| 1 | PROGRAM mie |
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| 2 | IMPLICIT NONE |
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| 3 | C |
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| 4 | C-------Mie computations for a size distribution |
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| 5 | C of homogeneous spheres. |
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| 6 | c |
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| 7 | C========================================================== |
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| 8 | C--Ref : Toon and Ackerman, Applied Optics, 1981 |
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| 9 | C Stephens, CSIRO, 1979 |
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| 10 | C Attention : surdimensionement des tableaux |
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| 11 | C to be compiled with double precision option (-r8 on Sun) |
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| 12 | C AUTHOR: Olivier Boucher |
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| 13 | C-------SIZE distribution properties---------------- |
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| 14 | C--sigma_g : geometric standard deviation |
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| 15 | C--r_0 : geometric number mean radius (um)/modal radius |
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| 16 | C--Ntot : total concentration in m-3 |
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| 17 | c |
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| 18 | REAL rmin, rmax !----integral bounds in m |
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| 19 | PARAMETER (rmin=0.002E-6, rmax=30.E-6) |
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| 20 | c |
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| 21 | c--Nmode= 1 mode for pom |
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| 22 | c--NDis=1 distribution per mode |
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| 23 | INTEGER Nmode, Ndis, mode, dis |
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| 24 | PARAMETER (Nmode=1, Ndis=1) |
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| 25 | REAL sigma_g(Ndis,Nmode), r_0(Ndis,Nmode), Ntot(Ndis,Nmode) |
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| 26 | c--Accumulation Soluble (AS) |
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| 27 | DATA r_0 /0.1E-6/ !--meters |
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| 28 | DATA sigma_g/1.8/ |
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| 29 | DATA Ntot /1.0/ |
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| 30 | CHARACTER*33 chmode(Nmode) |
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| 31 | DATA chmode/'POM Accumulation Soluble (AS)'/ |
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| 32 | c |
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| 33 | REAL masse,volume,surface,rho |
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| 34 | PARAMETER (rho=1.550E3) !--POM dry density kg/m3 from Cathy Liousse |
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| 35 | c |
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| 36 | c---------- RH growth parameters---------------- |
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| 37 | c |
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| 38 | INTEGER rh_int,IRH |
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| 39 | PARAMETER(rh_int=12) |
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| 40 | REAL RH_tab(rh_int),RH, rh_dummy |
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| 41 | DATA RH_tab/0.,10.,20,30.,40.,50.,60.,70.,80.,85.,90.,95./ |
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| 42 | REAL rwet |
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| 43 | c |
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| 44 | REAL growth(rh_int,Nmode) |
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| 45 | DATA growth/ |
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| 46 | . 1.0,1.0,1.0,1.0,1.0,1.05,1.10,1.20,1.29,1.30,1.31,1.40/ !--AS |
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| 47 | c |
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| 48 | REAL n_r, n_i |
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| 49 | c |
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| 50 | c------------------------------------- |
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| 51 | c |
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| 52 | COMPLEX m !----refractive index m=n_r-i*n_i |
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| 53 | INTEGER Nmax,Nstart !--number of iterations |
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| 54 | COMPLEX k2, k3, z1, z2 |
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| 55 | COMPLEX u1,u5,u6,u8 |
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| 56 | COMPLEX a(1:21000), b(1:21000) |
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| 57 | COMPLEX I |
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| 58 | INTEGER n !--loop index |
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| 59 | REAL pi, nnn |
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| 60 | COMPLEX nn |
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| 61 | REAL Q_ext, Q_abs, Q_sca, g, omega !--parameters for radius r |
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| 62 | REAL x !--size parameter |
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| 63 | REAL r !--radius |
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| 64 | REAL sigma_sca, sigma_ext, sigma_abs |
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| 65 | REAL omegatot, gtot !--averaged parameters |
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| 66 | COMPLEX ksiz2(-1:21000), psiz2(1:21000) |
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| 67 | COMPLEX nu1z1(1:21010), nu1z2(1:21010) |
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| 68 | COMPLEX nu3z2(0:21000) |
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| 69 | REAL number, deltar |
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| 70 | INTEGER bin, Nbin, k |
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| 71 | PARAMETER (Nbin=700) |
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| 72 | c |
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| 73 | C---wavelengths STREAMER |
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| 74 | INTEGER Nwv, NwvmaxSW |
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| 75 | PARAMETER (NwvmaxSW=25) |
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| 76 | REAL lambda(1:NwvmaxSW) |
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| 77 | DATA lambda/0.28E-6, 0.30E-6, 0.33E-6, 0.36E-6, 0.40E-6, |
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| 78 | . 0.44E-6, 0.48E-6, 0.52E-6, 0.57E-6, 0.64E-6, |
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| 79 | . 0.69E-6, 0.75E-6, 0.78E-6, 0.87E-6, 1.00E-6, |
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| 80 | . 1.10E-6, 1.19E-6, 1.28E-6, 1.53E-6, 1.64E-6, |
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| 81 | . 2.13E-6, 2.38E-6, 2.91E-6, 3.42E-6, 4.00E-6/ |
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| 82 | c |
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| 83 | INTEGER nb, nb_lambda |
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| 84 | PARAMETER (nb_lambda=5) |
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| 85 | REAL lambda_ref(nb_lambda) |
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| 86 | DATA lambda_ref /0.443E-6,0.550E-6,0.670E-6,0.765E-6,0.865E-6/ |
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| 87 | c |
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| 88 | C---TOA fluxes - Streamer Cs |
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| 89 | REAL weight(1:NwvmaxSW-1) |
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| 90 | c DATA weight/0.839920E1, 0.231208E2, 0.322393E2, 0.465058E2, |
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| 91 | c . 0.678199E2, 0.798964E2, 0.771359E2, 0.888472E2, |
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| 92 | c . 0.115281E3, 0.727565E2, 0.816992E2, 0.336172E2, |
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| 93 | c . 0.914603E2, 0.112706E3, 0.658840E2, 0.524470E2, |
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| 94 | c . 0.391067E2, 0.883864E2, 0.276672E2, 0.681812E2, |
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| 95 | c . 0.190966E2, 0.250766E2, 0.128704E2, 0.698720E1/ |
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| 96 | C---TOA fluxes - Tad |
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| 97 | c DATA weight/ 4.20, 11.56, 16.12, 23.25, 33.91, 39.95, 38.57, |
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| 98 | c . 44.42, 57.64, 29.36, 47.87, 16.81, 45.74, 56.35, |
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| 99 | c . 32.94, 26.22, 19.55, 44.19, 13.83, 34.09, 9.55, |
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| 100 | c . 12.54, 6.44, 3.49/ |
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| 101 | C---BOA fluxes - Tad |
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| 102 | DATA weight/ 0.01, 4.05, 9.51, 15.99, 26.07, 33.10, 33.07, |
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| 103 | . 39.91, 52.67, 27.89, 43.60, 13.67, 42.22, 40.12, |
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| 104 | . 32.70, 14.44, 19.48, 14.23, 13.43, 16.42, 8.33, |
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| 105 | . 0.95, 0.65, 2.76/ |
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| 106 | c |
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| 107 | REAL lambda_int(1:NwvmaxSW-1+nb_lambda) |
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| 108 | c |
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| 109 | REAL final_a(1:NwvmaxSW-1+nb_lambda) |
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| 110 | REAL final_g(1:NwvmaxSW-1+nb_lambda) |
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| 111 | REAL final_w(1:NwvmaxSW-1+nb_lambda) |
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| 112 | c |
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| 113 | INTEGER band, NbandSW, NbandLW |
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| 114 | PARAMETER (NbandSW=6, NbandLW=5) |
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| 115 | c |
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| 116 | REAL gcm_a(NbandSW+NbandLW) |
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| 117 | REAL gcm_g(NbandSW+NbandLW) |
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| 118 | REAL gcm_w(NbandSW+NbandLW) |
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| 119 | REAL gcm_weight_a(NbandSW+NbandLW) |
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| 120 | REAL gcm_weight_g(NbandSW+NbandLW) |
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| 121 | REAL gcm_weight_w(NbandSW+NbandLW) |
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| 122 | c |
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| 123 | REAL ss_a(NbandSW+NbandLW+nb_lambda,rh_int) |
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| 124 | REAL ss_w(NbandSW+NbandLW+nb_lambda,rh_int) |
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| 125 | REAL ss_g(NbandSW+NbandLW+nb_lambda,rh_int) |
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| 126 | c |
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| 127 | INTEGER NwvmaxLW |
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| 128 | PARAMETER (NwvmaxLW=100) |
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| 129 | REAL Tb, Planck |
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| 130 | PARAMETER (Tb=260.0) |
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| 131 | c |
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| 132 | INTEGER wv, nb_wv, nb_wv_i |
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| 133 | PARAMETER (nb_wv=200) |
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| 134 | REAL wv_pom(1:nb_wv) |
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| 135 | REAL index_r_pom(RH_int,Nmode,1:nb_wv) |
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| 136 | REAL index_i_pom(RH_int,Nmode,1:nb_wv) |
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| 137 | REAL count_n_r, count_n_i |
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| 138 | c |
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| 139 | pi=4.*ATAN(1.) |
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| 140 | I=CMPLX(0.,1.) |
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| 141 | c |
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| 142 | c------opening output files |
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| 143 | c |
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| 144 | OPEN (unit=14, file='SEXT_pom_soluble_6bands.txt') |
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| 145 | OPEN (unit=15, file='G_pom_soluble_6bands.txt') |
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| 146 | OPEN (unit=16, file='SSA_pom_soluble_6bands.txt') |
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| 147 | c |
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| 148 | OPEN (unit=24, file='SEXT_pom_insoluble_6bands.txt') |
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| 149 | OPEN (unit=25, file='G_pom_insoluble_6bands.txt') |
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| 150 | OPEN (unit=26, file='SSA_pom_insoluble_6bands.txt') |
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| 151 | c |
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| 152 | OPEN (unit=34, file='SEXT_pom_soluble_5wave.txt') |
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| 153 | OPEN (unit=35, file='SEXT_pom_insoluble_5wave.txt') |
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| 154 | OPEN (unit=36, file='SABS_pom_soluble_5wave.txt') |
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| 155 | OPEN (unit=37, file='SABS_pom_insoluble_5wave.txt') |
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| 156 | c |
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| 157 | c--initializing wavelengths |
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| 158 | c |
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| 159 | DO Nwv=1, NwvmaxSW-1 |
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| 160 | lambda_int(Nwv)=( lambda(Nwv)+lambda(Nwv+1) ) /2. |
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| 161 | ENDDO |
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| 162 | c |
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| 163 | DO nb=1, nb_lambda |
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| 164 | lambda_int(NwvmaxSW-1+nb)=lambda_ref(nb) |
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| 165 | ENDDO |
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| 166 | c |
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| 167 | OPEN(unit=21,file='ri_pom_AS_v2') |
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| 168 | c |
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| 169 | c---now start calculations |
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| 170 | c |
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| 171 | DO mode=1, Nmode |
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| 172 | c |
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| 173 | c--lecture des indices from an old file |
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| 174 | DO IRH=1,rh_int |
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| 175 | DO wv=1, nb_wv |
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| 176 | READ (20+mode,*) rh_dummy, wv_pom(wv), |
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| 177 | . index_r_pom(irh,mode,wv), index_i_pom(irh,mode,wv) |
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| 178 | ENDDO |
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| 179 | ENDDO |
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| 180 | c |
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| 181 | c--loop over RH |
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| 182 | c |
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| 183 | DO IRH=1,rh_int |
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| 184 | c |
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| 185 | DO Nwv=1, NwvmaxSW-1+nb_lambda |
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| 186 | c |
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| 187 | c--sinon plus proche voisin |
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| 188 | n_r=index_r_pom(irh,mode,1) |
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| 189 | n_i=index_i_pom(irh,mode,1) |
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| 190 | DO wv=1, nb_wv |
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| 191 | IF (wv_pom(wv).LT.lambda_int(Nwv)) THEN |
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| 192 | n_r=index_r_pom(irh,mode,wv) |
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| 193 | n_i=index_i_pom(irh,mode,wv) |
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| 194 | ENDIF |
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| 195 | ENDDO |
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| 196 | c |
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| 197 | m=CMPLX(n_r,-n_i) |
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| 198 | c |
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| 199 | sigma_sca=0.0 |
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| 200 | sigma_ext=0.0 |
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| 201 | sigma_abs=0.0 |
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| 202 | gtot=0.0 |
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| 203 | omegatot=0.0 |
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| 204 | masse = 0.0 |
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| 205 | volume=0.0 |
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| 206 | surface=0.0 |
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| 207 | c |
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| 208 | DO bin=0, Nbin !---loop on size bins |
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| 209 | |
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| 210 | c--here r is rdry |
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| 211 | r=exp(log(rmin)+FLOAT(bin)/FLOAT(Nbin)*(log(rmax)-log(rmin))) |
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| 212 | c |
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| 213 | rwet=growth(IRH,mode)*r |
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| 214 | c |
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| 215 | x=2.*pi*rwet/lambda_int(Nwv) |
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| 216 | deltar=1./FLOAT(Nbin)*(log(rmax)-log(rmin)) |
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| 217 | c |
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| 218 | c--rwet r*1e2 to get into cm unit |
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| 219 | c |
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| 220 | number=0 |
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| 221 | DO dis=1, Ndis |
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| 222 | number=number+ |
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| 223 | . Ntot(dis,mode)/SQRT(2.*pi)/log(sigma_g(dis,mode))* |
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| 224 | . exp(-0.5*(log(r/(r_0(dis,mode)))/ |
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| 225 | . log(sigma_g(dis,mode)))**2) |
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| 226 | ENDDO |
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| 227 | c--dry aerosol mass |
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| 228 | masse=masse +4./3.*pi*r**3*number*deltar*rho*1.E3 !--g/m3 |
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| 229 | volume=volume+4./3.*pi*r**3*number*deltar |
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| 230 | surface=surface+4.*pi*r**2*number*deltar |
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| 231 | c |
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| 232 | k2=m |
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| 233 | k3=CMPLX(1.0,0.0) |
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| 234 | |
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| 235 | z2=CMPLX(x,0.0) |
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| 236 | z1=m*z2 |
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| 237 | |
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| 238 | IF (0.0.LE.x.AND.x.LE.8.) THEN |
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| 239 | Nmax=INT(x+4*x**(1./3.)+1.)+2 |
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| 240 | ELSEIF (8..LT.x.AND.x.LT.4200.) THEN |
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| 241 | Nmax=INT(x+4.05*x**(1./3.)+2.)+1 |
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| 242 | ELSEIF (4200..LE.x.AND.x.LE.20000.) THEN |
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| 243 | Nmax=INT(x+4*x**(1./3.)+2.)+1 |
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| 244 | ELSE |
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| 245 | WRITE(10,*) 'x out of bound, x=', x |
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| 246 | STOP |
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| 247 | ENDIF |
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| 248 | |
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| 249 | Nstart=Nmax+10 |
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| 250 | |
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| 251 | C-----------loop for nu1z1, nu1z2 |
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| 252 | |
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| 253 | nu1z1(Nstart)=CMPLX(0.0,0.0) |
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| 254 | nu1z2(Nstart)=CMPLX(0.0,0.0) |
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| 255 | DO n=Nstart-1, 1 , -1 |
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| 256 | nn=CMPLX(FLOAT(n),0.0) |
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| 257 | nu1z1(n)=(nn+1.)/z1 - 1./( (nn+1.)/z1 + nu1z1(n+1) ) |
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| 258 | nu1z2(n)=(nn+1.)/z2 - 1./( (nn+1.)/z2 + nu1z2(n+1) ) |
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| 259 | ENDDO |
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| 260 | |
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| 261 | C------------loop for nu3z2 |
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| 262 | |
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| 263 | nu3z2(0)=-I |
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| 264 | DO n=1, Nmax |
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| 265 | nn=CMPLX(FLOAT(n),0.0) |
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| 266 | nu3z2(n)=-nn/z2 + 1./ (nn/z2 - nu3z2(n-1) ) |
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| 267 | ENDDO |
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| 268 | |
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| 269 | C-----------loop for psiz2 and ksiz2 (z2) |
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| 270 | ksiz2(-1)=COS(REAL(z2))-I*SIN(REAL(z2)) |
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| 271 | ksiz2(0)=SIN(REAL(z2))+I*COS(REAL(z2)) |
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| 272 | DO n=1,Nmax |
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| 273 | nn=CMPLX(FLOAT(n),0.0) |
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| 274 | ksiz2(n)=(2.*nn-1.)/z2 * ksiz2(n-1) - ksiz2(n-2) |
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| 275 | psiz2(n)=CMPLX(REAL(ksiz2(n)),0.0) |
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| 276 | ENDDO |
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| 277 | |
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| 278 | C-----------loop for a(n) and b(n) |
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| 279 | |
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| 280 | DO n=1, Nmax |
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| 281 | u1=k3*nu1z1(n) - k2*nu1z2(n) |
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| 282 | u5=k3*nu1z1(n) - k2*nu3z2(n) |
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| 283 | u6=k2*nu1z1(n) - k3*nu1z2(n) |
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| 284 | u8=k2*nu1z1(n) - k3*nu3z2(n) |
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| 285 | a(n)=psiz2(n)/ksiz2(n) * u1/u5 |
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| 286 | b(n)=psiz2(n)/ksiz2(n) * u6/u8 |
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| 287 | ENDDO |
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| 288 | |
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| 289 | C-----------------final loop-------------- |
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| 290 | Q_ext=0.0 |
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| 291 | Q_sca=0.0 |
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| 292 | g=0.0 |
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| 293 | DO n=Nmax-1,1,-1 |
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| 294 | nnn=FLOAT(n) |
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| 295 | Q_ext=Q_ext+ (2.*nnn+1.) * REAL( a(n)+b(n) ) |
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| 296 | Q_sca=Q_sca+ (2.*nnn+1.) * |
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| 297 | . REAL( a(n)*CONJG(a(n)) + b(n)*CONJG(b(n)) ) |
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| 298 | g=g + nnn*(nnn+2.)/(nnn+1.) * |
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| 299 | . REAL( a(n)*CONJG(a(n+1))+b(n)*CONJG(b(n+1)) ) + |
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| 300 | . (2.*nnn+1.)/nnn/(nnn+1.) * REAL(a(n)*CONJG(b(n))) |
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| 301 | ENDDO |
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| 302 | Q_ext=2./x**2 * Q_ext |
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| 303 | Q_sca=2./x**2 * Q_sca |
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| 304 | Q_abs=Q_ext-Q_sca |
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| 305 | IF (AIMAG(m).EQ.0.0) Q_abs=0.0 |
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| 306 | omega=Q_sca/Q_ext |
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| 307 | g=g*4./x**2/Q_sca |
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| 308 | c |
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| 309 | sigma_sca=sigma_sca+rwet**2*Q_sca*number*deltar |
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| 310 | sigma_abs=sigma_abs+rwet**2*Q_abs*number*deltar |
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| 311 | sigma_ext=sigma_ext+rwet**2*Q_ext*number*deltar |
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| 312 | omegatot=omegatot+rwet**2*Q_ext*omega*number*deltar |
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| 313 | gtot =gtot+rwet**2*Q_sca*g*number*deltar |
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| 314 | c |
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| 315 | ENDDO !---bin |
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| 316 | C------------------------------------------------------------------ |
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| 317 | |
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| 318 | sigma_sca=pi*sigma_sca |
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| 319 | sigma_abs=pi*sigma_abs |
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| 320 | sigma_ext=pi*sigma_ext |
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| 321 | gtot=pi*gtot/sigma_sca |
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| 322 | omegatot=pi*omegatot/sigma_ext |
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| 323 | c |
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| 324 | final_g(Nwv)=gtot |
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| 325 | final_w(Nwv)=omegatot |
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| 326 | final_a(Nwv)=sigma_ext/masse |
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| 327 | c |
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| 328 | ENDDO !--loop on wavelength |
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| 329 | c |
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| 330 | c---averaging over LMDZ wavebands |
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| 331 | c |
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| 332 | DO band=1, NbandSW |
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| 333 | gcm_a(band)=0.0 |
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| 334 | gcm_g(band)=0.0 |
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| 335 | gcm_w(band)=0.0 |
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| 336 | gcm_weight_a(band)=0.0 |
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| 337 | gcm_weight_g(band)=0.0 |
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| 338 | gcm_weight_w(band)=0.0 |
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| 339 | ENDDO |
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| 340 | c |
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| 341 | c---band 1 is now in the UV, so we take the first wavelength as being representative |
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| 342 | c---it doesn't matter anyway because all radiation is absorbed in the stratosphere |
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| 343 | DO Nwv=1,1 |
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| 344 | band=1 |
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| 345 | gcm_a(band)=gcm_a(band)+final_a(Nwv)*weight(Nwv) |
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| 346 | gcm_weight_a(band)=gcm_weight_a(band)+weight(Nwv) |
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| 347 | gcm_w(band)=gcm_w(band)+ |
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| 348 | . final_w(Nwv)*final_a(Nwv)*weight(Nwv) |
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| 349 | gcm_weight_w(band)=gcm_weight_w(band)+ |
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| 350 | . final_a(Nwv)*weight(Nwv) |
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| 351 | gcm_g(band)=gcm_g(band)+ |
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| 352 | . final_g(Nwv)*final_a(Nwv)*final_w(Nwv)*weight(Nwv) |
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| 353 | gcm_weight_g(band)=gcm_weight_g(band)+ |
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| 354 | . final_a(Nwv)*final_w(Nwv)*weight(Nwv) |
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| 355 | ENDDO |
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| 356 | c |
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| 357 | DO Nwv=1,NwvmaxSW-1 |
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| 358 | c |
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| 359 | IF (Nwv.LE.5) THEN !--RRTM spectral interval 2 |
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| 360 | band=2 |
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| 361 | ELSEIF (Nwv.LE.10) THEN !--RRTM spectral interval 3 |
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| 362 | band=3 |
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| 363 | ELSEIF (Nwv.LE.16) THEN !--RRTM spectral interval 4 |
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| 364 | band=4 |
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| 365 | ELSEIF (Nwv.LE.21) THEN !--RRTM spectral interval 5 |
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| 366 | band=5 |
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| 367 | ELSE !--RRTM spectral interval 6 |
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| 368 | band=6 |
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| 369 | ENDIF |
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| 370 | c |
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| 371 | gcm_a(band)=gcm_a(band)+final_a(Nwv)*weight(Nwv) |
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| 372 | gcm_weight_a(band)=gcm_weight_a(band)+weight(Nwv) |
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| 373 | gcm_w(band)=gcm_w(band)+ |
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| 374 | . final_w(Nwv)*final_a(Nwv)*weight(Nwv) |
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| 375 | gcm_weight_w(band)=gcm_weight_w(band)+ |
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| 376 | . final_a(Nwv)*weight(Nwv) |
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| 377 | gcm_g(band)=gcm_g(band)+ |
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| 378 | . final_g(Nwv)*final_a(Nwv)*final_w(Nwv)*weight(Nwv) |
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| 379 | gcm_weight_g(band)=gcm_weight_g(band)+ |
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| 380 | . final_a(Nwv)*final_w(Nwv)*weight(Nwv) |
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| 381 | |
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| 382 | ENDDO |
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| 383 | c |
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| 384 | DO band=1, NbandSW |
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| 385 | gcm_a(band)=gcm_a(band)/gcm_weight_a(band) |
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| 386 | gcm_w(band)=gcm_w(band)/gcm_weight_w(band) |
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| 387 | gcm_g(band)=gcm_g(band)/gcm_weight_g(band) |
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| 388 | ss_a(band,IRH)=gcm_a(band) |
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| 389 | ss_w(band,IRH)=gcm_w(band) |
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| 390 | ss_g(band,IRH)=gcm_g(band) |
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| 391 | ENDDO |
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| 392 | c |
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| 393 | DO nb=NbandSW+1, NbandSW+nb_lambda |
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| 394 | ss_a(nb,IRH)=final_a(NwvmaxSW-1+nb-NbandSW) |
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| 395 | ss_w(nb,IRH)=final_w(NwvmaxSW-1+nb-NbandSW) |
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| 396 | ss_g(nb,IRH)=final_g(NwvmaxSW-1+nb-NbandSW) |
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| 397 | ENDDO |
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| 398 | c |
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| 399 | ENDDO !--fin boucle sur RH |
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| 400 | c |
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| 401 | c--Outputs |
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| 402 | C |
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| 403 | WRITE(14,*) ' ! '//chmode(mode) |
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| 404 | DO k=1, NbandSW |
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| 405 | WRITE(14,951) (ss_a(k,IRH),IRH=1,rh_int) |
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| 406 | ENDDO |
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| 407 | WRITE(15,*) ' ! '//chmode(mode) |
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| 408 | DO k=1, NbandSW |
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| 409 | WRITE(15,951) (ss_g(k,IRH),IRH=1,rh_int) |
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| 410 | ENDDO |
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| 411 | WRITE(16,*) ' ! '//chmode(mode) |
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| 412 | DO k=1, NbandSW |
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| 413 | WRITE(16,951) (ss_w(k,IRH),IRH=1,rh_int) |
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| 414 | ENDDO |
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| 415 | c |
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| 416 | WRITE(34,*) ' ! extinction '//chmode(mode) |
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| 417 | DO k=NbandSW+1,NbandSW+nb_lambda |
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| 418 | WRITE(34,951) (ss_a(k,IRH),IRH=1,rh_int) |
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| 419 | ENDDO |
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| 420 | WRITE(36,*) ' ! absorption '//chmode(mode) |
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| 421 | DO k=NbandSW+1,NbandSW+nb_lambda |
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| 422 | WRITE(36,951) ((1.0-ss_w(k,IRH))*ss_a(k,IRH),IRH=1,rh_int) |
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| 423 | ENDDO |
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| 424 | c |
|---|
| 425 | WRITE(24,*) ' ! POM insoluble' |
|---|
| 426 | WRITE(24,954) (ss_a(k,1),k=1,NbandSW) |
|---|
| 427 | WRITE(25,*) ' ! POM insoluble' |
|---|
| 428 | WRITE(25,954) (ss_w(k,1),k=1,NbandSW) |
|---|
| 429 | WRITE(26,*) ' ! POM insoluble' |
|---|
| 430 | WRITE(26,954) (ss_g(k,1),k=1,NbandSW) |
|---|
| 431 | c |
|---|
| 432 | WRITE(35,*) ' ! extinction POM insoluble' |
|---|
| 433 | WRITE(35,955) (ss_a(k,1),k=NbandSW+1,NbandSW+nb_lambda) |
|---|
| 434 | WRITE(37,*) ' ! absorption POM insoluble' |
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| 435 | WRITE(37,955) |
|---|
| 436 | & ((1.0-ss_w(k,1))*ss_a(k,1),k=NbandSW+1,NbandSW+nb_lambda) |
|---|
| 437 | c |
|---|
| 438 | ENDDO !--boucle sur les modes |
|---|
| 439 | |
|---|
| 440 | 951 FORMAT(1X,12(F6.3,','),' &') |
|---|
| 441 | 954 FORMAT(1X,6(F6.3,','),' &') |
|---|
| 442 | 955 FORMAT(1X,5(F6.3,','),' &') |
|---|
| 443 | c |
|---|
| 444 | CLOSE(14) |
|---|
| 445 | CLOSE(15) |
|---|
| 446 | CLOSE(16) |
|---|
| 447 | c |
|---|
| 448 | CLOSE(24) |
|---|
| 449 | CLOSE(25) |
|---|
| 450 | CLOSE(26) |
|---|
| 451 | c |
|---|
| 452 | CLOSE(34) |
|---|
| 453 | CLOSE(35) |
|---|
| 454 | CLOSE(36) |
|---|
| 455 | CLOSE(37) |
|---|
| 456 | c |
|---|
| 457 | CLOSE(21) |
|---|
| 458 | c |
|---|
| 459 | END |
|---|
