27 | | {{{!$OMP DO}}} |
28 | | {{{DO i = nxl, nxr}}} |
29 | | {{{DO j = nys, nyn}}} |
30 | | {{{DO k = nzb_s_inner(j,i)+1, nzt}}} |
31 | | {{{sums_l(k,pr_palm+1,tn) = sums_l(k,pr_palm+1,tn) +}}} {{{ & }}} |
| 27 | {{{!$OMP DO}}} \\ |
| 28 | {{{DO i = nxl, nxr}}} \\ |
| 29 | {{{DO j = nys, nyn}}} \\ |
| 30 | {{{DO k = nzb_s_inner(j,i)+1, nzt}}} \\ |
| 31 | {{{sums_l(k,pr_palm+1,tn) = sums_l(k,pr_palm+1,tn) +}}} {{{ & }}} \\ |
32 | 32 | [[span(({{{0.5*(u(k,j,i)+u(k,j,i+1))-hom(k,1,1,sr))*&}}},style=color: red)]] \\ |
33 | 33 | [[span(({{{0.5*(v(k,j,i)+v(k,j+1,i))-hom(k,1,2,sr)) &}}},style=color: red)]] \\ |