regrid.f

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c
c -----------------------------------------------------------
c
      subroutine regrid  (nvar,lbase,cut,naux,start_time)
c
      use amr_module
      implicit double precision (a-h,o-z)
      integer newnumgrids(maxlv)
      integer clock_start2, clock_finish, clock_rate
c
c :::::::::::::::::::::::::::: REGRID :::::::::::::::::::::::::::::::

c
c input parameters:
c     lbase  = highest level that stays fixed during regridding
c     cutoff = criteria for measuring goodness of rect. fit.

c local variables:
c     lcheck = the level being examined.
c     lfnew  = finest grid to be. will replace lfine.

c global
c    mstart  = start of very coarsest grids.
c :::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
c
      verbosity_regrid = method(4)
      lcheck    = min0(lfine,mxnest-1)
      lfnew     = lbase
      do 10 i   = 1, mxnest
        newnumgrids(i) = 0
 10     newstl(i) = 0
      time      = rnode(timemult, lstart(lbase))
c
 20   if (lcheck .lt. lbase) go to 50
          call grdfit(lbase,lcheck,nvar,naux,cut,time,start_time)
          if (newstl(lcheck+1) .eq. 0) go to 40
          lfnew = max0(lcheck + 1,lfnew)
 40       continue
          lcheck = lcheck - 1
c
      go to 20
 50   continue
c
c  end of level loop
c
c  remaining tasks left in regridding:
c  1.  count number of new grids at each level  
      maxnumnewgrids = 0   ! max over all levels. needed for dimensioning
      do lev = lbase+1,lfnew 
          ngridcount = 0
          mptr = newstl(lev)
 52       if (mptr .eq. 0) go to 55
             ngridcount = ngridcount + 1
             mptr = node(levelptr,mptr)
             go to 52

 55       newnumgrids(lev) = ngridcount
          maxnumnewgrids = max(maxnumnewgrids,ngridcount)
      end do
c
c  2. interpolate storage for the new grids.  the starting pointers
c  for each level are in newstl. also reclaim some space before new
c  allocations.
      call system_clock(clock_start2,clock_rate)
      call gfixup(lbase,lfnew,nvar,naux,newnumgrids,maxnumnewgrids)
      call system_clock(clock_finish,clock_rate)
      timegrdfit2 = timegrdfit2 + clock_finish - clock_start2
c
c  3. merge data structures (newstl and lstart )
c  finish storage allocation, reclaim space, etc. set up boundary
c  flux conservation arrays
c
      do 60 level = lbase, lfine-1
        call prepf(level+1,nvar,naux)
        call prepc(level,nvar)
 60   continue
c
c  reset numgrids per level, needed for omp parallelization.
c  note that grids may have disappeared, so next loop resets to 0
c  if there are no grids from lfine+1 to mxnest
c
      do 72 levnew = lbase+1, mxnest
        mptr = lstart(levnew)
        ngridcount = 0
        ncells = 0
        do while (mptr .gt. 0)
           ngridcount = ngridcount + 1
           ncells = ncells + (node(ndihi,mptr)-node(ndilo,mptr)+1)
     .                     * (node(ndjhi,mptr)-node(ndjlo,mptr)+1)
           mptr = node(levelptr, mptr)
         end do
         numgrids(levnew) = ngridcount
         numcells(levnew) = ncells
         avenumgrids(levnew) = avenumgrids(levnew) + ngridcount
         iregridcount(levnew) = iregridcount(levnew) + 1
c        sort grids to first ones are the most work. this helps load
c        balancing, but doesn't help locality
         if (ngridcount .gt. 1) call arrangegrids(levnew,ngridcount)

         if (verbosity_regrid .ge. levnew) then
           write(*,100) ngridcount,ncells,levnew
           write(outunit,100) ngridcount,ncells,levnew
 100       format("there are ",i6," grids with ",i10,
     &            " cells at level ", i3)
         endif
72     continue
c
c      set up array of grids instead of recomputing at each step
       call makegridlist(lbase)
       do levnew = lbase+1, lfine
          call makebndrylist(levnew)   ! does one level at a time
       end do

      return
      end
c
c -------------------------------------------------------------------
c

      subroutine arrangegrids(level, numg)
c
      use amr_module
      implicit double precision (a-h,o-z)
      integer listgrids(numg), cost(numg), index(numg), prevptr
c
c   slow sort for now, putting most expensive grids first on lstart list
c   measure cost by number of cells
c
       mptr = lstart(level)
       do i = 1, numg
         listgrids(i) = mptr
         cost(i) =  (node(ndihi,mptr)-node(ndilo,mptr)+3) *
     1              (node(ndjhi,mptr)-node(ndjlo,mptr)+2)
         index(i) = i
         mptr = node(levelptr, mptr)
       end do
c
c        write(*,*)" before sorting"
c       write(*,*) index
c
       call  qsorti(index, numg, cost)

c       write(*,*)"after sorting"
c       write(*,*) index

c qsort returns in ascending order, repack in descending order
c grids can stay in place, just their levelptrs need to change
       lstart(level) = listgrids(index(numg))  ! last grid is most expensive
       prevptr = listgrids(index(numg))
       do i = 1, numg-1             
          node(levelptr, prevptr) = listgrids(index(numg-i))
          prevptr = listgrids(index(numg-i))
       end do
       node(levelptr,prevptr) = null  !signal the last grid

       return
       end