subroutine da_wpec_constraint(grid, xbx) !--------------------------------------------------------------------------- ! Purpose: Calculates balance equation G(x) !--------------------------------------------------------------------------- implicit none type(domain), intent(inout) :: grid type(xbx_type), intent(in) :: xbx ! Header & non-gridded vars. real :: u(ims:ime,jms:jme,kms:kme) ! u wind comp. real :: v(ims:ime,jms:jme,kms:kme) ! v wind comp. real :: phi_b(ims:ime,jms:jme,kms:kme) integer :: i, j, k ! Loop counters. integer :: is, ie ! 1st dim. end points. integer :: js, je ! 2nd dim. end points. real :: coefx(ims:ime,jms:jme) ! Multiplicative coefficient. real :: coefy(ims:ime,jms:jme) ! Multiplicative coefficient. real :: term_x(ims:ime,jms:jme) ! Balance eqn x term real :: term_y(ims:ime,jms:jme) ! Balance eqn y term real :: phi_b_x(ims:ime,jms:jme) ! Balance eqn x term real :: phi_b_y(ims:ime,jms:jme) ! Balance eqn y term if (trace_use) call da_trace_entry("da_wpec_constraint") !--------------------------------------------------------------------------- ! [1.0] Initialise i and set multiplicative constants !--------------------------------------------------------------------------- ! Computation to check for edge of domain: is = its; ie = ite; js = jts; je = jte if (.not.global .and. its == ids) is = ids+1 if (.not.global .and. ite == ide) ie = ide-1 if (jts == jds ) js = jds+1; if (jte == jde) je = jde-1 if (fg_format == fg_format_kma_global) then coefx = grid%xb%coefx coefy = grid%xb%coefy else if( fg_format == fg_format_wrf_arw_regional) then coefx = grid%xb%coefx coefy = grid%xb%coefy else if (fg_format == fg_format_wrf_arw_global) then write (unit=message(1),fmt='(A,I3)') ' needs work for fg_format_wrf_arw_global = ',fg_format call da_error(__FILE__,__LINE__,message(1:1)) else if (fg_format == fg_format_wrf_nmm_regional) then write (unit=message(1),fmt='(A,I3)') ' needs work for fg_format_wrf_nmm_regional = ',fg_format call da_error(__FILE__,__LINE__,message(1:1)) else write(unit=message(1),fmt='(A,I3)') 'Wrong FG_FORMAT = ',fg_format call da_error(__FILE__,__LINE__,message(1:1)) end if ! [1.1] phi_b = grid%xb%p do k = kts, kte term_x(ims:ime,jms:jme) = 0.0 term_y(ims:ime,jms:jme) = 0.0 phi_b_x(ims:ime,jms:jme) = 0.0 phi_b_y(ims:ime,jms:jme) = 0.0 !--------------------------------------------------------------------------- ! [2.0] Calculate RHS of balance equation in gridpoint space: !--------------------------------------------------------------------------- ! [2.1] Include geostrophic terms in balance eqn if requested: if (balance_type == balance_geo .OR. balance_type == balance_geocyc ) then call da_wpec_constraint_geoterm (grid%xb % cori, grid%xb % rho(:,:,k), grid%xb %u(:,:,k), grid%xb %v(:,:,k), & term_x, term_y) end if ! [2.2] Include cyclostrophic terms in balance eqn if requested: if (balance_type == balance_cyc .OR. balance_type == balance_geocyc ) then call da_wpec_constraint_cycloterm (grid%xb % rho(:,:,k), grid%xb % u(:,:,k), & grid%xb % v(:,:,k), grid%xb % coefx(:,:), grid%xb % coefy(:,:), & term_x, term_y) end if ! [2.3] Include phi_b terms in balance eqn do j = js, je do i = is, ie phi_b_x(i,j) = coefx(i,j)*(phi_b(i+1,j,k)-phi_b(i-1,j,k)) phi_b_y(i,j) = coefy(i,j)*(phi_b(i,j+1,k)-phi_b(i,j-1,k)) end do end do !------------------------------------------------------------------------------ ! [3.0] Solve Grad_p for balance eqn : !------------------------------------------------------------------------------ do j = js, je do i = is, ie grid%xb%xb_p_x(i,j,k)=phi_b_x(i,j)+term_x(i,j) grid%xb%xb_p_y(i,j,k)=phi_b_y(i,j)+term_y(i,j) end do end do end do if (trace_use) call da_trace_exit("da_wpec_constraint") end subroutine da_wpec_constraint