have_bdy.F90 4.13 KB
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!$Id: have_bdy.F90,v 1.8 2006-03-01 15:54:07 kbk Exp $
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#include "cppdefs.h"
!-----------------------------------------------------------------------
!BOP
!
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! !IROUTINE: have_bdy - checks whether this node has boundaries.
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!
! !INTERFACE:
   subroutine have_bdy
!
! !DESCRIPTION:
!
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! This routine which is called in {\tt domain.F90} checks whether the present
! node has open lateral boundaries. The integer field {\tt bdy\_index}
! is then set accordingly.
!
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! !USES:
   use domain
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   use m2d, only: have_boundaries
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   IMPLICIT NONE
!
! !INPUT PARAMETERS:
!
! !INPUT/OUTPUT PARAMETERS:
!
! !OUTPUT PARAMETERS:
!
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! !REVISION HISTORY:
!  Original author(s): Karsten Bolding & Hans Burchard
!
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! !LOCAL VARIABLES:
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   integer                   :: i,j,k,n
   integer                   :: nbdy
   integer                   :: f,l
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!EOP
!-----------------------------------------------------------------------
!BOC
#ifdef DEBUG
   integer, save :: Ncall = 0
   Ncall = Ncall+1
   write(debug,*) 'have_bdy() # ',Ncall
#endif

   nbdy = 0
   i = 0
   if (NWB .ge. 1) then
      do n = 1,NWB
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         if (wi(n) .ge. imin+ioff .and. wi(n) .le. imax+ioff) then
            f = max(jmin+joff,wfj(n)) - joff
            l = min(jmax+joff,wlj(n)) - joff
            if(f .le. l) then
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               i = i+1
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               wi(i) = wi(n) - ioff
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               wfj(i) = f
               wlj(i) = l
               nbdy = nbdy+1
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               do k=1,nsbv
                  if (bdy_map(k,1) .eq. wi(i)+ioff .and. &
                      bdy_map(k,2) .eq. f+joff) then
                     bdy_index(nbdy) = k
                  end if
               end do
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            end if
         end if
      end do
   end if
   NWB = i

   i = 0
   if (NNB .ge. 1) then
      do n = 1,NNB
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         if (nj(n) .ge. jmin+joff .and. nj(n) .le. jmax+joff) then
            f = max(imin+ioff,nfi(n)) - ioff
            l = min(imax+ioff,nli(n)) - ioff
            if(f .le. l) then
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               i = i+1
               nfi(i) = f
               nli(i) = l
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               nj(i) = nj(n) - joff
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               nbdy = nbdy+1
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               do k=1,nsbv
                  if (bdy_map(k,1) .eq. f+ioff .and.  &
                      bdy_map(k,2) .eq. nj(i)+joff) then
                     bdy_index(nbdy) = k
                  end if
               end do
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            end if
         end if
      end do
   end if
   NNB = i

   i = 0
   if (NEB .ge. 1) then
      do n = 1,NEB
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         if (ei(n) .ge. imin+ioff .and. ei(n) .le. imax+ioff) then
            f = max(jmin+joff,efj(n)) - joff
            l = min(jmax+joff,elj(n)) - joff
            if(f .le. l) then
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               i = i+1
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               ei(i) = ei(n) - ioff
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               efj(i) = f
               elj(i) = l
               nbdy = nbdy+1
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               do k=1,nsbv
                  if (bdy_map(k,1) .eq. ei(i)+ioff .and. &
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                      bdy_map(k,2) .eq. f+joff) then
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                     bdy_index(nbdy) = k
                  end if
               end do
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            end if
         end if
      end do
   end if
   NEB = i

   i = 0
   if (NSB .ge. 1) then
      do n = 1,NSB
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         if (sj(n) .ge. jmin+joff .and. sj(n) .le. jmax+joff) then
            f = max(imin+ioff,sfi(n)) - ioff
            l = min(imax+ioff,sli(n)) - ioff
            if(f .le. l) then
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               i = i+1
               sfi(i) = f
               sli(i) = l
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               sj(i) = sj(n) - joff
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               nbdy = nbdy+1
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               do k=1,nsbv
                  if (bdy_map(k,1) .eq. f+ioff .and. &
                      bdy_map(k,2) .eq. sj(i)+joff) then
                     bdy_index(nbdy) = k
                  end if
               end do
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            end if
         end if
      end do
   end if
   NSB = i

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   if (nbdy .gt. 0) then
      have_boundaries = .true.
      bdy_index(nbdy+1:) = -1
   else
      have_boundaries = .false.
      bdy_index = -1
   end if
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#ifdef DEBUG
   write(debug,*) 'Leaving have_bdy()'
   write(debug,*)
#endif
   return
   end subroutine have_bdy
!EOC

!-----------------------------------------------------------------------
! Copyright (C) 2001 - Hans Burchard and Karsten Bolding               !
!-----------------------------------------------------------------------