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45 changes: 33 additions & 12 deletions src/core/MOM_interface_heights.F90
Original file line number Diff line number Diff line change
Expand Up @@ -519,10 +519,15 @@ subroutine dz_to_thickness_EOS(dz, Temp, Saln, EoS, h, G, GV, US, halo_size, p_s
! Local variables
real, dimension(SZI_(G),SZJ_(G)) :: &
p_top, p_bot ! Pressure at the interfaces above and below a layer [R L2 T-2 ~> Pa]
real :: dp(SZI_(G),SZJ_(G)) ! Pressure change across a layer [R L2 T-2 ~> Pa]
real :: dz_geo(SZI_(G),SZJ_(G)) ! The change in geopotential height across a layer [L2 T-2 ~> m2 s-2]
real :: rho(SZI_(G)) ! The in situ density [R ~> kg m-3]
real :: dp_adj ! The amount by which to change the bottom pressure in an
! iteration [R L2 T-2 ~> Pa]
real :: I_gEarth ! Unit conversion factors divided by the gravitational
! acceleration [H T2 R-1 L-2 ~> s2 m2 kg-1 or s2 m-1]
logical :: do_more(SZI_(G),SZJ_(G)) ! If true, additional iterations would be beneficial.
logical :: do_any ! True if there are points in this layer that need more itertions.
integer, dimension(2) :: EOSdom ! The i-computational domain for the equation of state
integer :: i, j, k, is, ie, js, je, halo, nz
integer :: itt, max_itt
Expand Down Expand Up @@ -561,38 +566,54 @@ subroutine dz_to_thickness_EOS(dz, Temp, Saln, EoS, h, G, GV, US, halo_size, p_s
if (GV%semi_Boussinesq) then
do i=is,ie
p_bot(i,j) = p_top(i,j) + (GV%g_Earth*GV%H_to_Z) * ((GV%Z_to_H*dz(i,j,k)) * rho(i))
dp(i,j) = (GV%g_Earth*GV%H_to_Z) * ((GV%Z_to_H*dz(i,j,k)) * rho(i))
enddo
else
do i=is,ie
p_bot(i,j) = p_top(i,j) + rho(i) * (GV%g_Earth * dz(i,j,k))
dp(i,j) = rho(i) * (GV%g_Earth * dz(i,j,k))
enddo
endif
enddo

do_more(:,:) = .true.
do itt=1,max_itt
call int_specific_vol_dp(Temp(:,:,k), Saln(:,:,k), p_top, p_bot, 0.0, G%HI, &
EoS, US, dz_geo)
do_any = .false.
call int_specific_vol_dp(Temp(:,:,k), Saln(:,:,k), p_top, p_bot, 0.0, G%HI, EoS, US, dz_geo)
if (itt < max_itt) then ; do j=js,je
call calculate_density(Temp(:,j,k), Saln(:,j,k), p_bot(:,j), rho, &
EoS, EOSdom)
call calculate_density(Temp(:,j,k), Saln(:,j,k), p_bot(:,j), rho, EoS, EOSdom)
! Use Newton's method to correct the bottom value.
! The hydrostatic equation is sufficiently linear that no bounds-checking is needed.
if (GV%semi_Boussinesq) then
do i=is,ie
p_bot(i,j) = p_bot(i,j) + rho(i) * ((GV%g_Earth*GV%H_to_Z)*(GV%Z_to_H*dz(i,j,k)) - dz_geo(i,j))
dp_adj = rho(i) * ((GV%g_Earth*GV%H_to_Z)*(GV%Z_to_H*dz(i,j,k)) - dz_geo(i,j))
p_bot(i,j) = p_bot(i,j) + dp_adj
dp(i,j) = dp(i,j) + dp_adj
enddo
do_any = .true. ! To avoid changing answers, always use the maximum number of itertions.
else
do i=is,ie
p_bot(i,j) = p_bot(i,j) + rho(i) * (GV%g_Earth*dz(i,j,k) - dz_geo(i,j))
enddo
do i=is,ie ; if (do_more(i,j)) then
dp_adj = rho(i) * (GV%g_Earth*dz(i,j,k) - dz_geo(i,j))
p_bot(i,j) = p_bot(i,j) + dp_adj
dp(i,j) = dp(i,j) + dp_adj
! Check for convergence to roundoff.
do_more(i,j) = (abs(dp_adj) > 1.0e-15*dp(i,j))
if (do_more(i,j)) do_any = .true.
endif ; enddo
endif
enddo ; endif
if (.not.do_any) exit
enddo

do j=js,je ; do i=is,ie
!### This code should be revised to use a dp variable for accuracy.
h(i,j,k) = (p_bot(i,j) - p_top(i,j)) * I_gEarth
enddo ; enddo
if (GV%semi_Boussinesq) then
do j=js,je ; do i=is,ie
h(i,j,k) = (p_bot(i,j) - p_top(i,j)) * I_gEarth
enddo ; enddo
else
do j=js,je ; do i=is,ie
h(i,j,k) = dp(i,j) * I_gEarth
enddo ; enddo
endif
enddo
endif

Expand Down