17 |
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|
18 |
! Ionela MUSAT, July, 1st, 2002 |
! Ionela MUSAT, July, 1st, 2002 |
19 |
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20 |
! Louis, J. F., Tiedtke, M. and Geleyn, J. F., 1982: `A short |
! Louis, J. F., Tiedtke, M. and Geleyn, J. F., 1982. A short |
21 |
! history of the operational PBL parametrization at |
! history of the operational PBL parametrization at |
22 |
! ECMWF'. Workshop on boundary layer parametrization, November |
! ECMWF. Workshop on boundary layer parametrization, November |
23 |
! 1981, ECMWF, Reading, England. Page: 19. Equations in Table 1. |
! 1981, ECMWF, Reading, England. Page: 19. Equations in Table 1. |
24 |
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25 |
|
! Miller, M. J., A. C. M. Beljaars, T. N. Palmer, 1992. The |
26 |
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! sensitivity of the ECMWF model to the parameterization of |
27 |
|
! evaporation from the tropical oceans. J. Climate, 5:418-434. |
28 |
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29 |
use nr_util, only: assert_eq |
use nr_util, only: assert_eq |
30 |
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31 |
use clesphys, only: f_cdrag_oce, f_cdrag_ter |
use clesphys, only: f_cdrag_oce, f_cdrag_ter |
59 |
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60 |
! Local: |
! Local: |
61 |
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62 |
REAL, PARAMETER:: ckap = 0.40, cb = 5., cc = 5., cd = 5., cepdu2 = 0.1**2 |
REAL, PARAMETER:: ckap = 0.4, cb = 5., cc = 5., cd = 5., cepdu2 = 0.1**2 |
63 |
real, parameter:: f_ri_cd_min = 0.1 |
real, parameter:: f_ri_cd_min = 0.1 |
64 |
INTEGER i, knon |
INTEGER i, knon |
65 |
REAL zdu2, ztsolv, ztvd, zscf, zucf |
REAL zdu2, ztsolv, ztvd, zscf, zucf |
72 |
!------------------------------------------------------------------------- |
!------------------------------------------------------------------------- |
73 |
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74 |
knon = assert_eq([size(speed), size(t), size(q), size(zgeop), size(ts), & |
knon = assert_eq([size(speed), size(t), size(q), size(zgeop), size(ts), & |
75 |
size(qsurf), size(rugos), size(cdragm), size(cdragh)], & |
size(qsurf), size(rugos), size(cdragm), size(cdragh)], "cdrag knon") |
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"cdrag knon") |
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76 |
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77 |
DO i = 1, knon |
DO i = 1, knon |
78 |
zdu2 = max(cepdu2, speed(i)**2) |
zdu2 = max(cepdu2, speed(i)**2) |
82 |
zri = zgeop(i) * (ztvd - ztsolv) / (zdu2 * ztvd) |
zri = zgeop(i) * (ztvd - ztsolv) / (zdu2 * ztvd) |
83 |
zcdn = (ckap / log(1. + zgeop(i) / (RG * rugos(i))))**2 |
zcdn = (ckap / log(1. + zgeop(i) / (RG * rugos(i))))**2 |
84 |
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85 |
IF (zri > 0.) THEN |
IF (zri < 0.) THEN |
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! Situation stable. Pour \'eviter les incoh\'erences dans |
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! les cas tr\`es stables, on limite zri \`a 20. Cf Hess et |
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! al. (1995). |
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zri = min(20., zri) |
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zscf = SQRT(1. + cd * ABS(zri)) |
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cdragm(i) = zcdn * max(1. / (1. + 2. * CB * zri / zscf), f_ri_cd_min) |
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cdragh(i) = merge(f_cdrag_oce, f_cdrag_ter, nsrf == is_oce) * zcdn & |
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* max(1. / (1. + 3. * CB * zri * zscf), f_ri_cd_min) |
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ELSE |
|
86 |
! situation instable |
! situation instable |
87 |
zucf = 1. / (1. + 3. * cb * cc * zcdn & |
zucf = 1. / (1. + 3. * cb * cc * zcdn & |
88 |
* SQRT(ABS(zri) * (1. + zgeop(i) / (RG * rugos(i))))) |
* SQRT(ABS(zri) * (1. + zgeop(i) / (RG * rugos(i))))) |
97 |
cdragh(i) = f_cdrag_ter * zcdn & |
cdragh(i) = f_cdrag_ter * zcdn & |
98 |
* max((1. - 3. * cb * zri * zucf), f_ri_cd_min) |
* max((1. - 3. * cb * zri * zucf), f_ri_cd_min) |
99 |
end IF |
end IF |
100 |
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ELSE |
101 |
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! Situation stable. Pour \'eviter les incoh\'erences dans |
102 |
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! les cas tr\`es stables, on limite zri \`a 20. Cf Hess et |
103 |
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! al. (1995). |
104 |
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zri = min(20., zri) |
105 |
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zscf = SQRT(1. + cd * ABS(zri)) |
106 |
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cdragm(i) = zcdn * max(1. / (1. + 2. * CB * zri / zscf), f_ri_cd_min) |
107 |
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cdragh(i) = merge(f_cdrag_oce, f_cdrag_ter, nsrf == is_oce) * zcdn & |
108 |
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* max(1. / (1. + 3. * CB * zri * zscf), f_ri_cd_min) |
109 |
ENDIF |
ENDIF |
110 |
END DO |
END DO |
111 |
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