#include "cppdefs.h" MODULE ad_exchange_3d_mod #if defined ADJOINT && defined SOLVE3D ! !git $Id$ !svn $Id: ad_exchange_3d.F 1151 2023-02-09 03:08:53Z arango $ !================================================== Hernan G. Arango === ! Copyright (c) 2002-2023 The ROMS/TOMS Group ! ! Licensed under a MIT/X style license ! ! See License_ROMS.md ! !======================================================================= ! ! ! These routines apply periodic boundary conditions to generic ! ! 3D adjoint fields. ! ! ! ! On Input: ! ! ! ! ng Nested grid number. ! ! tile Domain partition. ! ! LBi I-dimension Lower bound. ! ! UBi I-dimension Upper bound. ! ! LBj J-dimension Lower bound. ! ! UBj J-dimension Upper bound. ! ! LBk J-dimension Lower bound. ! ! UBk J-dimension Upper bound. ! ! ad_A 3D adjoint field. ! ! ! ! On Output: ! ! ! ! ad_A Processed 3D adjoint field. ! ! ! ! Routines: ! ! ! ! ad_exchange_p3d_tile periodic conditions at PSI-points ! ! ad_exchange_r3d_tile periodic conditions at RHO-points ! ! ad_exchange_u3d_tile periodic conditions at U-points ! ! ad_exchange_v3d_tile periodic conditions at V-points ! ! ad_exchange_w3d_tile periodic conditions at W-points ! ! ! !======================================================================= ! implicit none ! CONTAINS ! !*********************************************************************** SUBROUTINE ad_exchange_p3d_tile (ng, tile, & & LBi, UBi, LBj, UBj, LBk, UBk, & & ad_A) !*********************************************************************** ! USE mod_param USE mod_scalars ! ! Imported variable declarations. ! integer, intent(in) :: ng, tile integer, intent(in) :: LBi, UBi, LBj, UBj, LBk, UBk ! # ifdef ASSUMED_SHAPE real(r8), intent(inout) :: ad_A(LBi:,LBj:,LBk:) # else real(r8), intent(inout) :: ad_A(LBi:UBi,LBj:UBj,LBk:UBk) # endif ! ! Local variable declarations. ! logical :: EW_exchange logical :: NS_exchange integer :: Imin, Imax, Jmin, Jmax integer :: i, j, k # include "set_bounds.h" ! !----------------------------------------------------------------------- ! Determine processing switches. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN # ifdef DISTRIBUTE EW_exchange=NtileI(ng).eq.1 # else EW_exchange=.TRUE. # endif ELSE EW_exchange=.FALSE. END IF IF (NSperiodic(ng)) THEN # ifdef DISTRIBUTE NS_exchange=NtileJ(ng).eq.1 # else NS_exchange=.TRUE. # endif ELSE NS_exchange=.FALSE. END IF ! !----------------------------------------------------------------------- ! Boundary corners. !----------------------------------------------------------------------- ! IF (EWperiodic(ng).and.NSperiodic(ng)) THEN IF (EW_exchange.and.NS_exchange) THEN IF (DOMAIN(ng)%NorthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,-2,k)=tl_A(Lm(ng)-2,Mm(ng)-2,k) !^ ad_A(Lm(ng)-2,Mm(ng)-2,k)=ad_A(Lm(ng)-2,Mm(ng)-2,k)+ & & ad_A(-2,-2,k) ad_A(-2,-2,k)=0.0_r8 !^ tl_A(-2,-1,k)=tl_A(Lm(ng)-2,Mm(ng)-1,k) !^ ad_A(Lm(ng)-2,Mm(ng)-1,k)=ad_A(Lm(ng)-2,Mm(ng)-1,k)+ & & ad_A(-2,-1,k) ad_A(-2,-1,k)=0.0_r8 !^ tl_A(-2, 0,k)=tl_A(Lm(ng)-2,Mm(ng) ,k) !^ ad_A(Lm(ng)-2,Mm(ng) ,k)=ad_A(Lm(ng)-2,Mm(ng) ,k)+ & & ad_A(-2, 0,k) ad_A(-2, 0,k)=0.0_r8 !^ tl_A(-1,-2,k)=tl_A(Lm(ng)-1,Mm(ng)-2,k) !^ ad_A(Lm(ng)-1,Mm(ng)-2,k)=ad_A(Lm(ng)-1,Mm(ng)-2,k)+ & & ad_A(-1,-2,k) ad_A(-1,-2,k)=0.0_r8 !^ tl_A(-1,-1,k)=tl_A(Lm(ng)-1,Mm(ng)-1,k) !^ ad_A(Lm(ng)-1,Mm(ng)-1,k)=ad_A(Lm(ng)-1,Mm(ng)-1,k)+ & & ad_A(-1,-1,k) ad_A(-1,-1,k)=0.0_r8 !^ tl_A(-1, 0,k)=tl_A(Lm(ng)-1,Mm(ng) ,k) !^ ad_A(Lm(ng)-1,Mm(ng) ,k)=ad_A(Lm(ng)-1,Mm(ng) ,k)+ & & ad_A(-1, 0,k) ad_A(-1, 0,k)=0.0_r8 !^ tl_A( 0,-2,k)=tl_A(Lm(ng) ,Mm(ng)-2,k) !^ ad_A(Lm(ng) ,Mm(ng)-2,k)=ad_A(Lm(ng) ,Mm(ng)-2,k)+ & & ad_A( 0,-2,k) ad_A( 0,-2,k)=0.0_r8 !^ tl_A( 0,-1,k)=tl_A(Lm(ng) ,Mm(ng)-1,k) !^ ad_A(Lm(ng) ,Mm(ng)-1,k)=ad_A(Lm(ng) ,Mm(ng)-1,k)+ & & ad_A( 0,-1,k) ad_A( 0,-1,k)=0.0_r8 !^ tl_A( 0, 0,k)=tl_A(Lm(ng) ,Mm(ng) ,k) !^ ad_A(Lm(ng) ,Mm(ng) ,k)=ad_A(Lm(ng) ,Mm(ng) ,k)+ & & ad_A( 0, 0,k) ad_A( 0, 0,k)=0.0_r8 END DO END IF IF (DOMAIN(ng)%NorthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,-2,k)=tl_A( 1,Mm(ng)-2,k) !^ ad_A( 1,Mm(ng)-2,k)=ad_A( 1,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+1,-2,k) ad_A(Lm(ng)+1,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+1,-1,k)=tl_A( 1,Mm(ng)-1,k) !^ ad_A( 1,Mm(ng)-1,k)=ad_A( 1,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+1,-1,k) ad_A(Lm(ng)+1,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+1, 0,k)=tl_A( 1,Mm(ng) ,k) !^ ad_A( 1,Mm(ng) ,k)=ad_A( 1,Mm(ng) ,k)+ & & ad_A(Lm(ng)+1, 0,k) ad_A(Lm(ng)+1, 0,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-2,k)=tl_A( 2,Mm(ng)-2,k) !^ ad_A( 2,Mm(ng)-2,k)=ad_A( 2,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+2,-2,k) ad_A(Lm(ng)+2,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-1,k)=tl_A( 2,Mm(ng)-1,k) !^ ad_A( 2,Mm(ng)-1,k)=ad_A( 2,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+2,-1,k) ad_A(Lm(ng)+2,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+2, 0,k)=tl_A( 2,Mm(ng) ,k) !^ ad_A( 2,Mm(ng) ,k)=ad_A( 2,Mm(ng) ,k)+ & & ad_A(Lm(ng)+2, 0,k) ad_A(Lm(ng)+2, 0,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+3,-2,k)=tl_A(3 ,Mm(ng)-2,k) !^ ad_A(3 ,Mm(ng)-2,k)=ad_A(3 ,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+3,-2,k) ad_A(Lm(ng)+3,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,-1,k)=tl_A(3 ,Mm(ng)-1,k) !^ ad_A(3 ,Mm(ng)-1,k)=ad_A(3 ,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+3,-1,k) ad_A(Lm(ng)+3,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+3, 0,k)=tl_A(3 ,Mm(ng) ,k) !^ ad_A(3 ,Mm(ng) ,k)=ad_A(3 ,Mm(ng) ,k)+ & & ad_A(Lm(ng)+3, 0,k) ad_A(Lm(ng)+3, 0,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+1,k)=tl_A(Lm(ng)-2, 1,k) !^ ad_A(Lm(ng)-2, 1,k)=ad_A(Lm(ng)-2, 1,k)+ & & ad_A(-2,Mm(ng)+1,k) ad_A(-2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+1,k)=tl_A(Lm(ng)-1, 1,k) !^ ad_A(Lm(ng)-1, 1,k)=ad_A(Lm(ng)-1, 1,k)+ & & ad_A(-1,Mm(ng)+1,k) ad_A(-1,Mm(ng)+1,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+1,k)=tl_A(Lm(ng) , 1,k) !^ ad_A(Lm(ng) , 1,k)=ad_A(Lm(ng) , 1,k)+ & & ad_A( 0,Mm(ng)+1,k) ad_A( 0,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-2,Mm(ng)+2,k)=tl_A(Lm(ng)-2, 2,k) !^ ad_A(Lm(ng)-2, 2,k)=ad_A(Lm(ng)-2, 2,k)+ & & ad_A(-2,Mm(ng)+2,k) ad_A(-2,Mm(ng)+2,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+2,k)=tl_A(Lm(ng)-1, 2,k) !^ ad_A(Lm(ng)-1, 2,k)=ad_A(Lm(ng)-1, 2,k)+ & & ad_A(-1,Mm(ng)+2,k) ad_A(-1,Mm(ng)+2,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+2,k)=tl_A(Lm(ng) , 2,k) !^ ad_A(Lm(ng) , 2,k)=ad_A(Lm(ng) , 2,k)+ & & ad_A( 0,Mm(ng)+2,k) ad_A( 0,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+3,k)=tl_A(Lm(ng)-2, 3,k) !^ ad_A(Lm(ng)-2, 3,k)=ad_A(Lm(ng)-2, 3,k)+ & & ad_A(-2,Mm(ng)+3,k) ad_A(-2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+3,k)=tl_A(Lm(ng)-1, 3,k) !^ ad_A(Lm(ng)-1, 3,k)=ad_A(Lm(ng)-1, 3,k)+ & & ad_A(-1,Mm(ng)+3,k) ad_A(-1,Mm(ng)+3,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+3,k)=tl_A(Lm(ng) , 3,k) !^ ad_A(Lm(ng) , 3,k)=ad_A(Lm(ng) , 3,k)+ & & ad_A( 0,Mm(ng)+3,k) ad_A( 0,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+1,k)=tl_A( 1, 1,k) !^ ad_A( 1, 1,k)=ad_A( 1, 1,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+1,k) ad_A(Lm(ng)+1,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+1,Mm(ng)+2,k)=tl_A( 1, 2,k) !^ ad_A( 1, 2,k)=ad_A( 1, 2,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+2,k) ad_A(Lm(ng)+1,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+1,k)=tl_A( 2, 1,k) !^ ad_A( 2, 1,k)=ad_A( 2, 1,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+1,k) ad_A(Lm(ng)+2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+2,k)=tl_A(2, 2,k) !^ ad_A( 2, 2,k)=ad_A( 2, 2,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+2,k) ad_A(Lm(ng)+2,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+3,k)=tl_A( 1, 3,k) !^ ad_A( 1, 3,k)=ad_A( 1, 3,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+3,k) ad_A(Lm(ng)+1,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+3,k)=tl_A( 2, 3,k) !^ ad_A( 2, 3,k)=ad_A( 2, 3,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+3,k) ad_A(Lm(ng)+2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+1,k)=tl_A( 3, 1,k) !^ ad_A( 3, 1,k)=ad_A( 3, 1,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+1,k) ad_A(Lm(ng)+3,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+2,k)=tl_A( 3, 2,k) !^ ad_A( 3, 2,k)=ad_A( 3, 2,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+2,k) ad_A(Lm(ng)+3,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+3,k)=tl_A( 3, 3,k) !^ ad_A( 3, 3,k)=ad_A( 3, 3,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+3,k) ad_A(Lm(ng)+3,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! North-South periodic boundary conditions. !----------------------------------------------------------------------- ! IF (NSperiodic(ng)) THEN IF (EWperiodic(ng)) THEN Imin=Istr Imax=Iend ELSE Imin=Istr Imax=IendR END IF ! IF (NS_exchange) THEN IF (DOMAIN(ng)%Northern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,-2,k)=tl_A(i,Mm(ng)-2,k) !^ ad_A(i,Mm(ng)-2,k)=ad_A(i,Mm(ng)-2,k)+ & & ad_A(i,-2,k) ad_A(i,-2,k)=0.0_r8 !^ tl_A(i,-1,k)=tl_A(i,Mm(ng)-1,k) !^ ad_A(i,Mm(ng)-1,k)=ad_A(i,Mm(ng)-1,k)+ & & ad_A(i,-1,k) ad_A(i,-1,k)=0.0_r8 !^ tl_A(i, 0,k)=tl_A(i,Mm(ng) ,k) !^ ad_A(i,Mm(ng) ,k)=ad_A(i,Mm(ng) ,k)+ & & ad_A(i, 0,k) ad_A(i, 0,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Southern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+1,k)=tl_A(i,1,k) !^ ad_A(i,1,k)=ad_A(i,1,k)+ & & ad_A(i,Mm(ng)+1,k) ad_A(i,Mm(ng)+1,k)=0.0_r8 !^ tl_A(i,Mm(ng)+2,k)=tl_A(i,2,k) !^ ad_A(i,2,k)=ad_A(i,2,k)+ & & ad_A(i,Mm(ng)+2,k) ad_A(i,Mm(ng)+2,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+3,k)=tl_A(i,3,k) !^ ad_A(i,3,k)=ad_A(i,3,k)+ & & ad_A(i,Mm(ng)+3,k) ad_A(i,Mm(ng)+3,k)=0.0_r8 END DO END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! East-West periodic boundary conditions. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN IF (NSperiodic(ng)) THEN Jmin=Jstr Jmax=Jend ELSE Jmin=Jstr Jmax=JendR END IF ! IF (EW_exchange) THEN IF (DOMAIN(ng)%Eastern_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(-2,j,k)=tl_A(Lm(ng)-2,j,k) !^ ad_A(Lm(ng)-2,j,k)=ad_A(Lm(ng)-2,j,k)+ & & ad_A(-2,j,k) ad_A(-2,j,k)=0.0_r8 !^ tl_A(-1,j,k)=tl_A(Lm(ng)-1,j,k) !^ ad_A(Lm(ng)-1,j,k)=ad_A(Lm(ng)-1,j,k)+ & & ad_A(-1,j,k) ad_A(-1,j,k)=0.0_r8 !^ tl_A( 0,j,k)=tl_A(Lm(ng) ,j,k) !^ ad_A(Lm(ng) ,j,k)=ad_A(Lm(ng) ,j,k)+ & & ad_A( 0,j,k) ad_A( 0,j,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Western_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+1,j,k)=tl_A(1,j,k) !^ ad_A(1,j,k)=ad_A(1,j,k)+ & & ad_A(Lm(ng)+1,j,k) ad_A(Lm(ng)+1,j,k)=0.0_r8 !^ tl_A(Lm(ng)+2,j,k)=tl_A(2,j,k) !^ ad_A(2,j,k)=ad_A(2,j,k)+ & & ad_A(Lm(ng)+2,j,k) ad_A(Lm(ng)+2,j,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+3,j,k)=tl_A(3,j,k) !^ ad_A(3,j,k)=ad_A(3,j,k)+ & & ad_A(Lm(ng)+3,j,k) ad_A(Lm(ng)+3,j,k)=0.0_r8 END DO END DO END IF END IF END IF END IF RETURN END SUBROUTINE ad_exchange_p3d_tile ! !*********************************************************************** SUBROUTINE ad_exchange_r3d_tile (ng, tile, & & LBi, UBi, LBj, UBj, LBk, UBk, & & ad_A) !*********************************************************************** ! USE mod_param USE mod_scalars ! ! Imported variable declarations. ! integer, intent(in) :: ng, tile integer, intent(in) :: LBi, UBi, LBj, UBj, LBk, UBk ! # ifdef ASSUMED_SHAPE real(r8), intent(inout) :: ad_A(LBi:,LBj:,LBk:) # else real(r8), intent(inout) :: ad_A(LBi:UBi,LBj:UBj,LBk:UBk) # endif ! ! Local variable declarations. ! logical :: EW_exchange logical :: NS_exchange integer :: Imin, Imax, Jmin, Jmax integer :: i, j, k # include "set_bounds.h" ! !----------------------------------------------------------------------- ! Determine processing switches. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN # ifdef DISTRIBUTE EW_exchange=NtileI(ng).eq.1 # else EW_exchange=.TRUE. # endif ELSE EW_exchange=.FALSE. END IF IF (NSperiodic(ng)) THEN # ifdef DISTRIBUTE NS_exchange=NtileJ(ng).eq.1 # else NS_exchange=.TRUE. # endif ELSE NS_exchange=.FALSE. END IF ! !----------------------------------------------------------------------- ! Boundary corners. !----------------------------------------------------------------------- ! IF (EWperiodic(ng).and.NSperiodic(ng)) THEN IF (EW_exchange.and.NS_exchange) THEN IF (DOMAIN(ng)%NorthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,-2,k)=tl_A(Lm(ng)-2,Mm(ng)-2,k) !^ ad_A(Lm(ng)-2,Mm(ng)-2,k)=ad_A(Lm(ng)-2,Mm(ng)-2,k)+ & & ad_A(-2,-2,k) ad_A(-2,-2,k)=0.0_r8 !^ tl_A(-2,-1,k)=tl_A(Lm(ng)-2,Mm(ng)-1,k) !^ ad_A(Lm(ng)-2,Mm(ng)-1,k)=ad_A(Lm(ng)-2,Mm(ng)-1,k)+ & & ad_A(-2,-1,k) ad_A(-2,-1,k)=0.0_r8 !^ tl_A(-2, 0,k)=tl_A(Lm(ng)-2,Mm(ng) ,k) !^ ad_A(Lm(ng)-2,Mm(ng) ,k)=ad_A(Lm(ng)-2,Mm(ng) ,k)+ & & ad_A(-2, 0,k) ad_A(-2, 0,k)=0.0_r8 !^ tl_A(-1,-2,k)=tl_A(Lm(ng)-1,Mm(ng)-2,k) !^ ad_A(Lm(ng)-1,Mm(ng)-2,k)=ad_A(Lm(ng)-1,Mm(ng)-2,k)+ & & ad_A(-1,-2,k) ad_A(-1,-2,k)=0.0_r8 !^ tl_A(-1,-1,k)=tl_A(Lm(ng)-1,Mm(ng)-1,k) !^ ad_A(Lm(ng)-1,Mm(ng)-1,k)=ad_A(Lm(ng)-1,Mm(ng)-1,k)+ & & ad_A(-1,-1,k) ad_A(-1,-1,k)=0.0_r8 !^ tl_A(-1, 0,k)=tl_A(Lm(ng)-1,Mm(ng) ,k) !^ ad_A(Lm(ng)-1,Mm(ng) ,k)=ad_A(Lm(ng)-1,Mm(ng) ,k)+ & & ad_A(-1, 0,k) ad_A(-1, 0,k)=0.0_r8 !^ tl_A( 0,-2,k)=tl_A(Lm(ng) ,Mm(ng)-2,k) !^ ad_A(Lm(ng) ,Mm(ng)-2,k)=ad_A(Lm(ng) ,Mm(ng)-2,k)+ & & ad_A( 0,-2,k) ad_A( 0,-2,k)=0.0_r8 !^ tl_A( 0,-1,k)=tl_A(Lm(ng) ,Mm(ng)-1,k) !^ ad_A(Lm(ng) ,Mm(ng)-1,k)=ad_A(Lm(ng) ,Mm(ng)-1,k)+ & & ad_A( 0,-1,k) ad_A( 0,-1,k)=0.0_r8 !^ tl_A( 0, 0,k)=tl_A(Lm(ng) ,Mm(ng) ,k) !^ ad_A(Lm(ng) ,Mm(ng) ,k)=ad_A(Lm(ng) ,Mm(ng) ,k)+ & & ad_A( 0, 0,k) ad_A( 0, 0,k)=0.0_r8 END DO END IF IF (DOMAIN(ng)%NorthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,-2,k)=tl_A( 1,Mm(ng)-2,k) !^ ad_A( 1,Mm(ng)-2,k)=ad_A( 1,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+1,-2,k) ad_A(Lm(ng)+1,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+1,-1,k)=tl_A( 1,Mm(ng)-1,k) !^ ad_A( 1,Mm(ng)-1,k)=ad_A( 1,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+1,-1,k) ad_A(Lm(ng)+1,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+1, 0,k)=tl_A( 1,Mm(ng) ,k) !^ ad_A( 1,Mm(ng) ,k)=ad_A( 1,Mm(ng) ,k)+ & & ad_A(Lm(ng)+1, 0,k) ad_A(Lm(ng)+1, 0,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-2,k)=tl_A( 2,Mm(ng)-2,k) !^ ad_A( 2,Mm(ng)-2,k)=ad_A( 2,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+2,-2,k) ad_A(Lm(ng)+2,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-1,k)=tl_A( 2,Mm(ng)-1,k) !^ ad_A( 2,Mm(ng)-1,k)=ad_A( 2,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+2,-1,k) ad_A(Lm(ng)+2,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+2, 0,k)=tl_A( 2,Mm(ng) ,k) !^ ad_A( 2,Mm(ng) ,k)=ad_A( 2,Mm(ng) ,k)+ & & ad_A(Lm(ng)+2, 0,k) ad_A(Lm(ng)+2, 0,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+3,-2,k)=tl_A(3 ,Mm(ng)-2,k) !^ ad_A(3 ,Mm(ng)-2,k)=ad_A(3 ,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+3,-2,k) ad_A(Lm(ng)+3,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,-1,k)=tl_A(3 ,Mm(ng)-1,k) !^ ad_A(3 ,Mm(ng)-1,k)=ad_A(3 ,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+3,-1,k) ad_A(Lm(ng)+3,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+3, 0,k)=tl_A(3 ,Mm(ng) ,k) !^ ad_A(3 ,Mm(ng) ,k)=ad_A(3 ,Mm(ng) ,k)+ & & ad_A(Lm(ng)+3, 0,k) ad_A(Lm(ng)+3, 0,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+1,k)=tl_A(Lm(ng)-2, 1,k) !^ ad_A(Lm(ng)-2, 1,k)=ad_A(Lm(ng)-2, 1,k)+ & & ad_A(-2,Mm(ng)+1,k) ad_A(-2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+1,k)=tl_A(Lm(ng)-1, 1,k) !^ ad_A(Lm(ng)-1, 1,k)=ad_A(Lm(ng)-1, 1,k)+ & & ad_A(-1,Mm(ng)+1,k) ad_A(-1,Mm(ng)+1,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+1,k)=tl_A(Lm(ng) , 1,k) !^ ad_A(Lm(ng) , 1,k)=ad_A(Lm(ng) , 1,k)+ & & ad_A( 0,Mm(ng)+1,k) ad_A( 0,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-2,Mm(ng)+2,k)=tl_A(Lm(ng)-2, 2,k) !^ ad_A(Lm(ng)-2, 2,k)=ad_A(Lm(ng)-2, 2,k)+ & & ad_A(-2,Mm(ng)+2,k) ad_A(-2,Mm(ng)+2,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+2,k)=tl_A(Lm(ng)-1, 2,k) !^ ad_A(Lm(ng)-1, 2,k)=ad_A(Lm(ng)-1, 2,k)+ & & ad_A(-1,Mm(ng)+2,k) ad_A(-1,Mm(ng)+2,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+2,k)=tl_A(Lm(ng) , 2,k) !^ ad_A(Lm(ng) , 2,k)=ad_A(Lm(ng) , 2,k)+ & & ad_A( 0,Mm(ng)+2,k) ad_A( 0,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+3,k)=tl_A(Lm(ng)-2, 3,k) !^ ad_A(Lm(ng)-2, 3,k)=ad_A(Lm(ng)-2, 3,k)+ & & ad_A(-2,Mm(ng)+3,k) ad_A(-2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+3,k)=tl_A(Lm(ng)-1, 3,k) !^ ad_A(Lm(ng)-1, 3,k)=ad_A(Lm(ng)-1, 3,k)+ & & ad_A(-1,Mm(ng)+3,k) ad_A(-1,Mm(ng)+3,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+3,k)=tl_A(Lm(ng) , 3,k) !^ ad_A(Lm(ng) , 3,k)=ad_A(Lm(ng) , 3,k)+ & & ad_A( 0,Mm(ng)+3,k) ad_A( 0,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+1,k)=tl_A( 1, 1,k) !^ ad_A( 1, 1,k)=ad_A( 1, 1,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+1,k) ad_A(Lm(ng)+1,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+1,Mm(ng)+2,k)=tl_A( 1, 2,k) !^ ad_A( 1, 2,k)=ad_A( 1, 2,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+2,k) ad_A(Lm(ng)+1,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+1,k)=tl_A( 2, 1,k) !^ ad_A( 2, 1,k)=ad_A( 2, 1,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+1,k) ad_A(Lm(ng)+2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+2,k)=tl_A( 2, 2,k) !^ ad_A( 2, 2,k)=ad_A( 2, 2,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+2,k) ad_A(Lm(ng)+2,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+3,k)=tl_A( 1, 3,k) !^ ad_A( 1, 3,k)=ad_A( 1, 3,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+3,k) ad_A(Lm(ng)+1,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+3,k)=tl_A( 2, 3,k) !^ ad_A( 2, 3,k)=ad_A( 2, 3,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+3,k) ad_A(Lm(ng)+2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+1,k)=tl_A( 3, 1,k) !^ ad_A( 3, 1,k)=ad_A( 3, 1,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+1,k) ad_A(Lm(ng)+3,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+2,k)=tl_A( 3, 2,k) !^ ad_A( 3, 2,k)=ad_A( 3, 2,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+2,k) ad_A(Lm(ng)+3,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+3,k)=tl_A( 3, 3,k) !^ ad_A( 3, 3,k)=ad_A( 3, 3,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+3,k) ad_A(Lm(ng)+3,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! North-South periodic boundary conditions. !----------------------------------------------------------------------- ! IF (NSperiodic(ng)) THEN IF (EWperiodic(ng)) THEN Imin=Istr Imax=Iend ELSE Imin=IstrR Imax=IendR END IF ! IF (NS_exchange) THEN IF (DOMAIN(ng)%Northern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,-2,k)=tl_A(i,Mm(ng)-2,k) !^ ad_A(i,Mm(ng)-2,k)=ad_A(i,Mm(ng)-2,k)+ & & ad_A(i,-2,k) ad_A(i,-2,k)=0.0_r8 !^ tl_A(i,-1,k)=tl_A(i,Mm(ng)-1,k) !^ ad_A(i,Mm(ng)-1,k)=ad_A(i,Mm(ng)-1,k)+ & & ad_A(i,-1,k) ad_A(i,-1,k)=0.0_r8 !^ tl_A(i, 0,k)=tl_A(i,Mm(ng) ,k) !^ ad_A(i,Mm(ng) ,k)=ad_A(i,Mm(ng) ,k)+ & & ad_A(i, 0,k) ad_A(i, 0,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Southern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+1,k)=tl_A(i, 1,k) !^ ad_A(i, 1,k)=ad_A(i, 1,k)+ & & ad_A(i,Mm(ng)+1,k) ad_A(i,Mm(ng)+1,k)=0.0_r8 !^ tl_A(i,Mm(ng)+2,k)=tl_A(i, 2,k) !^ ad_A(i, 2,k)=ad_A(i, 2,k)+ & & ad_A(i,Mm(ng)+2,k) ad_A(i,Mm(ng)+2,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+3,k)=tl_A(i,3,k) !^ ad_A(i,3,k)=ad_A(i,3,k)+ & & ad_A(i,Mm(ng)+3,k) ad_A(i,Mm(ng)+3,k)=0.0_r8 END DO END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! East-West periodic boundary conditions. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN IF (NSperiodic(ng)) THEN Jmin=Jstr Jmax=Jend ELSE Jmin=JstrR Jmax=JendR END IF ! IF (EW_exchange) THEN IF (DOMAIN(ng)%Eastern_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(-2,j,k)=tl_A(Lm(ng)-2,j,k) !^ ad_A(Lm(ng)-2,j,k)=ad_A(Lm(ng)-2,j,k)+ & & ad_A(-2,j,k) ad_A(-2,j,k)=0.0_r8 !^ tl_A(-1,j,k)=tl_A(Lm(ng)-1,j,k) !^ ad_A(Lm(ng)-1,j,k)=ad_A(Lm(ng)-1,j,k)+ & & ad_A(-1,j,k) ad_A(-1,j,k)=0.0_r8 !^ tl_A( 0,j,k)=tl_A(Lm(ng) ,j,k) !^ ad_A(Lm(ng) ,j,k)=ad_A(Lm(ng) ,j,k)+ & & ad_A( 0,j,k) ad_A( 0,j,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Western_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+1,j,k)=tl_A(1,j,k) !^ ad_A(1,j,k)=ad_A(1,j,k)+ & & ad_A(Lm(ng)+1,j,k) ad_A(Lm(ng)+1,j,k)=0.0_r8 !^ tl_A(Lm(ng)+2,j,k)=tl_A( 2,j,k) !^ ad_A(2,j,k)=ad_A(2,j,k)+ & & ad_A(Lm(ng)+2,j,k) ad_A(Lm(ng)+2,j,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+3,j,k)=tl_A(3,j,k) !^ ad_A(3,j,k)=ad_A(3,j,k)+ & & ad_A(Lm(ng)+3,j,k) ad_A(Lm(ng)+3,j,k)=0.0_r8 END DO END DO END IF END IF END IF END IF RETURN END SUBROUTINE ad_exchange_r3d_tile ! !*********************************************************************** SUBROUTINE ad_exchange_u3d_tile (ng, tile, & & LBi, UBi, LBj, UBj, LBk, UBk, & & ad_A) !*********************************************************************** ! USE mod_param USE mod_scalars ! ! Imported variable declarations. ! integer, intent(in) :: ng, tile integer, intent(in) :: LBi, UBi, LBj, UBj, LBk, UBk ! # ifdef ASSUMED_SHAPE real(r8), intent(inout) :: ad_A(LBi:,LBj:,LBk:) # else real(r8), intent(inout) :: ad_A(LBi:UBi,LBj:UBj,LBk:UBk) # endif ! ! Local variable declarations. ! logical :: EW_exchange logical :: NS_exchange integer :: Imin, Imax, Jmin, Jmax integer :: i, j, k # include "set_bounds.h" ! !----------------------------------------------------------------------- ! Determine processing switches. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN # ifdef DISTRIBUTE EW_exchange=NtileI(ng).eq.1 # else EW_exchange=.TRUE. # endif ELSE EW_exchange=.FALSE. END IF IF (NSperiodic(ng)) THEN # ifdef DISTRIBUTE NS_exchange=NtileJ(ng).eq.1 # else NS_exchange=.TRUE. # endif ELSE NS_exchange=.FALSE. END IF ! !----------------------------------------------------------------------- ! Boundary corners. !----------------------------------------------------------------------- ! IF (EWperiodic(ng).and.NSperiodic(ng)) THEN IF (EW_exchange.and.NS_exchange) THEN IF (DOMAIN(ng)%NorthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,-2,k)=tl_A(Lm(ng)-2,Mm(ng)-2,k) !^ ad_A(Lm(ng)-2,Mm(ng)-2,k)=ad_A(Lm(ng)-2,Mm(ng)-2,k)+ & & ad_A(-2,-2,k) ad_A(-2,-2,k)=0.0_r8 !^ tl_A(-2,-1,k)=tl_A(Lm(ng)-2,Mm(ng)-1,k) !^ ad_A(Lm(ng)-2,Mm(ng)-1,k)=ad_A(Lm(ng)-2,Mm(ng)-1,k)+ & & ad_A(-2,-1,k) ad_A(-2,-1,k)=0.0_r8 !^ tl_A(-2, 0,k)=tl_A(Lm(ng)-2,Mm(ng) ,k) !^ ad_A(Lm(ng)-2,Mm(ng) ,k)=ad_A(Lm(ng)-2,Mm(ng) ,k)+ & & ad_A(-2, 0,k) ad_A(-2, 0,k)=0.0_r8 !^ tl_A(-1,-2,k)=tl_A(Lm(ng)-1,Mm(ng)-2,k) !^ ad_A(Lm(ng)-1,Mm(ng)-2,k)=ad_A(Lm(ng)-1,Mm(ng)-2,k)+ & & ad_A(-1,-2,k) ad_A(-1,-2,k)=0.0_r8 !^ tl_A(-1,-1,k)=tl_A(Lm(ng)-1,Mm(ng)-1,k) !^ ad_A(Lm(ng)-1,Mm(ng)-1,k)=ad_A(Lm(ng)-1,Mm(ng)-1,k)+ & & ad_A(-1,-1,k) ad_A(-1,-1,k)=0.0_r8 !^ tl_A(-1, 0,k)=tl_A(Lm(ng)-1,Mm(ng) ,k) !^ ad_A(Lm(ng)-1,Mm(ng) ,k)=ad_A(Lm(ng)-1,Mm(ng) ,k)+ & & ad_A(-1, 0,k) ad_A(-1, 0,k)=0.0_r8 !^ tl_A( 0,-2,k)=tl_A(Lm(ng) ,Mm(ng)-2,k) !^ ad_A(Lm(ng) ,Mm(ng)-2,k)=ad_A(Lm(ng) ,Mm(ng)-2,k)+ & & ad_A( 0,-2,k) ad_A( 0,-2,k)=0.0_r8 !^ tl_A( 0,-1,k)=tl_A(Lm(ng) ,Mm(ng)-1,k) !^ ad_A(Lm(ng) ,Mm(ng)-1,k)=ad_A(Lm(ng) ,Mm(ng)-1,k)+ & & ad_A( 0,-1,k) ad_A( 0,-1,k)=0.0_r8 !^ tl_A( 0, 0,k)=tl_A(Lm(ng) ,Mm(ng) ,k) !^ ad_A(Lm(ng) ,Mm(ng) ,k)=ad_A(Lm(ng) ,Mm(ng) ,k)+ & & ad_A( 0, 0,k) ad_A( 0, 0,k)=0.0_r8 END DO END IF IF (DOMAIN(ng)%NorthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,-2,k)=tl_A( 1,Mm(ng)-2,k) !^ ad_A( 1,Mm(ng)-2,k)=ad_A( 1,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+1,-2,k) ad_A(Lm(ng)+1,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+1,-1,k)=tl_A( 1,Mm(ng)-1,k) !^ ad_A( 1,Mm(ng)-1,k)=ad_A( 1,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+1,-1,k) ad_A(Lm(ng)+1,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+1, 0,k)=tl_A( 1,Mm(ng) ,k) !^ ad_A( 1,Mm(ng) ,k)=ad_A( 1,Mm(ng) ,k)+ & & ad_A(Lm(ng)+1, 0,k) ad_A(Lm(ng)+1, 0,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-2,k)=tl_A( 2,Mm(ng)-2,k) !^ ad_A( 2,Mm(ng)-2,k)=ad_A( 2,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+2,-2,k) ad_A(Lm(ng)+2,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-1,k)=tl_A( 2,Mm(ng)-1,k) !^ ad_A( 2,Mm(ng)-1,k)=ad_A( 2,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+2,-1,k) ad_A(Lm(ng)+2,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+2, 0,k)=tl_A( 2,Mm(ng) ,k) !^ ad_A( 2,Mm(ng) ,k)=ad_A( 2,Mm(ng) ,k)+ & & ad_A(Lm(ng)+2, 0,k) ad_A(Lm(ng)+2, 0,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+3,-2,k)=tl_A(3 ,Mm(ng)-2,k) !^ ad_A(3 ,Mm(ng)-2,k)=ad_A(3 ,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+3,-2,k) ad_A(Lm(ng)+3,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,-1,k)=tl_A(3 ,Mm(ng)-1,k) !^ ad_A(3 ,Mm(ng)-1,k)=ad_A(3 ,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+3,-1,k) ad_A(Lm(ng)+3,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+3, 0,k)=tl_A(3 ,Mm(ng) ,k) !^ ad_A(3 ,Mm(ng) ,k)=ad_A(3 ,Mm(ng) ,k)+ & & ad_A(Lm(ng)+3, 0,k) ad_A(Lm(ng)+3, 0,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+1,k)=tl_A(Lm(ng)-2, 1,k) !^ ad_A(Lm(ng)-2, 1,k)=ad_A(Lm(ng)-2, 1,k)+ & & ad_A(-2,Mm(ng)+1,k) ad_A(-2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+1,k)=tl_A(Lm(ng)-1, 1,k) !^ ad_A(Lm(ng)-1, 1,k)=ad_A(Lm(ng)-1, 1,k)+ & & ad_A(-1,Mm(ng)+1,k) ad_A(-1,Mm(ng)+1,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+1,k)=tl_A(Lm(ng) , 1,k) !^ ad_A(Lm(ng) , 1,k)=ad_A(Lm(ng) , 1,k)+ & & ad_A( 0,Mm(ng)+1,k) ad_A( 0,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-2,Mm(ng)+2,k)=tl_A(Lm(ng)-2, 2,k) !^ ad_A(Lm(ng)-2, 2,k)=ad_A(Lm(ng)-2, 2,k)+ & & ad_A(-2,Mm(ng)+2,k) ad_A(-2,Mm(ng)+2,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+2,k)=tl_A(Lm(ng)-1, 2,k) !^ ad_A(Lm(ng)-1, 2,k)=ad_A(Lm(ng)-1, 2,k)+ & & ad_A(-1,Mm(ng)+2,k) ad_A(-1,Mm(ng)+2,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+2,k)=tl_A(Lm(ng) , 2,k) !^ ad_A(Lm(ng) , 2,k)=ad_A(Lm(ng) , 2,k)+ & & ad_A( 0,Mm(ng)+2,k) ad_A( 0,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+3,k)=tl_A(Lm(ng)-2, 3,k) !^ ad_A(Lm(ng)-2, 3,k)=ad_A(Lm(ng)-2, 3,k)+ & & ad_A(-2,Mm(ng)+3,k) ad_A(-2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+3,k)=tl_A(Lm(ng)-1, 3,k) !^ ad_A(Lm(ng)-1, 3,k)=ad_A(Lm(ng)-1, 3,k)+ & & ad_A(-1,Mm(ng)+3,k) ad_A(-1,Mm(ng)+3,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+3,k)=tl_A(Lm(ng) , 3,k) !^ ad_A(Lm(ng) , 3,k)=ad_A(Lm(ng) , 3,k)+ & & ad_A( 0,Mm(ng)+3,k) ad_A( 0,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+1,k)=tl_A( 1 , 1 ,k) !^ ad_A( 1, 1,k)=ad_A( 1, 1,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+1,k) ad_A(Lm(ng)+1,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+1,Mm(ng)+2,k)=tl_A( 1 , 2,k) !^ ad_A( 1, 2,k)=ad_A( 1, 2,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+2,k) ad_A(Lm(ng)+1,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+1,k)=tl_A( 2, 1 ,k) !^ ad_A( 2, 1,k)=ad_A( 2, 1,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+1,k) ad_A(Lm(ng)+2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+2,k)=tl_A( 2, 2,k) !^ ad_A( 2, 2,k)=ad_A( 2, 2,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+2,k) ad_A(Lm(ng)+2,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+3,k)=tl_A( 1, 3,k) !^ ad_A( 1, 3,k)=ad_A( 1, 3,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+3,k) ad_A(Lm(ng)+1,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+3,k)=tl_A( 2, 3,k) !^ ad_A( 2, 3,k)=ad_A( 2, 3,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+3,k) ad_A(Lm(ng)+2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+1,k)=tl_A( 3, 1,k) !^ ad_A( 3, 1,k)=ad_A( 3, 1,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+1,k) ad_A(Lm(ng)+3,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+2,k)=tl_A( 3, 2,k) !^ ad_A( 3, 2,k)=ad_A( 3, 2,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+2,k) ad_A(Lm(ng)+3,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+3,k)=tl_A( 3, 3,k) !^ ad_A( 3, 3,k)=ad_A( 3, 3,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+3,k) ad_A(Lm(ng)+3,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! North-South periodic boundary conditions. !----------------------------------------------------------------------- ! IF (NSperiodic(ng)) THEN IF (EWperiodic(ng)) THEN Imin=Istr Imax=Iend ELSE Imin=Istr Imax=IendR END IF ! IF (NS_exchange) THEN IF (DOMAIN(ng)%Northern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,-2,k)=tl_A(i,Mm(ng)-2,k) !^ ad_A(i,Mm(ng)-2,k)=ad_A(i,Mm(ng)-2,k)+ & & ad_A(i,-2,k) ad_A(i,-2,k)=0.0_r8 !^ tl_A(i,-1,k)=tl_A(i,Mm(ng)-1,k) !^ ad_A(i,Mm(ng)-1,k)=ad_A(i,Mm(ng)-1,k)+ & & ad_A(i,-1,k) ad_A(i,-1,k)=0.0_r8 !^ tl_A(i, 0,k)=tl_A(i,Mm(ng) ,k) !^ ad_A(i,Mm(ng) ,k)=ad_A(i,Mm(ng) ,k)+ & & ad_A(i, 0,k) ad_A(i, 0,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Southern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+1,k)=tl_A(i,1,k) !^ ad_A(i,1,k)=ad_A(i,1,k)+ & & ad_A(i,Mm(ng)+1,k) ad_A(i,Mm(ng)+1,k)=0.0_r8 !^ tl_A(i,Mm(ng)+2,k)=tl_A(i, 2,k) !^ ad_A(i,2,k)=ad_A(i,2,k)+ & & ad_A(i,Mm(ng)+2,k) ad_A(i,Mm(ng)+2,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+3,k)=tl_A(i,3,k) !^ ad_A(i,3,k)=ad_A(i,3,k)+ & & ad_A(i,Mm(ng)+3,k) ad_A(i,Mm(ng)+3,k)=0.0_r8 END DO END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! East-West periodic boundary conditions. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN IF (NSperiodic(ng)) THEN Jmin=Jstr Jmax=Jend ELSE Jmin=JstrR Jmax=JendR END IF ! IF (EW_exchange) THEN IF (DOMAIN(ng)%Eastern_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(-2,j,k)=tl_A(Lm(ng)-2,j,k) !^ ad_A(Lm(ng)-2,j,k)=ad_A(Lm(ng)-2,j,k)+ & & ad_A(-2,j,k) ad_A(-2,j,k)=0.0_r8 !^ tl_A(-1,j,k)=tl_A(Lm(ng)-1,j,k) !^ ad_A(Lm(ng)-1,j,k)=ad_A(Lm(ng)-1,j,k)+ & & ad_A(-1,j,k) ad_A(-1,j,k)=0.0_r8 !^ tl_A( 0,j,k)=tl_A(Lm(ng) ,j,k) !^ ad_A(Lm(ng) ,j,k)=ad_A(Lm(ng) ,j,k)+ & & ad_A( 0,j,k) ad_A( 0,j,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Western_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+1,j,k)=tl_A(1,j,k) !^ ad_A(1,j,k)=ad_A(1,j,k)+ & & ad_A(Lm(ng)+1,j,k) ad_A(Lm(ng)+1,j,k)=0.0_r8 !^ tl_A(Lm(ng)+2,j,k)=tl_A( 2,j,k) !^ ad_A(2,j,k)=ad_A(2,j,k)+ & & ad_A(Lm(ng)+2,j,k) ad_A(Lm(ng)+2,j,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+3,j,k)=tl_A(3,j,k) !^ ad_A(3,j,k)=ad_A(3,j,k)+ & & ad_A(Lm(ng)+3,j,k) ad_A(Lm(ng)+3,j,k)=0.0_r8 END DO END DO END IF END IF END IF END IF RETURN END SUBROUTINE ad_exchange_u3d_tile ! !*********************************************************************** SUBROUTINE ad_exchange_v3d_tile (ng, tile, & & LBi, UBi, LBj, UBj, LBk, UBk, & & ad_A) !*********************************************************************** ! USE mod_param USE mod_scalars ! ! Imported variable declarations. ! integer, intent(in) :: ng, tile integer, intent(in) :: LBi, UBi, LBj, UBj, LBk, UBk ! # ifdef ASSUMED_SHAPE real(r8), intent(inout) :: ad_A(LBi:,LBj:,LBk:) # else real(r8), intent(inout) :: ad_A(LBi:UBi,LBj:UBj,LBk:UBk) # endif ! ! Local variable declarations. ! logical :: EW_exchange logical :: NS_exchange integer :: Imin, Imax, Jmin, Jmax integer :: i, j, k # include "set_bounds.h" ! !----------------------------------------------------------------------- ! Determine processing switches. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN # ifdef DISTRIBUTE EW_exchange=NtileI(ng).eq.1 # else EW_exchange=.TRUE. # endif ELSE EW_exchange=.FALSE. END IF IF (NSperiodic(ng)) THEN # ifdef DISTRIBUTE NS_exchange=NtileJ(ng).eq.1 # else NS_exchange=.TRUE. # endif ELSE NS_exchange=.FALSE. END IF ! !----------------------------------------------------------------------- ! Boundary corners. !----------------------------------------------------------------------- ! IF (EWperiodic(ng).and.NSperiodic(ng)) THEN IF (EW_exchange.and.NS_exchange) THEN IF (DOMAIN(ng)%NorthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,-2,k)=tl_A(Lm(ng)-2,Mm(ng)-2,k) !^ ad_A(Lm(ng)-2,Mm(ng)-2,k)=ad_A(Lm(ng)-2,Mm(ng)-2,k)+ & & ad_A(-2,-2,k) ad_A(-2,-2,k)=0.0_r8 !^ tl_A(-2,-1,k)=tl_A(Lm(ng)-2,Mm(ng)-1,k) !^ ad_A(Lm(ng)-2,Mm(ng)-1,k)=ad_A(Lm(ng)-2,Mm(ng)-1,k)+ & & ad_A(-2,-1,k) ad_A(-2,-1,k)=0.0_r8 !^ tl_A(-2, 0,k)=tl_A(Lm(ng)-2,Mm(ng) ,k) !^ ad_A(Lm(ng)-2,Mm(ng) ,k)=ad_A(Lm(ng)-2,Mm(ng) ,k)+ & & ad_A(-2, 0,k) ad_A(-2, 0,k)=0.0_r8 !^ tl_A(-1,-2,k)=tl_A(Lm(ng)-1,Mm(ng)-2,k) !^ ad_A(Lm(ng)-1,Mm(ng)-2,k)=ad_A(Lm(ng)-1,Mm(ng)-2,k)+ & & ad_A(-1,-2,k) ad_A(-1,-2,k)=0.0_r8 !^ tl_A(-1,-1,k)=tl_A(Lm(ng)-1,Mm(ng)-1,k) !^ ad_A(Lm(ng)-1,Mm(ng)-1,k)=ad_A(Lm(ng)-1,Mm(ng)-1,k)+ & & ad_A(-1,-1,k) ad_A(-1,-1,k)=0.0_r8 !^ tl_A(-1, 0,k)=tl_A(Lm(ng)-1,Mm(ng) ,k) !^ ad_A(Lm(ng)-1,Mm(ng) ,k)=ad_A(Lm(ng)-1,Mm(ng) ,k)+ & & ad_A(-1, 0,k) ad_A(-1, 0,k)=0.0_r8 !^ tl_A( 0,-2,k)=tl_A(Lm(ng) ,Mm(ng)-2,k) !^ ad_A(Lm(ng) ,Mm(ng)-2,k)=ad_A(Lm(ng) ,Mm(ng)-2,k)+ & & ad_A( 0,-2,k) ad_A( 0,-2,k)=0.0_r8 !^ tl_A( 0,-1,k)=tl_A(Lm(ng) ,Mm(ng)-1,k) !^ ad_A(Lm(ng) ,Mm(ng)-1,k)=ad_A(Lm(ng) ,Mm(ng)-1,k)+ & & ad_A( 0,-1,k) ad_A( 0,-1,k)=0.0_r8 !^ tl_A( 0, 0,k)=tl_A(Lm(ng) ,Mm(ng) ,k) !^ ad_A(Lm(ng) ,Mm(ng) ,k)=ad_A(Lm(ng) ,Mm(ng) ,k)+ & & ad_A( 0, 0,k) ad_A( 0, 0,k)=0.0_r8 END DO END IF IF (DOMAIN(ng)%NorthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,-2,k)=tl_A( 1,Mm(ng)-2,k) !^ ad_A( 1,Mm(ng)-2,k)=ad_A( 1,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+1,-2,k) ad_A(Lm(ng)+1,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+1,-1,k)=tl_A( 1,Mm(ng)-1,k) !^ ad_A( 1,Mm(ng)-1,k)=ad_A( 1,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+1,-1,k) ad_A(Lm(ng)+1,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+1, 0,k)=tl_A( 1,Mm(ng) ,k) !^ ad_A( 1,Mm(ng) ,k)=ad_A( 1,Mm(ng) ,k)+ & & ad_A(Lm(ng)+1, 0,k) ad_A(Lm(ng)+1, 0,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-2,k)=tl_A( 2,Mm(ng)-2,k) !^ ad_A( 2,Mm(ng)-2,k)=ad_A( 2,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+2,-2,k) ad_A(Lm(ng)+2,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-1,k)=tl_A( 2,Mm(ng)-1,k) !^ ad_A( 2,Mm(ng)-1,k)=ad_A( 2,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+2,-1,k) ad_A(Lm(ng)+2,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+2, 0,k)=tl_A( 2,Mm(ng) ,k) !^ ad_A( 2,Mm(ng) ,k)=ad_A( 2,Mm(ng) ,k)+ & & ad_A(Lm(ng)+2, 0,k) ad_A(Lm(ng)+2, 0,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+3,-2,k)=tl_A(3 ,Mm(ng)-2,k) !^ ad_A(3 ,Mm(ng)-2,k)=ad_A(3 ,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+3,-2,k) ad_A(Lm(ng)+3,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,-1,k)=tl_A(3 ,Mm(ng)-1,k) !^ ad_A(3 ,Mm(ng)-1,k)=ad_A(3 ,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+3,-1,k) ad_A(Lm(ng)+3,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+3, 0,k)=tl_A(3 ,Mm(ng) ,k) !^ ad_A(3 ,Mm(ng) ,k)=ad_A(3 ,Mm(ng) ,k)+ & & ad_A(Lm(ng)+3, 0,k) ad_A(Lm(ng)+3, 0,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+1,k)=tl_A(Lm(ng)-2, 1,k) !^ ad_A(Lm(ng)-2, 1,k)=ad_A(Lm(ng)-2, 1,k)+ & & ad_A(-2,Mm(ng)+1,k) ad_A(-2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+1,k)=tl_A(Lm(ng)-1, 1,k) !^ ad_A(Lm(ng)-1, 1,k)=ad_A(Lm(ng)-1, 1,k)+ & & ad_A(-1,Mm(ng)+1,k) ad_A(-1,Mm(ng)+1,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+1,k)=tl_A(Lm(ng) , 1,k) !^ ad_A(Lm(ng) , 1,k)=ad_A(Lm(ng) , 1,k)+ & & ad_A( 0,Mm(ng)+1,k) ad_A( 0,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-2,Mm(ng)+2,k)=tl_A(Lm(ng)-2, 2,k) !^ ad_A(Lm(ng)-2, 2,k)=ad_A(Lm(ng)-2, 2,k)+ & & ad_A(-2,Mm(ng)+2,k) ad_A(-2,Mm(ng)+2,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+2,k)=tl_A(Lm(ng)-1, 2,k) !^ ad_A(Lm(ng)-1, 2,k)=ad_A(Lm(ng)-1, 2,k)+ & & ad_A(-1,Mm(ng)+2,k) ad_A(-1,Mm(ng)+2,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+2,k)=tl_A(Lm(ng) , 2,k) !^ ad_A(Lm(ng) , 2,k)=ad_A(Lm(ng) , 2,k)+ & & ad_A( 0,Mm(ng)+2,k) ad_A( 0,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+3,k)=tl_A(Lm(ng)-2, 3,k) !^ ad_A(Lm(ng)-2, 3,k)=ad_A(Lm(ng)-2, 3,k)+ & & ad_A(-2,Mm(ng)+3,k) ad_A(-2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+3,k)=tl_A(Lm(ng)-1, 3,k) !^ ad_A(Lm(ng)-1, 3,k)=ad_A(Lm(ng)-1, 3,k)+ & & ad_A(-1,Mm(ng)+3,k) ad_A(-1,Mm(ng)+3,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+3,k)=tl_A(Lm(ng) , 3,k) !^ ad_A(Lm(ng) , 3,k)=ad_A(Lm(ng) , 3,k)+ & & ad_A( 0,Mm(ng)+3,k) ad_A( 0,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+1,k)=tl_A( 1, 1,k) !^ ad_A( 1, 1,k)=ad_A( 1, 1,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+1,k) ad_A(Lm(ng)+1,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+1,Mm(ng)+2,k)=tl_A( 1, 2,k) !^ ad_A( 1, 2,k)=ad_A( 1, 2,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+2,k) ad_A(Lm(ng)+1,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+1,k)=tl_A( 2, 1,k) !^ ad_A( 2, 1,k)=ad_A( 2, 1,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+1,k) ad_A(Lm(ng)+2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+2,k)=tl_A( 2, 2,k) !^ ad_A( 2, 2,k)=ad_A( 2, 2,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+2,k) ad_A(Lm(ng)+2,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+3,k)=tl_A( 1, 3,k) !^ ad_A( 1, 3,k)=ad_A( 1, 3,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+3,k) ad_A(Lm(ng)+1,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+3,k)=tl_A( 2, 3,k) !^ ad_A( 2, 3,k)=ad_A( 2, 3,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+3,k) ad_A(Lm(ng)+2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+1,k)=tl_A( 3, 1,k) !^ ad_A( 3, 1,k)=ad_A( 3, 1,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+1,k) ad_A(Lm(ng)+3,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+2,k)=tl_A( 3, 2,k) !^ ad_A( 3, 2,k)=ad_A( 3, 2,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+2,k) ad_A(Lm(ng)+3,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+3,k)=tl_A( 3, 3,k) !^ ad_A( 3, 3,k)=ad_A( 3, 3,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+3,k) ad_A(Lm(ng)+3,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! North-South periodic boundary conditions. !----------------------------------------------------------------------- ! IF (NSperiodic(ng)) THEN IF (EWperiodic(ng)) THEN Imin=Istr Imax=Iend ELSE Imin=IstrR Imax=IendR END IF ! IF (NS_exchange) THEN IF (DOMAIN(ng)%Northern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,-2,k)=tl_A(i,Mm(ng)-2,k) !^ ad_A(i,Mm(ng)-2,k)=ad_A(i,Mm(ng)-2,k)+ & & ad_A(i,-2,k) ad_A(i,-2,k)=0.0_r8 !^ tl_A(i,-1,k)=tl_A(i,Mm(ng)-1,k) !^ ad_A(i,Mm(ng)-1,k)=ad_A(i,Mm(ng)-1,k)+ & & ad_A(i,-1,k) ad_A(i,-1,k)=0.0_r8 !^ tl_A(i, 0,k)=tl_A(i,Mm(ng) ,k) !^ ad_A(i,Mm(ng) ,k)=ad_A(i,Mm(ng) ,k)+ & & ad_A(i, 0,k) ad_A(i, 0,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Southern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+1,k)=tl_A(i,1,k) !^ ad_A(i,1,k)=ad_A(i,1,k)+ & & ad_A(i,Mm(ng)+1,k) ad_A(i,Mm(ng)+1,k)=0.0_r8 !^ tl_A(i,Mm(ng)+2,k)=tl_A(i, 2,k) !^ ad_A(i,2,k)=ad_A(i,2,k)+ & & ad_A(i,Mm(ng)+2,k) ad_A(i,Mm(ng)+2,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+3,k)=tl_A(i,3,k) !^ ad_A(i,3,k)=ad_A(i,3,k)+ & & ad_A(i,Mm(ng)+3,k) ad_A(i,Mm(ng)+3,k)=0.0_r8 END DO END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! East-West periodic boundary conditions. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN IF (NSperiodic(ng)) THEN Jmin=Jstr Jmax=Jend ELSE Jmin=Jstr Jmax=JendR END IF ! IF (EW_exchange) THEN IF (DOMAIN(ng)%Eastern_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(-2,j,k)=tl_A(Lm(ng)-2,j,k) !^ ad_A(Lm(ng)-2,j,k)=ad_A(Lm(ng)-2,j,k)+ & & ad_A(-2,j,k) ad_A(-2,j,k)=0.0_r8 !^ tl_A(-1,j,k)=tl_A(Lm(ng)-1,j,k) !^ ad_A(Lm(ng)-1,j,k)=ad_A(Lm(ng)-1,j,k)+ & & ad_A(-1,j,k) ad_A(-1,j,k)=0.0_r8 !^ tl_A( 0,j,k)=tl_A(Lm(ng) ,j,k) !^ ad_A(Lm(ng) ,j,k)=ad_A(Lm(ng) ,j,k)+ & & ad_A( 0,j,k) ad_A( 0,j,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Western_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+1,j,k)=tl_A(1,j,k) !^ ad_A(1,j,k)=ad_A(1,j,k)+ & & ad_A(Lm(ng)+1,j,k) ad_A(Lm(ng)+1,j,k)=0.0_r8 !^ tl_A(Lm(ng)+2,j,k)=tl_A( 2,j,k) !^ ad_A(2,j,k)=ad_A(2,j,k)+ & & ad_A(Lm(ng)+2,j,k) ad_A(Lm(ng)+2,j,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+3,j,k)=tl_A(3,j,k) !^ ad_A(3,j,k)=ad_A(3,j,k)+ & & ad_A(Lm(ng)+3,j,k) ad_A(Lm(ng)+3,j,k)=0.0_r8 END DO END DO END IF END IF END IF END IF RETURN END SUBROUTINE ad_exchange_v3d_tile ! !*********************************************************************** SUBROUTINE ad_exchange_w3d_tile (ng, tile, & & LBi, UBi, LBj, UBj, LBk, UBk, & & ad_A) !*********************************************************************** ! USE mod_param USE mod_scalars ! ! Imported variable declarations. ! integer, intent(in) :: ng, tile integer, intent(in) :: LBi, UBi, LBj, UBj, LBk, UBk ! # ifdef ASSUMED_SHAPE real(r8), intent(inout) :: ad_A(LBi:,LBj:,LBk:) # else real(r8), intent(inout) :: ad_A(LBi:UBi,LBj:UBj,LBk:UBk) # endif ! ! Local variable declarations. ! logical :: EW_exchange logical :: NS_exchange integer :: Imin, Imax, Jmin, Jmax integer :: i, j, k # include "set_bounds.h" ! !----------------------------------------------------------------------- ! Determine processing switches. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN # ifdef DISTRIBUTE EW_exchange=NtileI(ng).eq.1 # else EW_exchange=.TRUE. # endif ELSE EW_exchange=.FALSE. END IF IF (NSperiodic(ng)) THEN # ifdef DISTRIBUTE NS_exchange=NtileJ(ng).eq.1 # else NS_exchange=.TRUE. # endif ELSE NS_exchange=.FALSE. END IF ! !----------------------------------------------------------------------- ! Boundary corners. !----------------------------------------------------------------------- ! IF (EWperiodic(ng).and.NSperiodic(ng)) THEN IF (EW_exchange.and.NS_exchange) THEN IF (DOMAIN(ng)%NorthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,-2,k)=tl_A(Lm(ng)-2,Mm(ng)-2,k) !^ ad_A(Lm(ng)-2,Mm(ng)-2,k)=ad_A(Lm(ng)-2,Mm(ng)-2,k)+ & & ad_A(-2,-2,k) ad_A(-2,-2,k)=0.0_r8 !^ tl_A(-2,-1,k)=tl_A(Lm(ng)-2,Mm(ng)-1,k) !^ ad_A(Lm(ng)-2,Mm(ng)-1,k)=ad_A(Lm(ng)-2,Mm(ng)-1,k)+ & & ad_A(-2,-1,k) ad_A(-2,-1,k)=0.0_r8 !^ tl_A(-2, 0,k)=tl_A(Lm(ng)-2,Mm(ng) ,k) !^ ad_A(Lm(ng)-2,Mm(ng) ,k)=ad_A(Lm(ng)-2,Mm(ng) ,k)+ & & ad_A(-2, 0,k) ad_A(-2, 0,k)=0.0_r8 !^ tl_A(-1,-2,k)=tl_A(Lm(ng)-1,Mm(ng)-2,k) !^ ad_A(Lm(ng)-1,Mm(ng)-2,k)=ad_A(Lm(ng)-1,Mm(ng)-2,k)+ & & ad_A(-1,-2,k) ad_A(-1,-2,k)=0.0_r8 !^ tl_A(-1,-1,k)=tl_A(Lm(ng)-1,Mm(ng)-1,k) !^ ad_A(Lm(ng)-1,Mm(ng)-1,k)=ad_A(Lm(ng)-1,Mm(ng)-1,k)+ & & ad_A(-1,-1,k) ad_A(-1,-1,k)=0.0_r8 !^ tl_A(-1, 0,k)=tl_A(Lm(ng)-1,Mm(ng) ,k) !^ ad_A(Lm(ng)-1,Mm(ng) ,k)=ad_A(Lm(ng)-1,Mm(ng) ,k)+ & & ad_A(-1, 0,k) ad_A(-1, 0,k)=0.0_r8 !^ tl_A( 0,-2,k)=tl_A(Lm(ng) ,Mm(ng)-2,k) !^ ad_A(Lm(ng) ,Mm(ng)-2,k)=ad_A(Lm(ng) ,Mm(ng)-2,k)+ & & ad_A( 0,-2,k) ad_A( 0,-2,k)=0.0_r8 !^ tl_A( 0,-1,k)=tl_A(Lm(ng) ,Mm(ng)-1,k) !^ ad_A(Lm(ng) ,Mm(ng)-1,k)=ad_A(Lm(ng) ,Mm(ng)-1,k)+ & & ad_A( 0,-1,k) ad_A( 0,-1,k)=0.0_r8 !^ tl_A( 0, 0,k)=tl_A(Lm(ng) ,Mm(ng) ,k) !^ ad_A(Lm(ng) ,Mm(ng) ,k)=ad_A(Lm(ng) ,Mm(ng) ,k)+ & & ad_A( 0, 0,k) ad_A( 0, 0,k)=0.0_r8 END DO END IF IF (DOMAIN(ng)%NorthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,-2,k)=tl_A( 1,Mm(ng)-2,k) !^ ad_A( 1,Mm(ng)-2,k)=ad_A( 1,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+1,-2,k) ad_A(Lm(ng)+1,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+1,-1,k)=tl_A( 1,Mm(ng)-1,k) !^ ad_A( 1,Mm(ng)-1,k)=ad_A( 1,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+1,-1,k) ad_A(Lm(ng)+1,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+1, 0,k)=tl_A( 1,Mm(ng) ,k) !^ ad_A( 1,Mm(ng) ,k)=ad_A( 1,Mm(ng) ,k)+ & & ad_A(Lm(ng)+1, 0,k) ad_A(Lm(ng)+1, 0,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-2,k)=tl_A( 2,Mm(ng)-2,k) !^ ad_A( 2,Mm(ng)-2,k)=ad_A( 2,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+2,-2,k) ad_A(Lm(ng)+2,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,-1,k)=tl_A( 2,Mm(ng)-1,k) !^ ad_A( 2,Mm(ng)-1,k)=ad_A( 2,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+2,-1,k) ad_A(Lm(ng)+2,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+2, 0,k)=tl_A( 2,Mm(ng) ,k) !^ ad_A( 2,Mm(ng) ,k)=ad_A( 2,Mm(ng) ,k)+ & & ad_A(Lm(ng)+2, 0,k) ad_A(Lm(ng)+2, 0,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+3,-2,k)=tl_A(3 ,Mm(ng)-2,k) !^ ad_A(3 ,Mm(ng)-2,k)=ad_A(3 ,Mm(ng)-2,k)+ & & ad_A(Lm(ng)+3,-2,k) ad_A(Lm(ng)+3,-2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,-1,k)=tl_A(3 ,Mm(ng)-1,k) !^ ad_A(3 ,Mm(ng)-1,k)=ad_A(3 ,Mm(ng)-1,k)+ & & ad_A(Lm(ng)+3,-1,k) ad_A(Lm(ng)+3,-1,k)=0.0_r8 !^ tl_A(Lm(ng)+3, 0,k)=tl_A(3 ,Mm(ng) ,k) !^ ad_A(3 ,Mm(ng) ,k)=ad_A(3 ,Mm(ng) ,k)+ & & ad_A(Lm(ng)+3, 0,k) ad_A(Lm(ng)+3, 0,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthEast_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+1,k)=tl_A(Lm(ng)-2, 1,k) !^ ad_A(Lm(ng)-2, 1,k)=ad_A(Lm(ng)-2, 1,k)+ & & ad_A(-2,Mm(ng)+1,k) ad_A(-2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+1,k)=tl_A(Lm(ng)-1, 1,k) !^ ad_A(Lm(ng)-1, 1,k)=ad_A(Lm(ng)-1, 1,k)+ & & ad_A(-1,Mm(ng)+1,k) ad_A(-1,Mm(ng)+1,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+1,k)=tl_A(Lm(ng) , 1,k) !^ ad_A(Lm(ng) , 1,k)=ad_A(Lm(ng) , 1,k)+ & & ad_A( 0,Mm(ng)+1,k) ad_A( 0,Mm(ng)+1,k)=0.0_r8 !^ tl_A(-2,Mm(ng)+2,k)=tl_A(Lm(ng)-2, 2,k) !^ ad_A(Lm(ng)-2, 2,k)=ad_A(Lm(ng)-2, 2,k)+ & & ad_A(-2,Mm(ng)+2,k) ad_A(-2,Mm(ng)+2,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+2,k)=tl_A(Lm(ng)-1, 2,k) !^ ad_A(Lm(ng)-1, 2,k)=ad_A(Lm(ng)-1, 2,k)+ & & ad_A(-1,Mm(ng)+2,k) ad_A(-1,Mm(ng)+2,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+2,k)=tl_A(Lm(ng) , 2,k) !^ ad_A(Lm(ng) , 2,k)=ad_A(Lm(ng) , 2,k)+ & & ad_A( 0,Mm(ng)+2,k) ad_A( 0,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(-2,Mm(ng)+3,k)=tl_A(Lm(ng)-2, 3,k) !^ ad_A(Lm(ng)-2, 3,k)=ad_A(Lm(ng)-2, 3,k)+ & & ad_A(-2,Mm(ng)+3,k) ad_A(-2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(-1,Mm(ng)+3,k)=tl_A(Lm(ng)-1, 3,k) !^ ad_A(Lm(ng)-1, 3,k)=ad_A(Lm(ng)-1, 3,k)+ & & ad_A(-1,Mm(ng)+3,k) ad_A(-1,Mm(ng)+3,k)=0.0_r8 !^ tl_A( 0,Mm(ng)+3,k)=tl_A(Lm(ng) , 3,k) !^ ad_A(Lm(ng) , 3,k)=ad_A(Lm(ng) , 3,k)+ & & ad_A( 0,Mm(ng)+3,k) ad_A( 0,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF IF (DOMAIN(ng)%SouthWest_Corner(tile)) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+1,k)=tl_A( 1, 1,k) !^ ad_A( 1, 1,k)=ad_A( 1, 1,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+1,k) ad_A(Lm(ng)+1,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+1,Mm(ng)+2,k)=tl_A( 1, 2,k) !^ ad_A( 1, 2,k)=ad_A( 1, 2,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+2,k) ad_A(Lm(ng)+1,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+1,k)=tl_A( 2, 1,k) !^ ad_A( 2, 1,k)=ad_A( 2, 1,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+1,k) ad_A(Lm(ng)+2,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+2,k)=tl_A( 2, 2,k) !^ ad_A( 2, 2,k)=ad_A( 2, 2,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+2,k) ad_A(Lm(ng)+2,Mm(ng)+2,k)=0.0_r8 END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk !^ tl_A(Lm(ng)+1,Mm(ng)+3,k)=tl_A( 1, 3,k) !^ ad_A( 1, 3,k)=ad_A( 1, 3,k)+ & & ad_A(Lm(ng)+1,Mm(ng)+3,k) ad_A(Lm(ng)+1,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+2,Mm(ng)+3,k)=tl_A( 2, 3,k) !^ ad_A( 2, 3,k)=ad_A( 2, 3,k)+ & & ad_A(Lm(ng)+2,Mm(ng)+3,k) ad_A(Lm(ng)+2,Mm(ng)+3,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+1,k)=tl_A( 3, 1,k) !^ ad_A( 3, 1,k)=ad_A( 3, 1,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+1,k) ad_A(Lm(ng)+3,Mm(ng)+1,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+2,k)=tl_A( 3, 2,k) !^ ad_A( 3, 2,k)=ad_A( 3, 2,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+2,k) ad_A(Lm(ng)+3,Mm(ng)+2,k)=0.0_r8 !^ tl_A(Lm(ng)+3,Mm(ng)+3,k)=tl_A( 3, 3,k) !^ ad_A( 3, 3,k)=ad_A( 3, 3,k)+ & & ad_A(Lm(ng)+3,Mm(ng)+3,k) ad_A(Lm(ng)+3,Mm(ng)+3,k)=0.0_r8 END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! North-South periodic boundary conditions. !----------------------------------------------------------------------- ! IF (NSperiodic(ng)) THEN IF (EWperiodic(ng)) THEN Imin=Istr Imax=Iend ELSE Imin=IstrR Imax=IendR END IF ! IF (NS_exchange) THEN IF (DOMAIN(ng)%Northern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,-2,k)=tl_A(i,Mm(ng)-2,k) !^ ad_A(i,Mm(ng)-2,k)=ad_A(i,Mm(ng)-2,k)+ & & ad_A(i,-2,k) ad_A(i,-2,k)=0.0_r8 !^ tl_A(i,-1,k)=tl_A(i,Mm(ng)-1,k) !^ ad_A(i,Mm(ng)-1,k)=ad_A(i,Mm(ng)-1,k)+ & & ad_A(i,-1,k) ad_A(i,-1,k)=0.0_r8 !^ tl_A(i, 0,k)=tl_A(i,Mm(ng) ,k) !^ ad_A(i,Mm(ng) ,k)=ad_A(i,Mm(ng) ,k)+ & & ad_A(i, 0,k) ad_A(i, 0,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Southern_Edge(tile)) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+1,k)=tl_A(i,1,k) !^ ad_A(i,1,k)=ad_A(i,1 ,k)+ & & ad_A(i,Mm(ng)+1,k) ad_A(i,Mm(ng)+1,k)=0.0_r8 !^ tl_A(i,Mm(ng)+2,k)=tl_A(i,2,k) !^ ad_A(i,2,k)=ad_A(i,2,k)+ & & ad_A(i,Mm(ng)+2,k) ad_A(i,Mm(ng)+2,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO i=Imin,Imax !^ tl_A(i,Mm(ng)+3,k)=tl_A(i,3,k) !^ ad_A(i,3,k)=ad_A(i,3,k)+ & & ad_A(i,Mm(ng)+3,k) ad_A(i,Mm(ng)+3,k)=0.0_r8 END DO END DO END IF END IF END IF END IF ! !----------------------------------------------------------------------- ! East-West periodic boundary conditions. !----------------------------------------------------------------------- ! IF (EWperiodic(ng)) THEN IF (NSperiodic(ng)) THEN Jmin=Jstr Jmax=Jend ELSE Jmin=JstrR Jmax=JendR END IF ! IF (EW_exchange) THEN IF (DOMAIN(ng)%Eastern_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(-2,j,k)=tl_A(Lm(ng)-2,j,k) !^ ad_A(Lm(ng)-2,j,k)=ad_A(Lm(ng)-2,j,k)+ & & ad_A(-2,j,k) ad_A(-2,j,k)=0.0_r8 !^ tl_A(-1,j,k)=tl_A(Lm(ng)-1,j,k) !^ ad_A(Lm(ng)-1,j,k)=ad_A(Lm(ng)-1,j,k)+ & & ad_A(-1,j,k) ad_A(-1,j,k)=0.0_r8 !^ tl_A( 0,j,k)=tl_A(Lm(ng) ,j,k) !^ ad_A(Lm(ng) ,j,k)=ad_A(Lm(ng) ,j,k)+ & & ad_A( 0,j,k) ad_A( 0,j,k)=0.0_r8 END DO END DO END IF IF (DOMAIN(ng)%Western_Edge(tile)) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+1,j,k)=tl_A(1,j,k) !^ ad_A(1,j,k)=ad_A(1,j,k)+ & & ad_A(Lm(ng)+1,j,k) ad_A(Lm(ng)+1,j,k)=0.0_r8 !^ tl_A(Lm(ng)+2,j,k)=tl_A( 2,j,k) !^ ad_A(2,j,k)=ad_A(2,j,k)+ & & ad_A(Lm(ng)+2,j,k) ad_A(Lm(ng)+2,j,k)=0.0_r8 END DO END DO IF (NghostPoints.eq.3) THEN DO k=LBk,UBk DO j=Jmin,Jmax !^ tl_A(Lm(ng)+3,j,k)=tl_A(3,j,k) !^ ad_A(3,j,k)=ad_A(3,j,k)+ & & ad_A(Lm(ng)+3,j,k) ad_A(Lm(ng)+3,j,k)=0.0_r8 END DO END DO END IF END IF END IF END IF RETURN END SUBROUTINE ad_exchange_w3d_tile #endif END MODULE ad_exchange_3d_mod