midas_vertmap::fill_boundaries Interface Reference

Detailed Description

Fill grid edges.

Definition at line 22 of file midas_vertmap.F90.

Private functions
real function, dimension(0:size(m, 1)+1, 0:size(m, 2)+1)	fill_boundaries_real (m, cyclic_x, tripolar_n)
	fill grid edges More...
integer function, dimension(0:size(m, 1)+1, 0:size(m, 2)+1)	fill_boundaries_int (m, cyclic_x, tripolar_n)
	Fill grid edges. More...

Functions and subroutines

fill_boundaries_int()

integer function, dimension(0:size(m,1)+1,0:size(m,2)+1) midas_vertmap::fill_boundaries::fill_boundaries_int ( integer, dimension(:,:), intent(in)  m, logical, intent(in)  cyclic_x, logical, intent(in)  tripolar_n  )

private

Fill grid edges.

Parameters

[in]	m	input array
[in]	cyclic_x	zonal cyclic condition
[in]	tripolar_n	northern fold condition

Returns

output filled array

Definition at line 782 of file midas_vertmap.F90.

  integer, dimension(:,:), intent(in) :: m !< input array
  logical, intent(in) :: cyclic_x !< zonal cyclic condition
  logical, intent(in) :: tripolar_n  !< northern fold condition
  integer, dimension(0:size(m,1)+1,0:size(m,2)+1) :: mp !< output filled array
  ! Local variables
  real, dimension(size(m,1),size(m,2)) :: m_real
  real, dimension(0:size(m,1)+1,0:size(m,2)+1) :: mp_real
 
  m_real = real(m)
 
  mp_real = fill_boundaries_real(m_real,cyclic_x,tripolar_n)
 
  mp = int(mp_real)
 
  return
 

fill_boundaries_real()

real function, dimension(0:size(m,1)+1,0:size(m,2)+1) midas_vertmap::fill_boundaries::fill_boundaries_real ( real, dimension(:,:), intent(in)  m, logical, intent(in)  cyclic_x, logical, intent(in)  tripolar_n  )

private

fill grid edges

Parameters

[in]	m	input array
[in]	cyclic_x	zonal cyclic condition
[in]	tripolar_n	northern fold condition

Returns

output filled array

Definition at line 802 of file midas_vertmap.F90.

  real, dimension(:,:), intent(in) :: m !< input array
  logical, intent(in) :: cyclic_x !< zonal cyclic condition
  logical, intent(in) :: tripolar_n  !< northern fold condition
  real, dimension(0:size(m,1)+1,0:size(m,2)+1) :: mp !< output filled array
 
  integer :: ni,nj,i,j
 
  ni=size(m,1); nj=size(m,2)
 
  mp(1:ni,1:nj)=m(:,:)
 
  if (cyclic_x) then
     mp(0,1:nj)=m(ni,1:nj)
     mp(ni+1,1:nj)=m(1,1:nj)
  else
     mp(0,1:nj)=m(1,1:nj)
     mp(ni+1,1:nj)=m(ni,1:nj)
  endif
 
  mp(1:ni,0)=m(1:ni,1)
  if (tripolar_n) then
     do i=1,ni
       mp(i,nj+1)=m(ni-i+1,nj)
     enddo
  else
     mp(1:ni,nj+1)=m(1:ni,nj)
  endif
 
  return
 

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The documentation for this interface was generated from the following file:

• /glade/work/altuntas/cesm.sandboxes/cesm2_2_alpha_X_mom/components/mom/MOM6/src/initialization/midas_vertmap.F90