public, save :: n_min_order
integer, public, save :: n_max_order
!
integer, public, save :: maxpts
integer, public, save :: maxSP
integer, public, save :: maxQP
integer, public, save :: maxFP
integer, public, save :: maxGP
integer, public, save :: maxOP
integer, public, save :: maxEP
!
! Number of solution points for each cell geometry type
!
integer, public, protected, save :: n_sp1de
integer, public, protected, save :: n_sp2dt
integer, public, protected, save :: n_sp2dq
!
! Number of face points for each face geometry type
!
integer, public, protected, save :: n_fp1de
integer, public, protected, save :: n_fp2dt
integer, public, protected, save :: n_fp2dq
!
! Number of quadrature / over-integration
! solution points for each cell geometry type
!
integer, public, protected, save :: n_qp1de
integer, public, protected, save :: n_qp2dt
integer, public, protected, save :: n_qp2dq
!
! Number of solution points for all geometries of orders 0 to max_order
!
integer, public, protected, save :: &
geom_solpts(Geom_Min:Geom_Max,Order_Min:Order_Max)
!
! Number of face/flux points for all geometries of orders 0 to max_order
!
integer, public, protected, save :: &
geom_flxpts(Geom_Min:Geom_Max,Order_Min:Order_Max)
!
! Number of edge/flux points for all geometries of orders 0 to max_order
!
integer, public, protected, save :: &
geom_edgpts(Geom_Min:Geom_Max,Order_Min:Order_Max)
!
! geom_mio "geom_max_interp_order" gives the maximum interpolation order
! required for a given combination of cell geometry and cell order
!
integer, public, protected, save :: &
geom_mio(Geom_Min:Geom_Max,Order_Min:Order_Max)
!
contains
!
!###############################################################################
!
subroutine initialize_geom_solpts(use_qdtr_face_pts)
!
!.. Formal Arguments ..
logical(lk), intent(in) :: use_qdtr_face_pts
!
!.. Local Scalars ..
integer :: i,j
!
continue
!
do j = lbound(geom_solpts,dim=2),ubound(geom_solpts,dim=2)
do i = lbound(geom_solpts,dim=1),ubound(geom_solpts,dim=1)
geom_solpts(i,j) = Cell_Solpts(i,j)
geom_flxpts(i,j) = Cell_Flxpts(i,j)
geom_edgpts(i,j) = Cell_Edgpts(i,j)
end do
end do
!
n_sp1de = edge_solpts(n_order)
n_sp2dt = tria_solpts(n_order)
n_sp2dq = quad_solpts(n_order)
!
n_qp1de = edge_solpts(q_order)
n_qp2dt = tria_solpts(q_order)
n_qp2dq = quad_solpts(q_order)
!
if (use_qdtr_face_pts) then
n_fp1de = n_qp1de
n_fp2dt = n_qp2dt
n_fp2dq = n_qp2dq
else
n_fp1de = n_sp1de
n_fp2dt = n_sp2dt
n_fp2dq = n_sp2dq
end if
!
n_min_order = min( n_order , p_order , q_order )
n_max_order = max( n_order , p_order , q_order )
!
!if (o_order > 0) then
! n_min_order = min( n_min_order , o_order )
! n_max_order = max( n_max_order , o_order )
!end if
!!
!if (e_order > 0) then
! n_min_order = min( n_min_order , e_order )
! n_max_order = max( n_max_order , e_order )
!end if
!
end subroutine initialize_geom_solpts
!
!###############################################################################
!
subroutine find_geom_max_interp_order(cell_geom,cell_order,cells_on_left, &
cells_on_right,order_of_faces)
!
!.. Formal Arguments ..
integer, dimension(:), intent(in) :: cell_geom
integer, dimension(:), intent(in) :: cell_order
integer, dimension(:), intent(in) :: cells_on_left
integer, dimension(:), intent(in) :: cells_on_right
integer, dimension(:), intent(in) :: order_of_faces
!
!.. Local Scalars ..
integer :: nf,face_order
integer :: lgeom,lorder,left_cell
integer :: rgeom,rorder,right_cell
!
continue
!
geom_mio = -1
!
do nf = 1,size(order_of_faces)
!
left_cell = cells_on_left(nf)
right_cell = cells_on_right(nf)
!
lgeom = cell_geom(left_cell)
rgeom = cell_geom(right_cell)
!
lorder = cell_order(left_cell)
rorder = cell_order(right_cell)
!
face_order = order_of_faces(nf)
!
geom_mio(lgeom,lorder) = max( geom_mio(lgeom,lorder) , face_order )
geom_mio(rgeom,rorder) = max( geom_mio(rgeom,rorder) , face_order )
!
end do
!
end subroutine find_geom_max_interp_order
!
!###############################################################################
!
include "Functions/cell_solpts.f90"
!
!###############################################################################
!
end module order_mod