35 |
logical, intent(in):: resetvarc |
logical, intent(in):: resetvarc |
36 |
|
|
37 |
! Local: |
! Local: |
38 |
REAL vor(iim + 1, jjm), bernf(iim + 1, jjm + 1, llm), ztotl(llm) |
REAL bernf(iim + 1, jjm + 1, llm) |
39 |
REAL etotl(llm), stotl(llm), rmsvl(llm), angl(llm), ge(iim + 1, jjm + 1) |
REAL etotl(llm), stotl(llm), rmsvl(llm), angl(llm), ge(iim, 2:jjm) |
40 |
REAL cosphi(2:jjm) |
REAL cosphi(2:jjm) |
41 |
REAL radsg, radomeg |
REAL radsg, radomeg |
42 |
REAL massebxy(iim + 1, jjm, llm) |
REAL massebxy(iim + 1, jjm, llm) |
49 |
CALL massbarxy(masse, massebxy) |
CALL massbarxy(masse, massebxy) |
50 |
|
|
51 |
! Calcul de rmsdpdt |
! Calcul de rmsdpdt |
52 |
ge = dp * dp |
rmsdpdt = sum(dp(:iim, :)**2) |
|
rmsdpdt = sum(ge) - sum(ge(1, :)) |
|
53 |
rmsdpdt = daysec * 1.E-2 * sqrt(rmsdpdt / (iim * jjp1)) |
rmsdpdt = daysec * 1.E-2 * sqrt(rmsdpdt / (iim * jjp1)) |
54 |
bernf = bern |
bernf = bern |
55 |
CALL filtreg_scal(bernf, direct = .false., intensive = .false.) |
CALL filtreg_scal(bernf, direct = .false., intensive = .false.) |
62 |
! Calcul de l'energie, de l'enstrophie, de l'entropie et de rmsv |
! Calcul de l'energie, de l'enstrophie, de l'entropie et de rmsv |
63 |
|
|
64 |
DO l = 1, llm |
DO l = 1, llm |
65 |
vor = vorpot(:, :, l)**2 * massebxy(:, :, l) |
etotl(l) = sum(masse(:iim, :, l) * (phis(:iim, :) + teta(:iim, :, l) & |
66 |
ztotl(l) = sum(vor) - sum(vor(1, :)) |
* pk(:iim, :, l) + bernf(:iim, :, l) - phi(:iim, :, l))) |
67 |
|
stotl(l) = sum(masse(:iim, :, l) * teta(:iim, :, l)) |
68 |
ge = masse(:, :, l) * (phis + teta(:, :, l) * pk(:, :, l) & |
rmsvl(l) = 2. * sum(masse(:iim, :, l) & |
69 |
+ bernf(:, :, l) - phi(:, :, l)) |
* max(bernf(:iim, :, l) - phi(:iim, :, l), 0.)) |
70 |
etotl(l) = sum(ge) - sum(ge(1, :)) |
|
71 |
|
forall (j = 2:jjm) ge(:, j) = (ucov(:iim, j, l) / cu_2d(:iim, j) & |
72 |
ge = masse(:, :, l) * teta(:, :, l) |
+ radomeg * cosphi(j)) * masse(:iim, j, l) * cosphi(j) |
73 |
stotl(l) = sum(ge) - sum(ge(1, :)) |
angl(l) = radsg * sum(ge) |
|
|
|
|
ge = masse(:, :, l) * max(bernf(:, :, l) - phi(:, :, l), 0.) |
|
|
rmsvl(l) = 2. * (sum(ge) - sum(ge(1, :))) |
|
|
|
|
|
forall (j = 2:jjm) ge(:, j) = (ucov(:, j, l) / cu_2d(:, j) & |
|
|
+ radomeg * cosphi(j)) * masse(:, j, l) * cosphi(j) |
|
|
angl(l) = radsg * (sum(ge(:, 2:jjm)) - sum(ge(1, 2:jjm))) |
|
74 |
END DO |
END DO |
75 |
|
|
76 |
ge = ps * aire_2d |
ptot = sum(ps(:iim, :) * aire_2d(:iim, :)) |
|
ptot = sum(ge) - sum(ge(1, :)) |
|
77 |
etot = sum(etotl) |
etot = sum(etotl) |
78 |
ztot = sum(ztotl) |
ztot = sum(vorpot(:iim, :, :)**2 * massebxy(:iim, :, :)) |
79 |
stot = sum(stotl) |
stot = sum(stotl) |
80 |
rmsv = sum(rmsvl) |
rmsv = sum(rmsvl) |
81 |
ang = sum(angl) |
ang = sum(angl) |