[3339] | 1 | MODULE icbdyn |
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| 2 | |
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| 3 | !!====================================================================== |
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| 4 | !! *** MODULE icbdyn *** |
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| 5 | !! Ocean physics: time stepping routine for iceberg tracking |
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| 6 | !!====================================================================== |
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| 7 | !! History : 3.3.1 ! 2010-01 (Martin&Adcroft) Original code |
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| 8 | !! - ! 2011-03 (Madec) Part conversion to NEMO form |
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| 9 | !! - ! Removal of mapping from another grid |
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| 10 | !! - ! 2011-04 (Alderson) Split into separate modules |
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| 11 | !! - ! 2011-05 (Alderson) Replace broken grounding routine |
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| 12 | !! - ! with one of Gurvan's suggestions (just like |
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| 13 | !! - ! the broken one) |
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| 14 | !!---------------------------------------------------------------------- |
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| 15 | !!---------------------------------------------------------------------- |
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| 16 | !! icb_init : initialise |
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| 17 | !! icb_gen : generate test icebergs |
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| 18 | !! icb_nam : read iceberg namelist |
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| 19 | !!---------------------------------------------------------------------- |
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| 20 | USE par_oce ! NEMO parameters |
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| 21 | USE dom_oce ! NEMO ocean domain |
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| 22 | USE phycst ! NEMO physical constants |
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| 23 | |
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| 24 | USE icb_oce ! define iceberg arrays |
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| 25 | USE icbutl ! iceberg utility routines |
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| 26 | USE icbdia ! iceberg budget routines |
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| 27 | |
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| 28 | IMPLICIT NONE |
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| 29 | PRIVATE |
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| 30 | |
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| 31 | PUBLIC evolve_icebergs ! routine called in xxx.F90 module |
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| 32 | |
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| 33 | CONTAINS |
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| 34 | |
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| 35 | SUBROUTINE evolve_icebergs() |
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| 36 | !!---------------------------------------------------------------------- |
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| 37 | !! *** ROUTINE evolve_icebergs *** |
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| 38 | !! |
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| 39 | !! ** Purpose : iceberg evolution. |
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| 40 | !! |
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| 41 | !! ** Method : - blah blah |
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| 42 | !!---------------------------------------------------------------------- |
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| 43 | ! |
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| 44 | REAL(wp) :: uvel1 , vvel1 , u1, v1, ax1, ay1, xi1 , yj1 |
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| 45 | REAL(wp) :: uvel2 , vvel2 , u2, v2, ax2, ay2, xi2 , yj2 |
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| 46 | REAL(wp) :: uvel3 , vvel3 , u3, v3, ax3, ay3, xi3 , yj3 |
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| 47 | REAL(wp) :: uvel4 , vvel4 , u4, v4, ax4, ay4, xi4 , yj4 |
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| 48 | REAL(wp) :: uvel_n, vvel_n , xi_n, yj_n |
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| 49 | REAL(wp) :: zdt, zdt_2, zdt_6, e1, e2 |
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| 50 | LOGICAL :: bounced |
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| 51 | TYPE(iceberg), POINTER :: berg |
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| 52 | TYPE(point) , POINTER :: pt |
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| 53 | !!---------------------------------------------------------------------- |
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| 54 | |
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| 55 | ! 4th order Runge-Kutta to solve: |
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| 56 | ! d/dt X = V, d/dt V = A |
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| 57 | ! with I.C.'s: |
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| 58 | ! X=X1 and V=V1 |
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| 59 | ! |
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| 60 | ! ; A1=A(X1,V1) |
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| 61 | ! X2 = X1+dt/2*V1 ; V2 = V1+dt/2*A1 ; A2=A(X2,V2) |
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| 62 | ! X3 = X1+dt/2*V2 ; V3 = V1+dt/2*A2 ; A3=A(X3,V3) |
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| 63 | ! X4 = X1+ dt*V3 ; V4 = V1+ dt*A3 ; A4=A(X4,V4) |
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| 64 | ! |
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| 65 | ! Xn = X1+dt*(V1+2*V2+2*V3+V4)/6 |
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| 66 | ! Vn = V1+dt*(A1+2*A2+2*A3+A4)/6 |
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| 67 | |
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| 68 | ! time steps |
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| 69 | zdt = berg_dt |
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| 70 | zdt_2 = zdt * 0.5_wp |
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| 71 | zdt_6 = zdt / 6._wp |
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| 72 | |
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| 73 | berg => first_berg ! start from the first berg |
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| 74 | ! |
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| 75 | DO WHILE ( ASSOCIATED(berg) ) !== loop over all bergs ==! |
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| 76 | ! |
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| 77 | pt => berg%current_point |
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| 78 | |
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| 79 | bounced = .false. |
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| 80 | |
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| 81 | |
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| 82 | ! STEP 1 ! |
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| 83 | ! ====== ! |
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| 84 | xi1 = pt%xi ; uvel1 = pt%uvel !** X1 in (i,j) ; V1 in m/s |
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| 85 | yj1 = pt%yj ; vvel1 = pt%vvel |
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| 86 | |
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| 87 | |
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| 88 | ! !** A1 = A(X1,V1) |
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| 89 | CALL accel( xi1, e1, uvel1, uvel1, ax1, & |
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| 90 | & berg , yj1, e2, vvel1, vvel1, ay1, zdt_2 ) |
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| 91 | ! |
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| 92 | u1 = uvel1 / e1 !** V1 in d(i,j)/dt |
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| 93 | v1 = vvel1 / e2 |
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| 94 | |
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| 95 | ! STEP 2 ! |
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| 96 | ! ====== ! |
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| 97 | ! !** X2 = X1+dt/2*V1 ; V2 = V1+dt/2*A1 |
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| 98 | ! position using di/dt & djdt ! V2 in m/s |
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| 99 | xi2 = xi1 + zdt_2 * u1 ; uvel2 = uvel1 + zdt_2 * ax1 |
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| 100 | yj2 = yj1 + zdt_2 * v1 ; vvel2 = vvel1 + zdt_2 * ay1 |
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| 101 | ! |
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| 102 | CALL adjust_to_ground( xi2, xi1, u1, yj2, yj1, v1, bounced ) |
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| 103 | |
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| 104 | ! !** A2 = A(X2,V2) |
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| 105 | CALL accel( xi2, e1, uvel2, uvel1, ax2, & |
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| 106 | & berg , yj2, e2, vvel2, vvel1, ay2, zdt_2 ) |
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| 107 | ! |
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| 108 | u2 = uvel2 / e1 !** V2 in d(i,j)/dt |
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| 109 | v2 = vvel2 / e2 |
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| 110 | ! |
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| 111 | ! STEP 3 ! |
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| 112 | ! ====== ! |
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| 113 | ! !** X3 = X1+dt/2*V2 ; V3 = V1+dt/2*A2; A3=A(X3) |
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| 114 | xi3 = xi1 + zdt_2 * u2 ; uvel3 = uvel1 + zdt_2 * ax2 |
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| 115 | yj3 = yj1 + zdt_2 * v2 ; vvel3 = vvel1 + zdt_2 * ay2 |
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| 116 | ! |
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| 117 | CALL adjust_to_ground( xi3, xi1, u3, yj3, yj1, v3, bounced ) |
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| 118 | |
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| 119 | ! !** A3 = A(X3,V3) |
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| 120 | CALL accel( xi3, e1, uvel3, uvel1, ax3, & |
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| 121 | & berg , yj3, e2, vvel3, vvel1, ay3, zdt ) |
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| 122 | ! |
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| 123 | u3 = uvel3 / e1 !** V3 in d(i,j)/dt |
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| 124 | v3 = vvel3 / e2 |
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| 125 | |
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| 126 | ! STEP 4 ! |
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| 127 | ! ====== ! |
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| 128 | ! !** X4 = X1+dt*V3 ; V4 = V1+dt*A3 |
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| 129 | xi4 = xi1 + zdt * u3 ; uvel4 = uvel1 + zdt * ax3 |
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| 130 | yj4 = yj1 + zdt * v3 ; vvel4 = vvel1 + zdt * ay3 |
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| 131 | |
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| 132 | CALL adjust_to_ground( xi4, xi1, u4, yj4, yj1, v4, bounced ) |
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| 133 | |
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| 134 | ! !** A4 = A(X4,V4) |
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| 135 | CALL accel( xi4, e1, uvel4, uvel1, ax4, & |
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| 136 | & berg , yj4, e2, vvel4, vvel1, ay4, zdt ) |
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| 137 | |
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| 138 | u4 = uvel4 / e1 !** V4 in d(i,j)/dt |
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| 139 | v4 = vvel4 / e2 |
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| 140 | |
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| 141 | ! FINAL STEP ! |
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| 142 | ! ========== ! |
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| 143 | ! !** Xn = X1+dt*(V1+2*V2+2*V3+V4)/6 |
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| 144 | ! !** Vn = V1+dt*(A1+2*A2+2*A3+A4)/6 |
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| 145 | xi_n = pt%xi + zdt_6 * ( u1 + 2.*(u2 + u3 ) + u4 ) |
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| 146 | yj_n = pt%yj + zdt_6 * ( v1 + 2.*(v2 + v3 ) + v4 ) |
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| 147 | uvel_n = pt%uvel + zdt_6 * ( ax1 + 2.*(ax2 + ax3) + ax4 ) |
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| 148 | vvel_n = pt%vvel + zdt_6 * ( ay1 + 2.*(ay2 + ay3) + ay4 ) |
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| 149 | |
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| 150 | CALL adjust_to_ground( xi_n, xi1, uvel_n, yj_n, yj1, vvel_n, bounced ) |
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| 151 | |
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| 152 | pt%uvel = uvel_n !** save in berg structure |
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| 153 | pt%vvel = vvel_n |
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| 154 | pt%xi = xi_n |
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| 155 | pt%yj = yj_n |
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| 156 | |
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| 157 | ! sga - update actual position |
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| 158 | pt%lon = bilin_x(glamt, pt%xi, pt%yj ) |
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| 159 | pt%lat = bilin(gphit, pt%xi, pt%yj, 'T', 0, 0 ) |
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| 160 | |
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| 161 | berg => berg%next ! switch to the next berg |
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| 162 | ! |
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| 163 | END DO !== end loop over all bergs ==! |
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| 164 | ! |
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| 165 | END SUBROUTINE evolve_icebergs |
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| 166 | |
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| 167 | |
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| 168 | SUBROUTINE adjust_to_ground( pi, pi0, pu, pj, pj0, pv, bounced ) |
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| 169 | !!---------------------------------------------------------------------- |
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| 170 | !! *** ROUTINE adjust_to_ground *** |
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| 171 | !! |
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| 172 | !! ** Purpose : iceberg grounding. |
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| 173 | !! |
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| 174 | !! ** Method : - blah blah |
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| 175 | !!---------------------------------------------------------------------- |
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| 176 | REAL(wp), INTENT(inout) :: pi , pj ! current iceberg position |
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| 177 | REAL(wp), INTENT(in ) :: pi0, pj0 ! previous iceberg position |
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| 178 | REAL(wp), INTENT(inout) :: pu , pv ! current iceberg velocities |
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| 179 | LOGICAL , INTENT( out) :: bounced ! bounced indicator |
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| 180 | ! |
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| 181 | REAL(wp), PARAMETER :: posn_eps = 0.05_wp ! bouncing distance in (i,j) referential |
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| 182 | ! |
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| 183 | INTEGER :: ii, ii0 |
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| 184 | INTEGER :: ij, ij0 |
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| 185 | INTEGER :: bounce_method |
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| 186 | !!---------------------------------------------------------------------- |
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| 187 | ! |
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| 188 | bounced = .false. |
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| 189 | bounce_method = 2 |
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| 190 | ! |
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| 191 | ii0 = INT( pi0+0.5 ) ; ij0 = INT( pj0+0.5 ) ! initial gridpoint position (T-cell) |
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| 192 | ii = INT( pi +0.5 ) ; ij = INT( pj +0.5 ) ! current - - |
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| 193 | ! |
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| 194 | IF( ii == ii0 .AND. ij == ij0 ) RETURN ! berg remains in the same cell |
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| 195 | ! |
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| 196 | ! map into current processor |
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| 197 | ii0 = ii0 - nimpp + 1 |
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| 198 | ij0 = ij0 - njmpp + 1 |
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| 199 | ii = ii - nimpp + 1 |
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| 200 | ij = ij - njmpp + 1 |
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| 201 | ! |
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| 202 | IF( tmask(ii,ij,1) /= 0._wp ) RETURN ! berg reach a new t-cell, but an ocean one |
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| 203 | ! |
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| 204 | ! From here, berg have reach land: treat grounding/bouncing |
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| 205 | ! ------------------------------- |
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| 206 | bounced = .true. |
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| 207 | |
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| 208 | !! not obvious what should happen now |
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| 209 | !! if berg tries to enter a land box, the only location we can return it to is the start |
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| 210 | !! position (pi0,pj0), since it has to be in a wet box to do any melting; |
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| 211 | !! first option is simply to set whole velocity to zero and move back to start point |
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| 212 | !! second option (suggested by gm) is only to set the velocity component in the (i,j) direction |
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| 213 | !! of travel to zero; at a coastal boundary this has the effect of sliding the berg along the coast |
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| 214 | |
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| 215 | SELECT CASE ( bounce_method ) |
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| 216 | CASE ( 1 ) |
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| 217 | pi = pi0 |
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| 218 | pj = pj0 |
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| 219 | pu = 0._wp |
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| 220 | pv = 0._wp |
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| 221 | CASE ( 2 ) |
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| 222 | IF( ii0 /= ii ) THEN |
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| 223 | pi = pi0 ! return back to the initial position |
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| 224 | pu = 0._wp ! zeroing of velocity in the direction of the grounding |
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| 225 | ENDIF |
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| 226 | IF( ij0 /= ij ) THEN |
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| 227 | pj = pj0 ! return back to the initial position |
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| 228 | pv = 0._wp ! zeroing of velocity in the direction of the grounding |
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| 229 | ENDIF |
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| 230 | END SELECT |
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| 231 | ! |
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| 232 | END SUBROUTINE adjust_to_ground |
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| 233 | |
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| 234 | |
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| 235 | SUBROUTINE accel( xi, e1, uvel, uvel0, ax, & |
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| 236 | & berg , yj, e2, vvel, vvel0, ay, dt ) |
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| 237 | !!---------------------------------------------------------------------- |
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| 238 | !! *** ROUTINE accel *** |
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| 239 | !! |
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| 240 | !! ** Purpose : compute the iceberg acceleration. |
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| 241 | !! |
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| 242 | !! ** Method : - blah blah |
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| 243 | !!---------------------------------------------------------------------- |
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| 244 | TYPE(iceberg ), POINTER :: berg |
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| 245 | REAL(wp), INTENT(in ) :: xi , yj ! berg position in (i,j) referential |
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| 246 | REAL(wp), INTENT(in ) :: uvel , vvel ! berg velocity [m/s] |
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| 247 | REAL(wp), INTENT(in ) :: uvel0, vvel0 ! initial berg velocity [m/s] |
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| 248 | REAL(wp), INTENT( out) :: e1, e2 ! horizontal scale factor at (xi,yj) |
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| 249 | REAL(wp), INTENT(inout) :: ax, ay ! berg acceleration |
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| 250 | REAL(wp), INTENT(in ) :: dt ! berg time step |
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| 251 | ! |
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| 252 | REAL(wp), PARAMETER :: alpha = 0._wp ! |
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| 253 | REAL(wp), PARAMETER :: beta = 1._wp ! |
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| 254 | REAL(wp), PARAMETER :: vel_lim =15._wp ! max allowed berg speed |
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| 255 | REAL(wp), PARAMETER :: accel_lim = 1.e-2_wp ! max allowed berg acceleration |
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| 256 | REAL(wp), PARAMETER :: Cr0 = 0.06_wp ! |
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| 257 | ! |
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| 258 | INTEGER :: itloop |
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| 259 | REAL(wp) :: uo, vo, ui, vi, ua, va, uwave, vwave, ssh_x, ssh_y, sst, cn, hi |
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| 260 | REAL(wp) :: zff, T, D, W, L, M, F |
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| 261 | REAL(wp) :: drag_ocn, drag_atm, drag_ice, wave_rad |
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| 262 | REAL(wp) :: c_ocn, c_atm, c_ice |
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| 263 | REAL(wp) :: ampl, wmod, Cr, Lwavelength, Lcutoff, Ltop |
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| 264 | REAL(wp) :: lambda, detA, A11, A12, axe, aye, D_hi |
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| 265 | REAL(wp) :: uveln, vveln, us, vs, speed, loc_dx, new_speed |
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| 266 | !!---------------------------------------------------------------------- |
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| 267 | |
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| 268 | ! Interpolate gridded fields to berg |
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| 269 | knberg = berg%number(1) |
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| 270 | CALL interp_flds( xi, e1, uo, ui, ua, ssh_x, & |
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| 271 | & yj, e2, vo, vi, va, ssh_y, sst, cn, hi, zff ) |
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| 272 | |
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| 273 | M = berg%current_point%mass |
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| 274 | T = berg%current_point%thickness ! total thickness |
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| 275 | D = ( rn_rho_bergs / rho_seawater ) * T ! draught (keel depth) |
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| 276 | F = T - D ! freeboard |
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| 277 | W = berg%current_point%width |
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| 278 | L = berg%current_point%length |
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| 279 | |
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| 280 | hi = MIN( hi , D ) |
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| 281 | D_hi = MAX( 0._wp, D-hi ) |
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| 282 | |
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| 283 | ! Wave radiation |
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| 284 | uwave = ua - uo ; vwave = va - vo ! Use wind speed rel. to ocean for wave model |
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| 285 | wmod = uwave*uwave + vwave*vwave ! The wave amplitude and length depend on the current; |
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| 286 | ! ! wind speed relative to the ocean. Actually wmod is wmod**2 here. |
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| 287 | ampl = 0.5 * 0.02025 * wmod ! This is "a", the wave amplitude |
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| 288 | Lwavelength = 0.32 * wmod ! Surface wave length fitted to data in table at |
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| 289 | ! ! http://www4.ncsu.edu/eos/users/c/ceknowle/public/chapter10/part2.html |
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| 290 | Lcutoff = 0.125 * Lwavelength |
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| 291 | Ltop = 0.25 * Lwavelength |
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| 292 | Cr = Cr0 * MIN( MAX( 0., (L-Lcutoff) / ((Ltop-Lcutoff)+1.e-30)) , 1.) ! Wave radiation coefficient |
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| 293 | ! ! fitted to graph from Carrieres et al., POAC Drift Model. |
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| 294 | wave_rad = 0.5 * rho_seawater / M * Cr * grav * ampl * MIN( ampl,F ) * (2.*W*L) / (W+L) |
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| 295 | wmod = SQRT( ua*ua + va*va ) ! Wind speed |
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| 296 | IF( wmod /= 0._wp ) THEN |
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| 297 | uwave = ua/wmod ! Wave radiation force acts in wind direction ... !!gm this should be the wind rel. to ocean ? |
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| 298 | vwave = va/wmod |
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| 299 | ELSE |
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| 300 | uwave = 0. ; vwave=0. ; wave_rad=0. ! ... and only when wind is present. !!gm wave_rad=0. is useless |
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| 301 | ENDIF |
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| 302 | |
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| 303 | ! Weighted drag coefficients |
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| 304 | c_ocn = rho_seawater / M * (0.5*Cd_wv*W*(D_hi)+Cd_wh*W*L) |
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| 305 | c_atm = rho_air / M * (0.5*Cd_av*W*F +Cd_ah*W*L) |
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| 306 | c_ice = rho_ice / M * (0.5*Cd_iv*W*hi ) |
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| 307 | IF( abs(ui) + abs(vi) == 0._wp ) c_ice = 0._wp |
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| 308 | |
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| 309 | uveln = uvel ; vveln = vvel ! Copy starting uvel, vvel |
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| 310 | ! |
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| 311 | DO itloop = 1, 2 ! Iterate on drag coefficients |
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| 312 | ! |
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| 313 | us = 0.5 * ( uveln + uvel ) |
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| 314 | vs = 0.5 * ( vveln + vvel ) |
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| 315 | drag_ocn = c_ocn * SQRT( (us-uo)*(us-uo) + (vs-vo)*(vs-vo) ) |
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| 316 | drag_atm = c_atm * SQRT( (us-ua)*(us-ua) + (vs-va)*(vs-va) ) |
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| 317 | drag_ice = c_ice * SQRT( (us-ui)*(us-ui) + (vs-vi)*(vs-vi) ) |
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| 318 | ! |
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| 319 | ! Explicit accelerations |
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| 320 | !axe= zff*vvel -grav*ssh_x +wave_rad*uwave & |
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| 321 | ! -drag_ocn*(uvel-uo) -drag_atm*(uvel-ua) -drag_ice*(uvel-ui) |
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| 322 | !aye=-zff*uvel -grav*ssh_y +wave_rad*vwave & |
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| 323 | ! -drag_ocn*(vvel-vo) -drag_atm*(vvel-va) -drag_ice*(vvel-vi) |
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| 324 | axe = -grav * ssh_x + wave_rad * uwave |
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| 325 | aye = -grav * ssh_y + wave_rad * vwave |
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| 326 | IF( alpha > 0._wp ) THEN ! If implicit, use time-level (n) rather than RK4 latest |
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| 327 | axe = axe + zff*vvel0 |
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| 328 | aye = aye - zff*uvel0 |
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| 329 | else |
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| 330 | axe=axe+zff*vvel |
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| 331 | aye=aye-zff*uvel |
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| 332 | endif |
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| 333 | if (beta>0.) then ! If implicit, use time-level (n) rather than RK4 latest |
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| 334 | axe=axe-drag_ocn*(uvel0-uo) -drag_atm*(uvel0-ua) -drag_ice*(uvel0-ui) |
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| 335 | aye=aye-drag_ocn*(vvel0-vo) -drag_atm*(vvel0-va) -drag_ice*(vvel0-vi) |
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| 336 | else |
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| 337 | axe=axe-drag_ocn*(uvel-uo) -drag_atm*(uvel-ua) -drag_ice*(uvel-ui) |
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| 338 | aye=aye-drag_ocn*(vvel-vo) -drag_atm*(vvel-va) -drag_ice*(vvel-vi) |
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| 339 | endif |
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| 340 | |
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| 341 | ! Solve for implicit accelerations |
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| 342 | IF( alpha + beta > 0._wp ) THEN |
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| 343 | lambda = drag_ocn + drag_atm + drag_ice |
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| 344 | A11 = 1.+beta*dt*lambda |
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| 345 | A12 = alpha*dt*zff |
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| 346 | detA = 1._wp / ( A11*A11 + A12*A12 ) |
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| 347 | ax = detA * ( A11*axe+A12*aye ) |
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| 348 | ay = detA * ( A11*aye-A12*axe ) |
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| 349 | else |
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| 350 | ax=axe ; ay=aye |
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| 351 | endif |
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| 352 | |
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| 353 | uveln = uvel0 + dt*ax |
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| 354 | vveln = vvel0 + dt*ay |
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| 355 | ! |
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| 356 | END DO ! itloop |
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| 357 | |
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| 358 | IF( rn_speed_limit > 0.) THEN ! Limit speed of bergs based on a CFL criteria (if asked) |
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| 359 | speed = SQRT( uveln*uveln + vveln*vveln ) ! Speed of berg |
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| 360 | IF( speed > 0.) THEN |
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| 361 | loc_dx = MIN( e1, e2 ) ! minimum grid spacing |
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| 362 | new_speed = loc_dx / dt * rn_speed_limit ! Speed limit as a factor of dx / dt |
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| 363 | IF( new_speed < speed ) THEN |
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| 364 | uveln = uveln * ( new_speed / speed ) ! Scale velocity to reduce speed |
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| 365 | vveln = vveln * ( new_speed / speed ) ! without changing the direction |
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| 366 | CALL speed_budget() |
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| 367 | ENDIF |
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| 368 | ENDIF |
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| 369 | ENDIF |
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| 370 | ! ! check the speed and acceleration limits |
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| 371 | IF( ABS( uveln ) > vel_lim .OR. ABS( vveln ) > vel_lim ) & |
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| 372 | WRITE(numicb,'("pe=",i3,x,a)') narea,'Dump triggered by excessive velocity' |
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| 373 | IF( ABS( ax ) > accel_lim .OR. ABS( ay ) > accel_lim ) & |
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| 374 | WRITE(numicb,'("pe=",i3,x,a)') narea,'Dump triggered by excessive acceleration' |
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| 375 | ! |
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| 376 | END SUBROUTINE accel |
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| 377 | |
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| 378 | END MODULE icbdyn |
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