Changeset 5466 for LMDZ6/branches/contrails/libf/phylmd/lmdz_aviation.f90
- Timestamp:
- Jan 6, 2025, 5:34:43 PM (4 days ago)
- File:
-
- 1 edited
Legend:
- Unmodified
- Added
- Removed
-
LMDZ6/branches/contrails/libf/phylmd/lmdz_aviation.f90
r5456 r5466 108 108 ! Local 109 109 ! 110 ! for Schmidt-Appleman tcriteria110 ! for Schmidt-Appleman criteria 111 111 REAL, DIMENSION(1) :: ztemp, zpplay, qzero, zqsatl, zdqsatl 112 112 REAL :: Gcont, qsatl_crit, psatl_crit, pcrit … … 343 343 344 344 !--The clouds are then sheared. We keep the shape and number 345 !--assumptions from before. The clouds are sheared along their 346 !--semi-major axis (a_mix), on the entire cell heigh dz. 347 !--The increase in size is 345 !--assumptions from before. The clouds are sheared with a random orientation 346 !--of the wind, on average we assume that the wind and the semi-major axis 347 !--make a 45 degrees angle. Moreover, the contrails only mix 348 !--along their semi-minor axis (b), because it is easier to compute. 349 !--With this, the clouds increase in size along b only, by a factor 350 !--L_shear * SQRT(2.) / 2. (to account for the 45 degrees orientation of the wind) 348 351 L_shear = coef_shear_contrails * shear * dz * dtime 349 352 !--therefore, the fraction of clear sky mixed is 350 !-- N_cld_mix * ( (a + L_shear) * b- a * b ) * RPI / 2. / cell_area353 !-- N_cld_mix * ( a * (b + L_shear * SQRT(2.) / 2.) - a * b ) * RPI / 2. / cell_area 351 354 !--and the fraction of cloud mixed is 352 !-- N_cld_mix * ( (a * b) - (a - L_shear) * b) * RPI / 2. / cell_area355 !-- N_cld_mix * ( a * b - a * (b - L_shear * SQRT(2.) / 2.) ) * RPI / 2. / cell_area 353 356 !--(note that they are equal) 354 shear_fra = RPI * L_shear * a_mix * bovera/ 2. * N_cld_mix / cell_area357 shear_fra = RPI * SQRT(2.) / 2. * L_shear * a_mix / 2. * N_cld_mix / cell_area 355 358 !--and the environment and cloud mixed fractions are the same, 356 359 !--which we add to the previous calculated mixed fractions.
Note: See TracChangeset
for help on using the changeset viewer.