/[lmdze]/trunk/Sources/phylmd/clvent.f
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Contents of /trunk/Sources/phylmd/clvent.f

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Revision 225 - (show annotations)
Mon Oct 16 12:35:41 2017 UTC (6 years, 6 months ago) by guez
File size: 3504 byte(s)
LMDZE is now in Fortran 2003 (use of allocatable arguments).

gradsdef was not used.

Change names: [uv]10m to [uv]10m_srf in clmain, y[uv]1 to
[uv]1lay. Remove useless complication: zx_alf[12]. Do not modify
[uv]1lay after initial definition from [uv].

Add [uv]10m_srf to output.

Change names in physiq: [uv]10m to [uv]10m_srf, z[uv]10m to [uv]10m,
corresponding to NetCDF output names.

Remove unused complication couchelimite and useless variable inirnpb
in phytrac.

1 module clvent_m
2
3 IMPLICIT none
4
5 contains
6
7 SUBROUTINE clvent(knon, dtime, u1lay, v1lay, coef, t, ven, paprs, pplay, &
8 delp, d_ven, flux_v)
9
10 ! Author: Z. X. Li (LMD/CNRS)
11 ! Date: 1993/08/18
12 ! Objet : diffusion verticale de la vitesse
13
14 USE dimphy, ONLY: klev, klon
15 USE suphec_m, ONLY: rd, rg
16
17 INTEGER knon
18 REAL, intent(in):: dtime ! intervalle de temps (en s)
19
20 REAL, intent(in):: u1lay(:), v1lay(:) ! (knon)
21 ! vent de la premiere couche (m/s)
22
23 REAL, intent(in):: coef(:, :) ! (knon, klev)
24 ! Coefficient d'echange (m**2/s) multiplié par le cisaillement du
25 ! vent (dV/dz). La première valeur indique la valeur de Cdrag (sans
26 ! unité).
27
28 REAL t(klon, klev), ven(klon, klev)
29 ! t--------input-R- temperature (K)
30 ! ven------input-R- vitesse horizontale (m/s)
31 REAL paprs(klon, klev+1), pplay(klon, klev), delp(klon, klev)
32 ! paprs----input-R- pression a inter-couche (Pa)
33 ! pplay----input-R- pression au milieu de couche (Pa)
34 ! delp-----input-R- epaisseur de couche (Pa)
35 REAL d_ven(klon, klev)
36 ! d_ven----output-R- le changement de "ven"
37
38 REAL, intent(out):: flux_v(:) ! (knon)
39 ! (diagnostic) flux du vent à la surface, en (kg m/s)/(m**2 s)
40 ! flux_v est le flux de moment angulaire (positif vers bas)
41
42 ! Local:
43 INTEGER i, k
44 REAL zx_cv(klon, 2:klev)
45 REAL zx_dv(klon, 2:klev)
46 REAL zx_buf(klon)
47 REAL zx_coef(klon, klev)
48 REAL local_ven(klon, klev)
49 REAL zx_alf1(klon), zx_alf2(klon)
50
51 !------------------------------------------------------------------
52
53 DO k = 1, klev
54 DO i = 1, knon
55 local_ven(i, k) = ven(i, k)
56 ENDDO
57 ENDDO
58
59 DO i = 1, knon
60 zx_alf1(i) = 1.0
61 zx_alf2(i) = 1.0 - zx_alf1(i)
62 zx_coef(i, 1) = coef(i, 1) * (1. + SQRT(u1lay(i)**2 + v1lay(i)**2)) &
63 * pplay(i, 1) / (RD * t(i, 1))
64 zx_coef(i, 1) = zx_coef(i, 1) * dtime * RG
65 ENDDO
66
67 DO k = 2, klev
68 DO i = 1, knon
69 zx_coef(i, k) = coef(i, k) * RG / (pplay(i, k-1) - pplay(i, k)) &
70 * (paprs(i, k) * 2 / (t(i, k) + t(i, k - 1)) / RD)**2
71 zx_coef(i, k) = zx_coef(i, k) * dtime * RG
72 ENDDO
73 ENDDO
74
75 DO i = 1, knon
76 zx_buf(i) = delp(i, 1) + zx_coef(i, 1)*zx_alf1(i)+zx_coef(i, 2)
77 zx_cv(i, 2) = local_ven(i, 1)*delp(i, 1) / zx_buf(i)
78 zx_dv(i, 2) = (zx_coef(i, 2)-zx_alf2(i)*zx_coef(i, 1)) &
79 /zx_buf(i)
80 ENDDO
81 DO k = 3, klev
82 DO i = 1, knon
83 zx_buf(i) = delp(i, k-1) + zx_coef(i, k) &
84 + zx_coef(i, k-1)*(1.-zx_dv(i, k-1))
85 zx_cv(i, k) = (local_ven(i, k-1)*delp(i, k-1) &
86 +zx_coef(i, k-1)*zx_cv(i, k-1) )/zx_buf(i)
87 zx_dv(i, k) = zx_coef(i, k)/zx_buf(i)
88 ENDDO
89 ENDDO
90 DO i = 1, knon
91 local_ven(i, klev) = ( local_ven(i, klev)*delp(i, klev) &
92 +zx_coef(i, klev)*zx_cv(i, klev) ) &
93 / ( delp(i, klev) + zx_coef(i, klev) &
94 -zx_coef(i, klev)*zx_dv(i, klev) )
95 ENDDO
96 DO k = klev-1, 1, -1
97 DO i = 1, knon
98 local_ven(i, k) = zx_cv(i, k+1) + zx_dv(i, k+1)*local_ven(i, k+1)
99 ENDDO
100 ENDDO
101
102 DO i = 1, knon
103 flux_v(i) = zx_coef(i, 1)/(RG*dtime) &
104 *(local_ven(i, 1)*zx_alf1(i) &
105 +local_ven(i, 2)*zx_alf2(i))
106 ENDDO
107
108 DO k = 1, klev
109 DO i = 1, knon
110 d_ven(i, k) = local_ven(i, k) - ven(i, k)
111 ENDDO
112 ENDDO
113
114 END SUBROUTINE clvent
115
116 end module clvent_m

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