[2888] | 1 | SUBROUTINE update_soil(ngrid,nslope,nsoil_GCM,nsoil_PEM,tendencies_waterice,waterice,p_avg_new,ice_depth,TI_PEM) |
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[2842] | 2 | #ifndef CPP_STD |
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[2794] | 3 | USE comsoil_h, only: inertiedat, volcapa |
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| 4 | USE comsoil_h_PEM, only: layer_PEM,n_1km,inertiedat_PEM |
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| 5 | USE vertical_layers_mod, ONLY: ap,bp |
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[2863] | 6 | USE comsoil_h_PEM, only: n_1km |
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[2794] | 7 | implicit none |
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| 8 | ! Input: |
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[2888] | 9 | INTEGER,INTENT(IN) :: ngrid, nslope,nsoil_GCM, nsoil_PEM |
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[2835] | 10 | REAL,INTENT(IN) :: p_avg_new |
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[2888] | 11 | REAL,INTENT(IN) :: tendencies_waterice(ngrid,nslope) |
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[2794] | 12 | REAL,INTENT(IN) :: waterice(ngrid,nslope) |
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| 13 | REAL,INTENT(in) :: ice_depth(ngrid,nslope) |
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| 14 | ! Outputs: |
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| 15 | |
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| 16 | REAL,INTENT(INOUT) :: TI_PEM(ngrid,nsoil_PEM,nslope) |
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| 17 | |
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| 18 | ! Constants: |
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| 19 | |
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| 20 | REAL :: inertie_thresold = 800. ! look for ice |
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| 21 | REAL :: inertie_averaged = 250 ! Mellon et al. 2000 |
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[2849] | 22 | REAL :: ice_inertia = 1200 ! Inertia of ice |
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[2888] | 23 | REAL :: P610 = 610.0 ! current average pressure on Mars [Pa] |
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| 24 | REAL :: TI_breccia = 750. ! THermal inertia of Breccia following Wood 2009 [SI] |
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| 25 | REAL :: TI_bedrock = 2300. ! Thermal inertia of Bedrock following Wood 2009 [SI] |
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[2794] | 26 | |
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| 27 | ! Local variables: |
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| 28 | |
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| 29 | INTEGER :: ig,islope,iloop,iref,k |
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| 30 | REAL :: regolith_inertia(ngrid,nslope) ! TI of the regolith |
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[2888] | 31 | REAL :: delta |
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| 32 | REAL :: TI_breccia_new |
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| 33 | ! 1.Ice TI feedback |
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[2794] | 34 | |
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[2849] | 35 | ! do islope = 1,nslope |
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[2888] | 36 | ! call soil_TIfeedback_PEM(ngrid,nsoil_PEM,waterice(:,islope), TI_PEM(:,:,islope)) |
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[2849] | 37 | ! enddo |
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[2794] | 38 | |
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[2888] | 39 | ! 2. Modification of the regolith thermal inertia. |
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[2794] | 40 | |
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| 41 | |
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| 42 | |
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| 43 | |
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[2888] | 44 | do islope = 1,nslope |
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| 45 | regolith_inertia(:,islope) = inertiedat_PEM(:,1) |
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| 46 | do ig = 1,ngrid |
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[2794] | 47 | |
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[2888] | 48 | if((tendencies_waterice(ig,islope).lt.-1e-5).and.(waterice(ig,islope).eq.0)) then |
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| 49 | regolith_inertia(ig,islope) = inertie_averaged |
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| 50 | endif |
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| 51 | write(*,*) 'ig,islope',ig,islope,inertie_thresold,TI_PEM(ig,1,islope) |
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| 52 | if(TI_PEM(ig,1,islope).lt.inertie_thresold) then |
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| 53 | ! regolith_inertia(ig,islope) = regolith_inertia(ig,islope)*(p_avg_new/P610)**0.3 |
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| 54 | endif |
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| 55 | TI_breccia_new = TI_breccia !*(p_avg_new/P610)**0.3 |
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| 56 | enddo |
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| 57 | enddo |
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[2794] | 58 | |
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[2888] | 59 | |
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| 60 | ! 3. Build new Thermal Inertia |
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| 61 | |
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| 62 | do islope=1,nslope |
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| 63 | do ig = 1,ngrid |
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| 64 | do iloop = 1,nsoil_GCM |
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| 65 | TI_PEM(ig,iloop,islope) = regolith_inertia(ig,islope) |
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| 66 | enddo |
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| 67 | if(regolith_inertia(ig,islope).lt.TI_breccia_new) then |
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| 68 | !!! transition |
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| 69 | delta = 50. |
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| 70 | TI_PEM(ig,nsoil_GCM+1,islope) = sqrt((layer_PEM(nsoil_GCM+1)-layer_PEM(nsoil_GCM))/ & |
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| 71 | (((delta-layer_PEM(nsoil_GCM))/(TI_PEM(ig,nsoil_GCM,islope)**2))+ & |
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| 72 | ((layer_PEM(nsoil_GCM+1)-delta)/(TI_breccia_new**2)))) |
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| 73 | do iloop=nsoil_GCM+2,n_1km |
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| 74 | TI_PEM(ig,iloop,islope) = TI_breccia_new |
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| 75 | enddo |
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| 76 | else ! we keep the high ti values |
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| 77 | do iloop=nsoil_GCM+1,n_1km |
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| 78 | TI_PEM(ig,iloop,islope) = TI_PEM(ig,nsoil_GCM,islope) |
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| 79 | enddo |
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| 80 | endif ! TI PEM and breccia comparison |
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| 81 | !! transition |
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| 82 | delta = 1000. |
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| 83 | TI_PEM(ig,n_1km+1,islope) = sqrt((layer_PEM(n_1km+1)-layer_PEM(n_1km))/ & |
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| 84 | (((delta-layer_PEM(n_1km))/(TI_PEM(ig,n_1km,islope)**2))+ & |
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| 85 | ((layer_PEM(n_1km+1)-delta)/(TI_bedrock**2)))) |
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| 86 | do iloop=n_1km+2,nsoil_PEM |
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| 87 | TI_PEM(ig,iloop,islope) = TI_bedrock |
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| 88 | enddo |
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| 89 | enddo ! ig |
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| 90 | ENDDO ! islope |
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| 91 | |
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| 92 | ! 4. Build new TI in case of ice table |
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[2794] | 93 | ! a) For the regolith |
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| 94 | do ig=1,ngrid |
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| 95 | do islope=1,nslope |
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[2863] | 96 | do iloop = 1,n_1km |
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| 97 | TI_PEM(ig,iloop,islope) = TI_PEM(ig,1,islope) |
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| 98 | enddo |
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[2794] | 99 | if (ice_depth(ig,islope).gt. -1.e-10) then |
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| 100 | ! 3.0 FIrst if permanent ice |
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| 101 | if (ice_depth(ig,islope).lt. 1e-10) then |
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| 102 | do iloop = 1,nsoil_PEM |
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| 103 | TI_PEM(ig,iloop,islope)=max(ice_inertia,inertiedat_PEM(ig,iloop)) |
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| 104 | enddo |
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| 105 | else |
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| 106 | ! 4.1 find the index of the mixed layer |
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| 107 | iref=0 ! initialize iref |
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| 108 | do k=1,nsoil_PEM ! loop on layers |
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| 109 | if (ice_depth(ig,islope).ge.layer_PEM(k)) then |
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| 110 | iref=k ! pure regolith layer up to here |
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| 111 | else |
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| 112 | ! correct iref was obtained in previous cycle |
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| 113 | exit |
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| 114 | endif |
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| 115 | enddo |
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| 116 | |
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| 117 | ! 4.2 Build the new ti |
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| 118 | do iloop=1,iref |
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[2863] | 119 | TI_PEM(ig,iloop,islope) =TI_PEM(ig,1,islope) |
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[2794] | 120 | enddo |
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| 121 | if (iref.lt.nsoil_PEM) then |
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| 122 | if (iref.ne.0) then |
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| 123 | ! mixed layer |
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| 124 | TI_PEM(ig,iref+1,islope)=sqrt((layer_PEM(iref+1)-layer_PEM(iref))/ & |
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| 125 | (((ice_depth(ig,islope)-layer_PEM(iref))/(TI_PEM(ig,iref,islope)**2))+ & |
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| 126 | ((layer_PEM(iref+1)-ice_depth(ig,islope))/(ice_inertia**2)))) |
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| 127 | else ! first layer is already a mixed layer |
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| 128 | ! (ie: take layer(iref=0)=0) |
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| 129 | TI_PEM(ig,1,islope)=sqrt((layer_PEM(1))/ & |
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| 130 | (((ice_depth(ig,islope))/(TI_PEM(ig,1,islope)**2))+ & |
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| 131 | ((layer_PEM(1)-ice_depth(ig,islope))/(ice_inertia**2)))) |
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| 132 | endif ! of if (iref.ne.0) |
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| 133 | ! lower layers of pure ice |
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| 134 | do iloop=iref+2,nsoil_PEM |
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| 135 | TI_PEM(ig,iloop,islope)=ice_inertia |
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| 136 | enddo |
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| 137 | endif ! of if (iref.lt.(nsoilmx)) |
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| 138 | endif ! permanent glaciers |
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| 139 | endif ! depth > 0 |
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| 140 | enddo !islope |
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| 141 | enddo !ig |
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| 142 | |
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| 143 | !======================================================================= |
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| 144 | RETURN |
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[2842] | 145 | #endif |
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[2794] | 146 | END |
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