| 1 |
(PID.TID 0000.0001) |
| 2 |
(PID.TID 0000.0001) // ====================================================== |
| 3 |
(PID.TID 0000.0001) // MITgcm UV |
| 4 |
(PID.TID 0000.0001) // ========= |
| 5 |
(PID.TID 0000.0001) // ====================================================== |
| 6 |
(PID.TID 0000.0001) // execution environment starting up... |
| 7 |
(PID.TID 0000.0001) |
| 8 |
(PID.TID 0000.0001) // MITgcmUV version: checkpoint63b |
| 9 |
(PID.TID 0000.0001) // Build user: jmc |
| 10 |
(PID.TID 0000.0001) // Build host: baudelaire |
| 11 |
(PID.TID 0000.0001) // Build date: Mon Sep 26 02:01:01 EDT 2011 |
| 12 |
(PID.TID 0000.0001) |
| 13 |
(PID.TID 0000.0001) // ======================================================= |
| 14 |
(PID.TID 0000.0001) // Execution Environment parameter file "eedata" |
| 15 |
(PID.TID 0000.0001) // ======================================================= |
| 16 |
(PID.TID 0000.0001) ># Example "eedata" file |
| 17 |
(PID.TID 0000.0001) ># Lines beginning "#" are comments |
| 18 |
(PID.TID 0000.0001) ># nTx - No. threads per process in X |
| 19 |
(PID.TID 0000.0001) ># nTy - No. threads per process in Y |
| 20 |
(PID.TID 0000.0001) > &EEPARMS |
| 21 |
(PID.TID 0000.0001) > nTx=1, |
| 22 |
(PID.TID 0000.0001) > nTy=1, |
| 23 |
(PID.TID 0000.0001) > / |
| 24 |
(PID.TID 0000.0001) ># Note: Some systems use & as the |
| 25 |
(PID.TID 0000.0001) ># namelist terminator. Other systems |
| 26 |
(PID.TID 0000.0001) ># use a / character (as shown here). |
| 27 |
(PID.TID 0000.0001) |
| 28 |
(PID.TID 0000.0001) // ======================================================= |
| 29 |
(PID.TID 0000.0001) // Computational Grid Specification ( see files "SIZE.h" ) |
| 30 |
(PID.TID 0000.0001) // ( and "eedata" ) |
| 31 |
(PID.TID 0000.0001) // ======================================================= |
| 32 |
(PID.TID 0000.0001) nPx = 1 ; /* No. processes in X */ |
| 33 |
(PID.TID 0000.0001) nPy = 1 ; /* No. processes in Y */ |
| 34 |
(PID.TID 0000.0001) nSx = 1 ; /* No. tiles in X per process */ |
| 35 |
(PID.TID 0000.0001) nSy = 1 ; /* No. tiles in Y per process */ |
| 36 |
(PID.TID 0000.0001) sNx = 90 ; /* Tile size in X */ |
| 37 |
(PID.TID 0000.0001) sNy = 40 ; /* Tile size in Y */ |
| 38 |
(PID.TID 0000.0001) OLx = 3 ; /* Tile overlap distance in X */ |
| 39 |
(PID.TID 0000.0001) OLy = 3 ; /* Tile overlap distance in Y */ |
| 40 |
(PID.TID 0000.0001) nTx = 1 ; /* No. threads in X per process */ |
| 41 |
(PID.TID 0000.0001) nTy = 1 ; /* No. threads in Y per process */ |
| 42 |
(PID.TID 0000.0001) Nr = 15 ; /* No. levels in the vertical */ |
| 43 |
(PID.TID 0000.0001) Nx = 90 ; /* Total domain size in X ( = nPx*nSx*sNx ) */ |
| 44 |
(PID.TID 0000.0001) Ny = 40 ; /* Total domain size in Y ( = nPy*nSy*sNy ) */ |
| 45 |
(PID.TID 0000.0001) nTiles = 1 ; /* Total no. tiles per process ( = nSx*nSy ) */ |
| 46 |
(PID.TID 0000.0001) nProcs = 1 ; /* Total no. processes ( = nPx*nPy ) */ |
| 47 |
(PID.TID 0000.0001) nThreads = 1 ; /* Total no. threads per process ( = nTx*nTy ) */ |
| 48 |
(PID.TID 0000.0001) usingMPI = F ; /* Flag used to control whether MPI is in use */ |
| 49 |
(PID.TID 0000.0001) /* note: To execute a program with MPI calls */ |
| 50 |
(PID.TID 0000.0001) /* it must be launched appropriately e.g */ |
| 51 |
(PID.TID 0000.0001) /* "mpirun -np 64 ......" */ |
| 52 |
(PID.TID 0000.0001) useCoupler= F ;/* Flag used to control communications with */ |
| 53 |
(PID.TID 0000.0001) /* other model components, through a coupler */ |
| 54 |
(PID.TID 0000.0001) debugMode = F ; /* print debug msg. (sequence of S/R calls) */ |
| 55 |
(PID.TID 0000.0001) printMapIncludesZeros= F ; /* print zeros in Std.Output maps */ |
| 56 |
(PID.TID 0000.0001) maxLengthPrt1D= 65 /* maxLength of 1D array printed to StdOut */ |
| 57 |
(PID.TID 0000.0001) |
| 58 |
(PID.TID 0000.0001) // ====================================================== |
| 59 |
(PID.TID 0000.0001) // Mapping of tiles to threads |
| 60 |
(PID.TID 0000.0001) // ====================================================== |
| 61 |
(PID.TID 0000.0001) // -o- Thread 1, tiles ( 1: 1, 1: 1) |
| 62 |
(PID.TID 0000.0001) |
| 63 |
(PID.TID 0000.0001) // ====================================================== |
| 64 |
(PID.TID 0000.0001) // Tile <-> Tile connectvity table |
| 65 |
(PID.TID 0000.0001) // ====================================================== |
| 66 |
(PID.TID 0000.0001) // Tile number: 000001 (process no. = 000001) |
| 67 |
(PID.TID 0000.0001) // WEST: Tile = 000001, Process = 000001, Comm = put |
| 68 |
(PID.TID 0000.0001) // bi = 000001, bj = 000001 |
| 69 |
(PID.TID 0000.0001) // EAST: Tile = 000001, Process = 000001, Comm = put |
| 70 |
(PID.TID 0000.0001) // bi = 000001, bj = 000001 |
| 71 |
(PID.TID 0000.0001) // SOUTH: Tile = 000001, Process = 000001, Comm = put |
| 72 |
(PID.TID 0000.0001) // bi = 000001, bj = 000001 |
| 73 |
(PID.TID 0000.0001) // NORTH: Tile = 000001, Process = 000001, Comm = put |
| 74 |
(PID.TID 0000.0001) // bi = 000001, bj = 000001 |
| 75 |
(PID.TID 0000.0001) |
| 76 |
(PID.TID 0000.0001) INI_PARMS: opening model parameter file "data" |
| 77 |
(PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data |
| 78 |
(PID.TID 0000.0001) // ======================================================= |
| 79 |
(PID.TID 0000.0001) // Parameter file "data" |
| 80 |
(PID.TID 0000.0001) // ======================================================= |
| 81 |
(PID.TID 0000.0001) ># ==================== |
| 82 |
(PID.TID 0000.0001) ># | Model parameters | |
| 83 |
(PID.TID 0000.0001) ># ==================== |
| 84 |
(PID.TID 0000.0001) ># |
| 85 |
(PID.TID 0000.0001) ># Continuous equation parameters |
| 86 |
(PID.TID 0000.0001) > &PARM01 |
| 87 |
(PID.TID 0000.0001) > tRef = 15*20., |
| 88 |
(PID.TID 0000.0001) > sRef = 15*35., |
| 89 |
(PID.TID 0000.0001) > viscAr=1.E-3, |
| 90 |
(PID.TID 0000.0001) > viscAh=5.E5, |
| 91 |
(PID.TID 0000.0001) > diffKhT=0., |
| 92 |
(PID.TID 0000.0001) > diffKrT=3.E-5, |
| 93 |
(PID.TID 0000.0001) > diffKhS=0., |
| 94 |
(PID.TID 0000.0001) > diffKrS=3.E-5, |
| 95 |
(PID.TID 0000.0001) > rhoConst=1035., |
| 96 |
(PID.TID 0000.0001) > rhoConstFresh=1000., |
| 97 |
(PID.TID 0000.0001) > eosType = 'POLY3', |
| 98 |
(PID.TID 0000.0001) > ivdc_kappa=10., |
| 99 |
(PID.TID 0000.0001) > implicitDiffusion=.TRUE., |
| 100 |
(PID.TID 0000.0001) > allowFreezing=.TRUE., |
| 101 |
(PID.TID 0000.0001) >#exactConserv=.TRUE., |
| 102 |
(PID.TID 0000.0001) >#- runoff missing in SSH forcing => comment out realFreshWaterFlux |
| 103 |
(PID.TID 0000.0001) >#useRealFreshWaterFlux=.TRUE., |
| 104 |
(PID.TID 0000.0001) > useCDscheme=.TRUE., |
| 105 |
(PID.TID 0000.0001) ># turn on looped cells |
| 106 |
(PID.TID 0000.0001) > hFacMin=.05, |
| 107 |
(PID.TID 0000.0001) > hFacMindr=50., |
| 108 |
(PID.TID 0000.0001) ># set precision of data files |
| 109 |
(PID.TID 0000.0001) > readBinaryPrec=32, |
| 110 |
(PID.TID 0000.0001) > / |
| 111 |
(PID.TID 0000.0001) > |
| 112 |
(PID.TID 0000.0001) ># Elliptic solver parameters |
| 113 |
(PID.TID 0000.0001) > &PARM02 |
| 114 |
(PID.TID 0000.0001) > cg2dMaxIters=500, |
| 115 |
(PID.TID 0000.0001) > cg2dTargetResidual=1.E-13, |
| 116 |
(PID.TID 0000.0001) > / |
| 117 |
(PID.TID 0000.0001) > |
| 118 |
(PID.TID 0000.0001) ># Time stepping parameters |
| 119 |
(PID.TID 0000.0001) > &PARM03 |
| 120 |
(PID.TID 0000.0001) > nIter0 = 0, |
| 121 |
(PID.TID 0000.0001) > nTimeSteps = 60, |
| 122 |
(PID.TID 0000.0001) ># 100 years of integration will yield a reasonable flow field |
| 123 |
(PID.TID 0000.0001) ># startTime = 0., |
| 124 |
(PID.TID 0000.0001) ># endTime = 3110400000., |
| 125 |
(PID.TID 0000.0001) > deltaTmom = 1200., |
| 126 |
(PID.TID 0000.0001) > tauCD = 321428., |
| 127 |
(PID.TID 0000.0001) > deltaTtracer = 43200., |
| 128 |
(PID.TID 0000.0001) > deltaTClock = 43200., |
| 129 |
(PID.TID 0000.0001) > deltaTfreesurf=43200., |
| 130 |
(PID.TID 0000.0001) > abEps = 0.1, |
| 131 |
(PID.TID 0000.0001) > pChkptFreq= 311040000., |
| 132 |
(PID.TID 0000.0001) > dumpFreq= 311040000., |
| 133 |
(PID.TID 0000.0001) > taveFreq= 311040000., |
| 134 |
(PID.TID 0000.0001) > dumpFreq= 864000., |
| 135 |
(PID.TID 0000.0001) > taveFreq= 864000., |
| 136 |
(PID.TID 0000.0001) >#monitorFreq=31104000., |
| 137 |
(PID.TID 0000.0001) > monitorFreq=2592000., |
| 138 |
(PID.TID 0000.0001) ># 2 months restoring timescale for temperature |
| 139 |
(PID.TID 0000.0001) >#tauThetaClimRelax = 5184000.0, |
| 140 |
(PID.TID 0000.0001) ># 6 months restoring timescale for salinity |
| 141 |
(PID.TID 0000.0001) > tauSaltClimRelax = 15552000.0, |
| 142 |
(PID.TID 0000.0001) >#periodicExternalForcing=.TRUE., |
| 143 |
(PID.TID 0000.0001) >#externForcingPeriod=2592000., |
| 144 |
(PID.TID 0000.0001) >#externForcingCycle=31104000., |
| 145 |
(PID.TID 0000.0001) > / |
| 146 |
(PID.TID 0000.0001) > |
| 147 |
(PID.TID 0000.0001) ># Gridding parameters |
| 148 |
(PID.TID 0000.0001) > &PARM04 |
| 149 |
(PID.TID 0000.0001) > usingSphericalPolarGrid=.TRUE., |
| 150 |
(PID.TID 0000.0001) > delR= 50., 70., 100., 140., 190., |
| 151 |
(PID.TID 0000.0001) > 240., 290., 340., 390., 440., |
| 152 |
(PID.TID 0000.0001) > 490., 540., 590., 640., 690., |
| 153 |
(PID.TID 0000.0001) > ygOrigin=-80., |
| 154 |
(PID.TID 0000.0001) > dySpacing=4., |
| 155 |
(PID.TID 0000.0001) > dxSpacing=4., |
| 156 |
(PID.TID 0000.0001) > / |
| 157 |
(PID.TID 0000.0001) > |
| 158 |
(PID.TID 0000.0001) ># Input datasets |
| 159 |
(PID.TID 0000.0001) > &PARM05 |
| 160 |
(PID.TID 0000.0001) > bathyFile= 'Topog.bin', |
| 161 |
(PID.TID 0000.0001) > hydrogThetaFile='Lev_clim_theta.bin', |
| 162 |
(PID.TID 0000.0001) > hydrogSaltFile= 'Lev_clim_salt.bin', |
| 163 |
(PID.TID 0000.0001) > zonalWindFile= 'Taux.bin', |
| 164 |
(PID.TID 0000.0001) > meridWindFile= 'Tauy.bin', |
| 165 |
(PID.TID 0000.0001) >#thetaClimFile= 'SST.bin', |
| 166 |
(PID.TID 0000.0001) > saltClimFile= 'SSS.bin', |
| 167 |
(PID.TID 0000.0001) > / |
| 168 |
(PID.TID 0000.0001) |
| 169 |
(PID.TID 0000.0001) INI_PARMS ; starts to read PARM01 |
| 170 |
(PID.TID 0000.0001) INI_PARMS ; read PARM01 : OK |
| 171 |
(PID.TID 0000.0001) S/R INI_PARMS: No request for barotropic solver |
| 172 |
(PID.TID 0000.0001) S/R INI_PARMS: => Use implicitFreeSurface as default |
| 173 |
(PID.TID 0000.0001) INI_PARMS ; starts to read PARM02 |
| 174 |
(PID.TID 0000.0001) INI_PARMS ; read PARM02 : OK |
| 175 |
(PID.TID 0000.0001) INI_PARMS ; starts to read PARM03 |
| 176 |
(PID.TID 0000.0001) INI_PARMS ; read PARM03 : OK |
| 177 |
(PID.TID 0000.0001) INI_PARMS ; starts to read PARM04 |
| 178 |
(PID.TID 0000.0001) INI_PARMS ; read PARM04 : OK |
| 179 |
(PID.TID 0000.0001) INI_PARMS ; starts to read PARM05 |
| 180 |
(PID.TID 0000.0001) INI_PARMS ; read PARM05 : OK |
| 181 |
(PID.TID 0000.0001) INI_PARMS: finished reading file "data" |
| 182 |
(PID.TID 0000.0001) PACKAGES_BOOT: opening data.pkg |
| 183 |
(PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.pkg |
| 184 |
(PID.TID 0000.0001) // ======================================================= |
| 185 |
(PID.TID 0000.0001) // Parameter file "data.pkg" |
| 186 |
(PID.TID 0000.0001) // ======================================================= |
| 187 |
(PID.TID 0000.0001) ># Packages |
| 188 |
(PID.TID 0000.0001) > &PACKAGES |
| 189 |
(PID.TID 0000.0001) > useGMRedi=.TRUE., |
| 190 |
(PID.TID 0000.0001) > useEBM=.TRUE., |
| 191 |
(PID.TID 0000.0001) > useGrdchk=.TRUE., |
| 192 |
(PID.TID 0000.0001) > / |
| 193 |
(PID.TID 0000.0001) > |
| 194 |
(PID.TID 0000.0001) |
| 195 |
(PID.TID 0000.0001) PACKAGES_BOOT: finished reading data.pkg |
| 196 |
(PID.TID 0000.0001) GM_READPARMS: opening data.gmredi |
| 197 |
(PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.gmredi |
| 198 |
(PID.TID 0000.0001) // ======================================================= |
| 199 |
(PID.TID 0000.0001) // Parameter file "data.gmredi" |
| 200 |
(PID.TID 0000.0001) // ======================================================= |
| 201 |
(PID.TID 0000.0001) ># GM+Redi package parameters: |
| 202 |
(PID.TID 0000.0001) > |
| 203 |
(PID.TID 0000.0001) >#-from MOM : |
| 204 |
(PID.TID 0000.0001) ># GM_background_K: G & Mc.W diffusion coefficient |
| 205 |
(PID.TID 0000.0001) ># GM_maxSlope : max slope of isopycnals |
| 206 |
(PID.TID 0000.0001) ># GM_Scrit : transition for scaling diffusion coefficient |
| 207 |
(PID.TID 0000.0001) ># GM_Sd : half width scaling for diffusion coefficient |
| 208 |
(PID.TID 0000.0001) ># GM_taper_scheme: slope clipping or one of the tapering schemes |
| 209 |
(PID.TID 0000.0001) ># GM_Kmin_horiz : horizontal diffusion minimum value |
| 210 |
(PID.TID 0000.0001) > |
| 211 |
(PID.TID 0000.0001) >#-Option parameters (needs to "define" options in GMREDI_OPTIONS.h") |
| 212 |
(PID.TID 0000.0001) ># GM_isopycK : isopycnal diffusion coefficient (default=GM_background_K) |
| 213 |
(PID.TID 0000.0001) ># GM_AdvForm : turn on GM Advective form (default=Skew flux form) |
| 214 |
(PID.TID 0000.0001) > |
| 215 |
(PID.TID 0000.0001) > &GM_PARM01 |
| 216 |
(PID.TID 0000.0001) > GM_background_K = 1.e+3, |
| 217 |
(PID.TID 0000.0001) > GM_taper_scheme = 'gkw91', |
| 218 |
(PID.TID 0000.0001) > GM_maxSlope = 1.e-2, |
| 219 |
(PID.TID 0000.0001) > GM_Kmin_horiz = 50., |
| 220 |
(PID.TID 0000.0001) > GM_Scrit = 4.e-3, |
| 221 |
(PID.TID 0000.0001) > GM_Sd = 1.e-3, |
| 222 |
(PID.TID 0000.0001) ># GM_Visbeck_alpha = 0., |
| 223 |
(PID.TID 0000.0001) ># GM_Visbeck_length = 2.e+5, |
| 224 |
(PID.TID 0000.0001) ># GM_Visbeck_depth = 1.e+3, |
| 225 |
(PID.TID 0000.0001) ># GM_Visbeck_maxval_K= 2.5e+3, |
| 226 |
(PID.TID 0000.0001) > / |
| 227 |
(PID.TID 0000.0001) > |
| 228 |
(PID.TID 0000.0001) > |
| 229 |
(PID.TID 0000.0001) |
| 230 |
(PID.TID 0000.0001) GM_READPARMS: finished reading data.gmredi |
| 231 |
(PID.TID 0000.0001) OPTIM_READPARMS: opening data.optim |
| 232 |
(PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.optim |
| 233 |
(PID.TID 0000.0001) // ======================================================= |
| 234 |
(PID.TID 0000.0001) // Parameter file "data.optim" |
| 235 |
(PID.TID 0000.0001) // ======================================================= |
| 236 |
(PID.TID 0000.0001) ># |
| 237 |
(PID.TID 0000.0001) ># ******************************** |
| 238 |
(PID.TID 0000.0001) ># Off-line optimization parameters |
| 239 |
(PID.TID 0000.0001) ># ******************************** |
| 240 |
(PID.TID 0000.0001) > &OPTIM |
| 241 |
(PID.TID 0000.0001) > optimcycle=0, |
| 242 |
(PID.TID 0000.0001) > / |
| 243 |
(PID.TID 0000.0001) |
| 244 |
(PID.TID 0000.0001) OPTIM_READPARMS: finished reading data.optim |
| 245 |
(PID.TID 0000.0001) CTRL_READPARMS: opening data.ctrl |
| 246 |
(PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.ctrl |
| 247 |
(PID.TID 0000.0001) // ======================================================= |
| 248 |
(PID.TID 0000.0001) // Parameter file "data.ctrl" |
| 249 |
(PID.TID 0000.0001) // ======================================================= |
| 250 |
(PID.TID 0000.0001) ># |
| 251 |
(PID.TID 0000.0001) ># |
| 252 |
(PID.TID 0000.0001) ># ********************* |
| 253 |
(PID.TID 0000.0001) ># ECCO controlvariables |
| 254 |
(PID.TID 0000.0001) ># ********************* |
| 255 |
(PID.TID 0000.0001) > &CTRL_NML |
| 256 |
(PID.TID 0000.0001) > xx_theta_file = 'xx_theta', |
| 257 |
(PID.TID 0000.0001) > xx_salt_file = 'xx_salt', |
| 258 |
(PID.TID 0000.0001) > xx_tr1_file = 'xx_tr1', |
| 259 |
(PID.TID 0000.0001) > xx_hflux_file = 'xx_hflux', |
| 260 |
(PID.TID 0000.0001) > xx_sflux_file = 'xx_sflux', |
| 261 |
(PID.TID 0000.0001) > xx_tauu_file = 'xx_tauu', |
| 262 |
(PID.TID 0000.0001) > xx_tauv_file = 'xx_tauv', |
| 263 |
(PID.TID 0000.0001) > xx_diffkr_file = 'xx_diffkr', |
| 264 |
(PID.TID 0000.0001) > xx_kapgm_file = 'xx_kapgm', |
| 265 |
(PID.TID 0000.0001) > / |
| 266 |
(PID.TID 0000.0001) ># |
| 267 |
(PID.TID 0000.0001) ># ********************* |
| 268 |
(PID.TID 0000.0001) ># names for ctrl_pack/unpack |
| 269 |
(PID.TID 0000.0001) ># ********************* |
| 270 |
(PID.TID 0000.0001) > &CTRL_PACKNAMES |
| 271 |
(PID.TID 0000.0001) > / |
| 272 |
(PID.TID 0000.0001) > |
| 273 |
(PID.TID 0000.0001) |
| 274 |
(PID.TID 0000.0001) CTRL_READPARMS: finished reading data.ctrl |
| 275 |
(PID.TID 0000.0001) COST_READPARMS: opening data.cost |
| 276 |
(PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.cost |
| 277 |
(PID.TID 0000.0001) // ======================================================= |
| 278 |
(PID.TID 0000.0001) // Parameter file "data.cost" |
| 279 |
(PID.TID 0000.0001) // ======================================================= |
| 280 |
(PID.TID 0000.0001) ># |
| 281 |
(PID.TID 0000.0001) ># |
| 282 |
(PID.TID 0000.0001) ># ****************** |
| 283 |
(PID.TID 0000.0001) ># ECCO cost function |
| 284 |
(PID.TID 0000.0001) ># ****************** |
| 285 |
(PID.TID 0000.0001) > &COST_NML |
| 286 |
(PID.TID 0000.0001) ># |
| 287 |
(PID.TID 0000.0001) > mult_tracer = 1., |
| 288 |
(PID.TID 0000.0001) > mult_test = 1., |
| 289 |
(PID.TID 0000.0001) > mult_atl = 1., |
| 290 |
(PID.TID 0000.0001) > / |
| 291 |
(PID.TID 0000.0001) |
| 292 |
(PID.TID 0000.0001) COST_READPARMS: finished reading data.cost |
| 293 |
(PID.TID 0000.0001) GRDCHK_READPARMS: opening data.grdchk |
| 294 |
(PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.grdchk |
| 295 |
(PID.TID 0000.0001) // ======================================================= |
| 296 |
(PID.TID 0000.0001) // Parameter file "data.grdchk" |
| 297 |
(PID.TID 0000.0001) // ======================================================= |
| 298 |
(PID.TID 0000.0001) > |
| 299 |
(PID.TID 0000.0001) ># ******************* |
| 300 |
(PID.TID 0000.0001) ># ECCO gradient check |
| 301 |
(PID.TID 0000.0001) ># ******************* |
| 302 |
(PID.TID 0000.0001) > &GRDCHK_NML |
| 303 |
(PID.TID 0000.0001) > grdchk_eps = 1.d-2, |
| 304 |
(PID.TID 0000.0001) > nbeg = 1, |
| 305 |
(PID.TID 0000.0001) > nstep = 1, |
| 306 |
(PID.TID 0000.0001) > nend = 2, |
| 307 |
(PID.TID 0000.0001) > grdchkvarindex = 1, |
| 308 |
(PID.TID 0000.0001) > / |
| 309 |
(PID.TID 0000.0001) |
| 310 |
(PID.TID 0000.0001) GRDCHK_READPARMS: finished reading data.grdchk |
| 311 |
(PID.TID 0000.0001) |
| 312 |
(PID.TID 0000.0001) // ======================================================= |
| 313 |
(PID.TID 0000.0001) // Gradient check configuration >>> START <<< |
| 314 |
(PID.TID 0000.0001) // ======================================================= |
| 315 |
(PID.TID 0000.0001) |
| 316 |
(PID.TID 0000.0001) eps: 0.100E-01 |
| 317 |
(PID.TID 0000.0001) First location: 1 |
| 318 |
(PID.TID 0000.0001) Last location: 2 |
| 319 |
(PID.TID 0000.0001) Increment: 1 |
| 320 |
(PID.TID 0000.0001) grdchkWhichProc: 0 |
| 321 |
(PID.TID 0000.0001) iLocTile = 1 , jLocTile = 1 |
| 322 |
(PID.TID 0000.0001) |
| 323 |
(PID.TID 0000.0001) // ======================================================= |
| 324 |
(PID.TID 0000.0001) // Gradient check configuration >>> END <<< |
| 325 |
(PID.TID 0000.0001) // ======================================================= |
| 326 |
(PID.TID 0000.0001) |
| 327 |
(PID.TID 0000.0001) EBM_READPARMS: opening data.ebm |
| 328 |
(PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.ebm |
| 329 |
(PID.TID 0000.0001) // ======================================================= |
| 330 |
(PID.TID 0000.0001) // Parameter file "data.ebm" |
| 331 |
(PID.TID 0000.0001) // ======================================================= |
| 332 |
(PID.TID 0000.0001) ># Packages |
| 333 |
(PID.TID 0000.0001) > &EBM_PARM01 |
| 334 |
(PID.TID 0000.0001) ># convert from mm/year to m/sec |
| 335 |
(PID.TID 0000.0001) > scale_runoff = 3.170979198E-11, |
| 336 |
(PID.TID 0000.0001) > tauThetaZonRelax = 5184000.0, |
| 337 |
(PID.TID 0000.0001) > RunoffFile = 'Runoff.bin', |
| 338 |
(PID.TID 0000.0001) > / |
| 339 |
(PID.TID 0000.0001) |
| 340 |
(PID.TID 0000.0001) EBM_READPARMS: finished reading data.ebm |
| 341 |
(PID.TID 0000.0001) EBM_READPARMS: set tauThetaClimRelax to tauThetaZonRelax value |
| 342 |
(PID.TID 0000.0001) SET_PARMS: done |
| 343 |
(PID.TID 0000.0001) Enter INI_VERTICAL_GRID: setInterFDr= T ; setCenterDr= F |
| 344 |
(PID.TID 0000.0001) %MON XC_max = 3.5800000000000E+02 |
| 345 |
(PID.TID 0000.0001) %MON XC_min = 2.0000000000000E+00 |
| 346 |
(PID.TID 0000.0001) %MON XC_mean = 1.8000000000000E+02 |
| 347 |
(PID.TID 0000.0001) %MON XC_sd = 1.0391663325314E+02 |
| 348 |
(PID.TID 0000.0001) %MON XG_max = 3.5600000000000E+02 |
| 349 |
(PID.TID 0000.0001) %MON XG_min = 0.0000000000000E+00 |
| 350 |
(PID.TID 0000.0001) %MON XG_mean = 1.7800000000000E+02 |
| 351 |
(PID.TID 0000.0001) %MON XG_sd = 1.0391663325314E+02 |
| 352 |
(PID.TID 0000.0001) %MON DXC_max = 4.4443898815675E+05 |
| 353 |
(PID.TID 0000.0001) %MON DXC_min = 9.2460385861875E+04 |
| 354 |
(PID.TID 0000.0001) %MON DXC_mean = 3.1372497618153E+05 |
| 355 |
(PID.TID 0000.0001) %MON DXC_sd = 1.1216447457560E+05 |
| 356 |
(PID.TID 0000.0001) %MON DXF_max = 4.4443898815675E+05 |
| 357 |
(PID.TID 0000.0001) %MON DXF_min = 9.2460385861875E+04 |
| 358 |
(PID.TID 0000.0001) %MON DXF_mean = 3.1372497618153E+05 |
| 359 |
(PID.TID 0000.0001) %MON DXF_sd = 1.1216447457560E+05 |
| 360 |
(PID.TID 0000.0001) %MON DXG_max = 4.4470989340816E+05 |
| 361 |
(PID.TID 0000.0001) %MON DXG_min = 7.7223062580781E+04 |
| 362 |
(PID.TID 0000.0001) %MON DXG_mean = 3.1353386340260E+05 |
| 363 |
(PID.TID 0000.0001) %MON DXG_sd = 1.1256651772502E+05 |
| 364 |
(PID.TID 0000.0001) %MON DXV_max = 4.4470989340816E+05 |
| 365 |
(PID.TID 0000.0001) %MON DXV_min = 7.7223062580781E+04 |
| 366 |
(PID.TID 0000.0001) %MON DXV_mean = 3.1353386340260E+05 |
| 367 |
(PID.TID 0000.0001) %MON DXV_sd = 1.1256651772502E+05 |
| 368 |
(PID.TID 0000.0001) %MON YC_max = 7.8000000000000E+01 |
| 369 |
(PID.TID 0000.0001) %MON YC_min = -7.8000000000000E+01 |
| 370 |
(PID.TID 0000.0001) %MON YC_mean = 0.0000000000000E+00 |
| 371 |
(PID.TID 0000.0001) %MON YC_sd = 4.6173585522461E+01 |
| 372 |
(PID.TID 0000.0001) %MON YG_max = 7.6000000000000E+01 |
| 373 |
(PID.TID 0000.0001) %MON YG_min = -8.0000000000000E+01 |
| 374 |
(PID.TID 0000.0001) %MON YG_mean = -2.0000000000000E+00 |
| 375 |
(PID.TID 0000.0001) %MON YG_sd = 4.6173585522461E+01 |
| 376 |
(PID.TID 0000.0001) %MON DYC_max = 4.4470989340816E+05 |
| 377 |
(PID.TID 0000.0001) %MON DYC_min = 4.4470989340816E+05 |
| 378 |
(PID.TID 0000.0001) %MON DYC_mean = 4.4470989340814E+05 |
| 379 |
(PID.TID 0000.0001) %MON DYC_sd = 1.9848812371492E-08 |
| 380 |
(PID.TID 0000.0001) %MON DYF_max = 4.4470989340816E+05 |
| 381 |
(PID.TID 0000.0001) %MON DYF_min = 4.4470989340816E+05 |
| 382 |
(PID.TID 0000.0001) %MON DYF_mean = 4.4470989340814E+05 |
| 383 |
(PID.TID 0000.0001) %MON DYF_sd = 1.9848812371492E-08 |
| 384 |
(PID.TID 0000.0001) %MON DYG_max = 4.4470989340816E+05 |
| 385 |
(PID.TID 0000.0001) %MON DYG_min = 4.4470989340816E+05 |
| 386 |
(PID.TID 0000.0001) %MON DYG_mean = 4.4470989340814E+05 |
| 387 |
(PID.TID 0000.0001) %MON DYG_sd = 1.9848812371492E-08 |
| 388 |
(PID.TID 0000.0001) %MON DYU_max = 4.4470989340816E+05 |
| 389 |
(PID.TID 0000.0001) %MON DYU_min = 4.4470989340816E+05 |
| 390 |
(PID.TID 0000.0001) %MON DYU_mean = 4.4470989340814E+05 |
| 391 |
(PID.TID 0000.0001) %MON DYU_sd = 1.9848812371492E-08 |
| 392 |
(PID.TID 0000.0001) %MON RA_max = 1.9760627980089E+11 |
| 393 |
(PID.TID 0000.0001) %MON RA_min = 4.1109698667290E+10 |
| 394 |
(PID.TID 0000.0001) %MON RA_mean = 1.3948826965197E+11 |
| 395 |
(PID.TID 0000.0001) %MON RA_sd = 4.9870522472902E+10 |
| 396 |
(PID.TID 0000.0001) %MON RAW_max = 1.9760627980089E+11 |
| 397 |
(PID.TID 0000.0001) %MON RAW_min = 4.1109698667290E+10 |
| 398 |
(PID.TID 0000.0001) %MON RAW_mean = 1.3948826965197E+11 |
| 399 |
(PID.TID 0000.0001) %MON RAW_sd = 4.9870522472902E+10 |
| 400 |
(PID.TID 0000.0001) %MON RAS_max = 1.9772672958215E+11 |
| 401 |
(PID.TID 0000.0001) %MON RAS_min = 3.4334886267983E+10 |
| 402 |
(PID.TID 0000.0001) %MON RAS_mean = 1.3940329716694E+11 |
| 403 |
(PID.TID 0000.0001) %MON RAS_sd = 5.0049278732354E+10 |
| 404 |
(PID.TID 0000.0001) %MON RAZ_max = 1.9772672958215E+11 |
| 405 |
(PID.TID 0000.0001) %MON RAZ_min = 3.4334886267983E+10 |
| 406 |
(PID.TID 0000.0001) %MON RAZ_mean = 1.3940329716694E+11 |
| 407 |
(PID.TID 0000.0001) %MON RAZ_sd = 5.0049278732354E+10 |
| 408 |
(PID.TID 0000.0001) %MON AngleCS_max = 1.0000000000000E+00 |
| 409 |
(PID.TID 0000.0001) %MON AngleCS_min = 1.0000000000000E+00 |
| 410 |
(PID.TID 0000.0001) %MON AngleCS_mean = 1.0000000000000E+00 |
| 411 |
(PID.TID 0000.0001) %MON AngleCS_sd = 0.0000000000000E+00 |
| 412 |
(PID.TID 0000.0001) %MON AngleSN_max = 0.0000000000000E+00 |
| 413 |
(PID.TID 0000.0001) %MON AngleSN_min = 0.0000000000000E+00 |
| 414 |
(PID.TID 0000.0001) %MON AngleSN_mean = 0.0000000000000E+00 |
| 415 |
(PID.TID 0000.0001) %MON AngleSN_sd = 0.0000000000000E+00 |
| 416 |
(PID.TID 0000.0001) GAD_INIT_FIXED: GAD_OlMinSize= 1 0 1 |
| 417 |
(PID.TID 0000.0001) |
| 418 |
(PID.TID 0000.0001) // =================================== |
| 419 |
(PID.TID 0000.0001) // GAD parameters : |
| 420 |
(PID.TID 0000.0001) // =================================== |
| 421 |
(PID.TID 0000.0001) tempAdvScheme = /* Temp. Horiz.Advection scheme selector */ |
| 422 |
(PID.TID 0000.0001) 2 |
| 423 |
(PID.TID 0000.0001) ; |
| 424 |
(PID.TID 0000.0001) tempVertAdvScheme = /* Temp. Vert. Advection scheme selector */ |
| 425 |
(PID.TID 0000.0001) 2 |
| 426 |
(PID.TID 0000.0001) ; |
| 427 |
(PID.TID 0000.0001) tempMultiDimAdvec = /* use Muti-Dim Advec method for Temp */ |
| 428 |
(PID.TID 0000.0001) F |
| 429 |
(PID.TID 0000.0001) ; |
| 430 |
(PID.TID 0000.0001) tempSOM_Advection = /* use 2nd Order Moment Advection for Temp */ |
| 431 |
(PID.TID 0000.0001) F |
| 432 |
(PID.TID 0000.0001) ; |
| 433 |
(PID.TID 0000.0001) AdamsBashforthGt = /* apply Adams-Bashforth extrapolation on Gt */ |
| 434 |
(PID.TID 0000.0001) T |
| 435 |
(PID.TID 0000.0001) ; |
| 436 |
(PID.TID 0000.0001) AdamsBashforth_T = /* apply Adams-Bashforth extrapolation on Temp */ |
| 437 |
(PID.TID 0000.0001) F |
| 438 |
(PID.TID 0000.0001) ; |
| 439 |
(PID.TID 0000.0001) saltAdvScheme = /* Salt. Horiz.advection scheme selector */ |
| 440 |
(PID.TID 0000.0001) 2 |
| 441 |
(PID.TID 0000.0001) ; |
| 442 |
(PID.TID 0000.0001) saltVertAdvScheme = /* Salt. Vert. Advection scheme selector */ |
| 443 |
(PID.TID 0000.0001) 2 |
| 444 |
(PID.TID 0000.0001) ; |
| 445 |
(PID.TID 0000.0001) saltMultiDimAdvec = /* use Muti-Dim Advec method for Salt */ |
| 446 |
(PID.TID 0000.0001) F |
| 447 |
(PID.TID 0000.0001) ; |
| 448 |
(PID.TID 0000.0001) saltSOM_Advection = /* use 2nd Order Moment Advection for Salt */ |
| 449 |
(PID.TID 0000.0001) F |
| 450 |
(PID.TID 0000.0001) ; |
| 451 |
(PID.TID 0000.0001) AdamsBashforthGs = /* apply Adams-Bashforth extrapolation on Gs */ |
| 452 |
(PID.TID 0000.0001) T |
| 453 |
(PID.TID 0000.0001) ; |
| 454 |
(PID.TID 0000.0001) AdamsBashforth_S = /* apply Adams-Bashforth extrapolation on Salt */ |
| 455 |
(PID.TID 0000.0001) F |
| 456 |
(PID.TID 0000.0001) ; |
| 457 |
(PID.TID 0000.0001) // =================================== |
| 458 |
(PID.TID 0000.0001) ctrl-wet 1: nvarlength = 91470 |
| 459 |
(PID.TID 0000.0001) ctrl-wet 2: surface wet C = 2158 |
| 460 |
(PID.TID 0000.0001) ctrl-wet 3: surface wet W = 2052 |
| 461 |
(PID.TID 0000.0001) ctrl-wet 4: surface wet S = 2004 |
| 462 |
(PID.TID 0000.0001) ctrl-wet 4a:surface wet V = 0 |
| 463 |
(PID.TID 0000.0001) ctrl-wet 5: 3D wet points = 29138 |
| 464 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 1 1 |
| 465 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 2 1 |
| 466 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 3 0 |
| 467 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 4 0 |
| 468 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 5 1 |
| 469 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 6 1 |
| 470 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 7 0 |
| 471 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 8 0 |
| 472 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 9 0 |
| 473 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 10 0 |
| 474 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 11 0 |
| 475 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 12 0 |
| 476 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 13 0 |
| 477 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 14 0 |
| 478 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 15 1 |
| 479 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 16 0 |
| 480 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 17 0 |
| 481 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 18 0 |
| 482 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 19 0 |
| 483 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 20 0 |
| 484 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 21 0 |
| 485 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 22 0 |
| 486 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 23 0 |
| 487 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 24 0 |
| 488 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 25 0 |
| 489 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 26 0 |
| 490 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 27 0 |
| 491 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 28 0 |
| 492 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 29 0 |
| 493 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 30 0 |
| 494 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 31 0 |
| 495 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 32 0 |
| 496 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 33 0 |
| 497 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 34 0 |
| 498 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 35 0 |
| 499 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 36 0 |
| 500 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 37 0 |
| 501 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 38 0 |
| 502 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 39 0 |
| 503 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 40 0 |
| 504 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 41 0 |
| 505 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 42 0 |
| 506 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 43 0 |
| 507 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 44 0 |
| 508 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 45 0 |
| 509 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 46 0 |
| 510 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 47 0 |
| 511 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 48 0 |
| 512 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 49 0 |
| 513 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 50 0 |
| 514 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 51 0 |
| 515 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 52 0 |
| 516 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 53 0 |
| 517 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 54 0 |
| 518 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 55 0 |
| 519 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 56 0 |
| 520 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 57 0 |
| 521 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 58 0 |
| 522 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 59 0 |
| 523 |
(PID.TID 0000.0001) ctrl-wet 6: no recs for i = 60 0 |
| 524 |
(PID.TID 0000.0001) ctrl-wet 7: flux 62332 |
| 525 |
(PID.TID 0000.0001) ctrl-wet 8: atmos 58276 |
| 526 |
(PID.TID 0000.0001) ctrl-wet ------------------------------------------------- |
| 527 |
(PID.TID 0000.0001) ctrl-wet 13: global nvarlength for Nr = 15 91470 |
| 528 |
(PID.TID 0000.0001) ctrl-wet ------------------------------------------------- |
| 529 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 1 2158 2004 2052 0 |
| 530 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 2 2155 2003 2049 0 |
| 531 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 3 2151 2000 2047 0 |
| 532 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 4 2143 1993 2040 0 |
| 533 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 5 2141 1993 2038 0 |
| 534 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 6 2139 1991 2036 0 |
| 535 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 7 2126 1977 2022 0 |
| 536 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 8 2108 1961 2003 0 |
| 537 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 9 2101 1954 1995 0 |
| 538 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 10 2086 1938 1981 0 |
| 539 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 11 2054 1903 1946 0 |
| 540 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 12 1998 1841 1879 0 |
| 541 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 13 1844 1650 1702 0 |
| 542 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 14 1180 951 996 0 |
| 543 |
(PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 15 754 556 602 0 |
| 544 |
(PID.TID 0000.0001) ctrl-wet ------------------------------------------------- |
| 545 |
(PID.TID 0000.0001) ctrl-wet ------------------------------------------------- |
| 546 |
(PID.TID 0000.0001) ctrl-wet ------------------------------------------------- |
| 547 |
(PID.TID 0000.0001) ctrl_init: no. of control variables: 5 |
| 548 |
(PID.TID 0000.0001) ctrl_init: control vector length: 91470 |
| 549 |
(PID.TID 0000.0001) %MON fCori_max = 1.4265546244797E-04 |
| 550 |
(PID.TID 0000.0001) %MON fCori_min = -1.4265546244797E-04 |
| 551 |
(PID.TID 0000.0001) %MON fCori_mean = -1.2347858075529E-21 |
| 552 |
(PID.TID 0000.0001) %MON fCori_sd = 9.6599226301547E-05 |
| 553 |
(PID.TID 0000.0001) %MON fCoriG_max = 1.4151032568025E-04 |
| 554 |
(PID.TID 0000.0001) %MON fCoriG_min = -1.4362679550910E-04 |
| 555 |
(PID.TID 0000.0001) %MON fCoriG_mean = -3.5906698877274E-06 |
| 556 |
(PID.TID 0000.0001) %MON fCoriG_sd = 9.6548915696244E-05 |
| 557 |
(PID.TID 0000.0001) %MON fCoriCos_max = 1.4575362704741E-04 |
| 558 |
(PID.TID 0000.0001) %MON fCoriCos_min = 3.0322354601388E-05 |
| 559 |
(PID.TID 0000.0001) %MON fCoriCos_mean = 1.0288600773632E-04 |
| 560 |
(PID.TID 0000.0001) %MON fCoriCos_sd = 3.6784304327266E-05 |
| 561 |
(PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 |
| 562 |
(PID.TID 0000.0001) |
| 563 |
(PID.TID 0000.0001) // ======================================================= |
| 564 |
(PID.TID 0000.0001) // Model configuration |
| 565 |
(PID.TID 0000.0001) // ======================================================= |
| 566 |
(PID.TID 0000.0001) // |
| 567 |
(PID.TID 0000.0001) // "Physical" paramters ( PARM01 in namelist ) |
| 568 |
(PID.TID 0000.0001) // |
| 569 |
(PID.TID 0000.0001) buoyancyRelation = /* Type of relation to get Buoyancy */ |
| 570 |
(PID.TID 0000.0001) 'OCEANIC' |
| 571 |
(PID.TID 0000.0001) ; |
| 572 |
(PID.TID 0000.0001) fluidIsAir = /* fluid major constituent is Air */ |
| 573 |
(PID.TID 0000.0001) F |
| 574 |
(PID.TID 0000.0001) ; |
| 575 |
(PID.TID 0000.0001) fluidIsWater = /* fluid major constituent is Water */ |
| 576 |
(PID.TID 0000.0001) T |
| 577 |
(PID.TID 0000.0001) ; |
| 578 |
(PID.TID 0000.0001) usingPCoords = /* use p (or p*) vertical coordinate */ |
| 579 |
(PID.TID 0000.0001) F |
| 580 |
(PID.TID 0000.0001) ; |
| 581 |
(PID.TID 0000.0001) usingZCoords = /* use z (or z*) vertical coordinate */ |
| 582 |
(PID.TID 0000.0001) T |
| 583 |
(PID.TID 0000.0001) ; |
| 584 |
(PID.TID 0000.0001) tRef = /* Reference temperature profile ( oC or K ) */ |
| 585 |
(PID.TID 0000.0001) 15 @ 2.000000000000000E+01 /* K = 1: 15 */ |
| 586 |
(PID.TID 0000.0001) ; |
| 587 |
(PID.TID 0000.0001) sRef = /* Reference salinity profile ( psu ) */ |
| 588 |
(PID.TID 0000.0001) 15 @ 3.500000000000000E+01 /* K = 1: 15 */ |
| 589 |
(PID.TID 0000.0001) ; |
| 590 |
(PID.TID 0000.0001) viscAh = /* Lateral eddy viscosity ( m^2/s ) */ |
| 591 |
(PID.TID 0000.0001) 5.000000000000000E+05 |
| 592 |
(PID.TID 0000.0001) ; |
| 593 |
(PID.TID 0000.0001) viscAhMax = /* Maximum lateral eddy viscosity ( m^2/s ) */ |
| 594 |
(PID.TID 0000.0001) 1.000000000000000E+21 |
| 595 |
(PID.TID 0000.0001) ; |
| 596 |
(PID.TID 0000.0001) viscAhGrid = /* Grid dependent lateral eddy viscosity ( non-dim. ) */ |
| 597 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 598 |
(PID.TID 0000.0001) ; |
| 599 |
(PID.TID 0000.0001) useFullLeith = /* Use Full Form of Leith Viscosity on/off flag*/ |
| 600 |
(PID.TID 0000.0001) F |
| 601 |
(PID.TID 0000.0001) ; |
| 602 |
(PID.TID 0000.0001) useStrainTensionVisc= /* Use StrainTension Form of Viscous Operator flag*/ |
| 603 |
(PID.TID 0000.0001) F |
| 604 |
(PID.TID 0000.0001) ; |
| 605 |
(PID.TID 0000.0001) useAreaViscLength = /* Use area for visc length instead of geom. mean*/ |
| 606 |
(PID.TID 0000.0001) F |
| 607 |
(PID.TID 0000.0001) ; |
| 608 |
(PID.TID 0000.0001) viscC2leith = /* Leith harmonic visc. factor (on grad(vort),non-dim.) */ |
| 609 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 610 |
(PID.TID 0000.0001) ; |
| 611 |
(PID.TID 0000.0001) viscC2leithD = /* Leith harmonic viscosity factor (on grad(div),non-dim.)*/ |
| 612 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 613 |
(PID.TID 0000.0001) ; |
| 614 |
(PID.TID 0000.0001) viscC2smag = /* Smagorinsky harmonic viscosity factor (non-dim.) */ |
| 615 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 616 |
(PID.TID 0000.0001) ; |
| 617 |
(PID.TID 0000.0001) viscA4 = /* Lateral biharmonic viscosity ( m^4/s ) */ |
| 618 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 619 |
(PID.TID 0000.0001) ; |
| 620 |
(PID.TID 0000.0001) viscA4Max = /* Maximum biharmonic viscosity ( m^2/s ) */ |
| 621 |
(PID.TID 0000.0001) 1.000000000000000E+21 |
| 622 |
(PID.TID 0000.0001) ; |
| 623 |
(PID.TID 0000.0001) viscA4Grid = /* Grid dependent biharmonic viscosity ( non-dim. ) */ |
| 624 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 625 |
(PID.TID 0000.0001) ; |
| 626 |
(PID.TID 0000.0001) viscC4leith = /* Leith biharm viscosity factor (on grad(vort), non-dim.)*/ |
| 627 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 628 |
(PID.TID 0000.0001) ; |
| 629 |
(PID.TID 0000.0001) viscC4leithD = /* Leith biharm viscosity factor (on grad(div), non-dim.) */ |
| 630 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 631 |
(PID.TID 0000.0001) ; |
| 632 |
(PID.TID 0000.0001) viscC4Smag = /* Smagorinsky biharm viscosity factor (non-dim) */ |
| 633 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 634 |
(PID.TID 0000.0001) ; |
| 635 |
(PID.TID 0000.0001) no_slip_sides = /* Viscous BCs: No-slip sides */ |
| 636 |
(PID.TID 0000.0001) T |
| 637 |
(PID.TID 0000.0001) ; |
| 638 |
(PID.TID 0000.0001) sideDragFactor = /* side-drag scaling factor (non-dim) */ |
| 639 |
(PID.TID 0000.0001) 2.000000000000000E+00 |
| 640 |
(PID.TID 0000.0001) ; |
| 641 |
(PID.TID 0000.0001) viscArNr = /* vertical profile of vertical viscosity ( m^2/s )*/ |
| 642 |
(PID.TID 0000.0001) 15 @ 1.000000000000000E-03 /* K = 1: 15 */ |
| 643 |
(PID.TID 0000.0001) ; |
| 644 |
(PID.TID 0000.0001) no_slip_bottom = /* Viscous BCs: No-slip bottom */ |
| 645 |
(PID.TID 0000.0001) T |
| 646 |
(PID.TID 0000.0001) ; |
| 647 |
(PID.TID 0000.0001) bottomDragLinear = /* linear bottom-drag coefficient ( m/s ) */ |
| 648 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 649 |
(PID.TID 0000.0001) ; |
| 650 |
(PID.TID 0000.0001) bottomDragQuadratic = /* quadratic bottom-drag coefficient (-) */ |
| 651 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 652 |
(PID.TID 0000.0001) ; |
| 653 |
(PID.TID 0000.0001) diffKhT = /* Laplacian diffusion of heat laterally ( m^2/s ) */ |
| 654 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 655 |
(PID.TID 0000.0001) ; |
| 656 |
(PID.TID 0000.0001) diffK4T = /* Biharmonic diffusion of heat laterally ( m^4/s ) */ |
| 657 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 658 |
(PID.TID 0000.0001) ; |
| 659 |
(PID.TID 0000.0001) diffKhS = /* Laplacian diffusion of salt laterally ( m^2/s ) */ |
| 660 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 661 |
(PID.TID 0000.0001) ; |
| 662 |
(PID.TID 0000.0001) diffK4S = /* Biharmonic diffusion of salt laterally ( m^4/s ) */ |
| 663 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 664 |
(PID.TID 0000.0001) ; |
| 665 |
(PID.TID 0000.0001) diffKrNrT = /* vertical profile of vertical diffusion of Temp ( m^2/s )*/ |
| 666 |
(PID.TID 0000.0001) 15 @ 3.000000000000000E-05 /* K = 1: 15 */ |
| 667 |
(PID.TID 0000.0001) ; |
| 668 |
(PID.TID 0000.0001) diffKrNrS = /* vertical profile of vertical diffusion of Salt ( m^2/s )*/ |
| 669 |
(PID.TID 0000.0001) 15 @ 3.000000000000000E-05 /* K = 1: 15 */ |
| 670 |
(PID.TID 0000.0001) ; |
| 671 |
(PID.TID 0000.0001) diffKrBL79surf = /* Surface diffusion for Bryan and Lewis 79 ( m^2/s ) */ |
| 672 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 673 |
(PID.TID 0000.0001) ; |
| 674 |
(PID.TID 0000.0001) diffKrBL79deep = /* Deep diffusion for Bryan and Lewis 1979 ( m^2/s ) */ |
| 675 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 676 |
(PID.TID 0000.0001) ; |
| 677 |
(PID.TID 0000.0001) diffKrBL79scl = /* Depth scale for Bryan and Lewis 1979 ( m ) */ |
| 678 |
(PID.TID 0000.0001) 2.000000000000000E+02 |
| 679 |
(PID.TID 0000.0001) ; |
| 680 |
(PID.TID 0000.0001) diffKrBL79Ho = /* Turning depth for Bryan and Lewis 1979 ( m ) */ |
| 681 |
(PID.TID 0000.0001) -2.000000000000000E+03 |
| 682 |
(PID.TID 0000.0001) ; |
| 683 |
(PID.TID 0000.0001) ivdc_kappa = /* Implicit Vertical Diffusivity for Convection ( m^2/s) */ |
| 684 |
(PID.TID 0000.0001) 1.000000000000000E+01 |
| 685 |
(PID.TID 0000.0001) ; |
| 686 |
(PID.TID 0000.0001) hMixCriteria= /* Criteria for mixed-layer diagnostic */ |
| 687 |
(PID.TID 0000.0001) -8.000000000000000E-01 |
| 688 |
(PID.TID 0000.0001) ; |
| 689 |
(PID.TID 0000.0001) dRhoSmall = /* Parameter for mixed-layer diagnostic */ |
| 690 |
(PID.TID 0000.0001) 1.000000000000000E-06 |
| 691 |
(PID.TID 0000.0001) ; |
| 692 |
(PID.TID 0000.0001) hMixSmooth= /* Smoothing parameter for mixed-layer diagnostic */ |
| 693 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 694 |
(PID.TID 0000.0001) ; |
| 695 |
(PID.TID 0000.0001) eosType = /* Type of Equation of State */ |
| 696 |
(PID.TID 0000.0001) 'POLY3 ' |
| 697 |
(PID.TID 0000.0001) ; |
| 698 |
(PID.TID 0000.0001) tAlpha = /* Linear EOS thermal expansion coefficient ( 1/oC ) */ |
| 699 |
(PID.TID 0000.0001) 1.234567000000000E+05 |
| 700 |
(PID.TID 0000.0001) ; |
| 701 |
(PID.TID 0000.0001) sBeta = /* Linear EOS haline contraction coefficient ( 1/psu ) */ |
| 702 |
(PID.TID 0000.0001) 1.234567000000000E+05 |
| 703 |
(PID.TID 0000.0001) ; |
| 704 |
(PID.TID 0000.0001) 1 13.497 32.600 24.548 -0.202 0.773 -0.005 -0.002 0.000 0.000 0.000 0.000 0.000 |
| 705 |
(PID.TID 0000.0001) 2 13.488 32.600 24.819 -0.204 0.773 -0.005 -0.002 0.000 0.000 0.000 0.000 0.000 |
| 706 |
(PID.TID 0000.0001) 3 13.476 32.600 25.201 -0.205 0.772 -0.005 -0.002 0.000 0.000 0.000 0.000 0.000 |
| 707 |
(PID.TID 0000.0001) 4 8.469 35.150 28.642 -0.163 0.784 -0.005 -0.002 -0.000 0.000 0.000 0.000 0.000 |
| 708 |
(PID.TID 0000.0001) 5 8.451 35.150 29.393 -0.167 0.782 -0.005 -0.002 -0.000 0.000 0.000 0.000 0.000 |
| 709 |
(PID.TID 0000.0001) 6 5.940 34.900 30.563 -0.144 0.786 -0.005 -0.002 -0.001 0.000 0.000 0.000 0.000 |
| 710 |
(PID.TID 0000.0001) 7 4.425 34.900 31.985 -0.134 0.788 -0.005 -0.003 -0.000 0.000 0.000 0.000 0.000 |
| 711 |
(PID.TID 0000.0001) 8 2.911 34.750 33.505 -0.125 0.789 -0.006 -0.003 -0.000 0.000 0.000 0.000 0.000 |
| 712 |
(PID.TID 0000.0001) 9 1.893 34.800 35.341 -0.123 0.789 -0.006 -0.003 0.000 0.000 0.000 0.000 0.000 |
| 713 |
(PID.TID 0000.0001) 10 1.367 34.800 37.299 -0.129 0.787 -0.006 -0.003 0.000 0.000 0.000 0.000 0.000 |
| 714 |
(PID.TID 0000.0001) 11 1.327 34.800 39.405 -0.141 0.783 -0.005 -0.003 0.000 0.000 0.000 0.000 0.000 |
| 715 |
(PID.TID 0000.0001) 12 0.791 34.800 41.788 -0.149 0.780 -0.005 -0.003 0.000 0.000 0.000 0.000 0.000 |
| 716 |
(PID.TID 0000.0001) 13 0.736 34.750 44.259 -0.164 0.776 -0.005 -0.002 0.000 0.000 0.000 0.000 0.000 |
| 717 |
(PID.TID 0000.0001) 14 0.186 34.750 47.044 -0.175 0.773 -0.005 -0.002 0.000 0.000 0.000 0.000 0.000 |
| 718 |
(PID.TID 0000.0001) 15 0.595 34.750 49.835 -0.196 0.767 -0.004 -0.002 0.000 0.000 0.000 0.000 0.000 |
| 719 |
(PID.TID 0000.0001) rhonil = /* Reference density ( kg/m^3 ) */ |
| 720 |
(PID.TID 0000.0001) 9.998000000000000E+02 |
| 721 |
(PID.TID 0000.0001) ; |
| 722 |
(PID.TID 0000.0001) rhoConst = /* Reference density ( kg/m^3 ) */ |
| 723 |
(PID.TID 0000.0001) 1.035000000000000E+03 |
| 724 |
(PID.TID 0000.0001) ; |
| 725 |
(PID.TID 0000.0001) rhoFacC = /* normalized Reference density @ cell-Center (-) */ |
| 726 |
(PID.TID 0000.0001) 15 @ 1.000000000000000E+00 /* K = 1: 15 */ |
| 727 |
(PID.TID 0000.0001) ; |
| 728 |
(PID.TID 0000.0001) rhoFacF = /* normalized Reference density @ W-Interface (-) */ |
| 729 |
(PID.TID 0000.0001) 16 @ 1.000000000000000E+00 /* K = 1: 16 */ |
| 730 |
(PID.TID 0000.0001) ; |
| 731 |
(PID.TID 0000.0001) rhoConstFresh = /* Reference density ( kg/m^3 ) */ |
| 732 |
(PID.TID 0000.0001) 1.000000000000000E+03 |
| 733 |
(PID.TID 0000.0001) ; |
| 734 |
(PID.TID 0000.0001) gravity = /* Gravitational acceleration ( m/s^2 ) */ |
| 735 |
(PID.TID 0000.0001) 9.810000000000000E+00 |
| 736 |
(PID.TID 0000.0001) ; |
| 737 |
(PID.TID 0000.0001) gBaro = /* Barotropic gravity ( m/s^2 ) */ |
| 738 |
(PID.TID 0000.0001) 9.810000000000000E+00 |
| 739 |
(PID.TID 0000.0001) ; |
| 740 |
(PID.TID 0000.0001) rotationPeriod = /* Rotation Period ( s ) */ |
| 741 |
(PID.TID 0000.0001) 8.616400000000000E+04 |
| 742 |
(PID.TID 0000.0001) ; |
| 743 |
(PID.TID 0000.0001) omega = /* Angular velocity ( rad/s ) */ |
| 744 |
(PID.TID 0000.0001) 7.292123516990375E-05 |
| 745 |
(PID.TID 0000.0001) ; |
| 746 |
(PID.TID 0000.0001) f0 = /* Reference coriolis parameter ( 1/s ) */ |
| 747 |
(PID.TID 0000.0001) 1.000000000000000E-04 |
| 748 |
(PID.TID 0000.0001) ; |
| 749 |
(PID.TID 0000.0001) beta = /* Beta ( 1/(m.s) ) */ |
| 750 |
(PID.TID 0000.0001) 9.999999999999999E-12 |
| 751 |
(PID.TID 0000.0001) ; |
| 752 |
(PID.TID 0000.0001) fPrime = /* Second coriolis parameter ( 1/s ) */ |
| 753 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 754 |
(PID.TID 0000.0001) ; |
| 755 |
(PID.TID 0000.0001) rigidLid = /* Rigid lid on/off flag */ |
| 756 |
(PID.TID 0000.0001) F |
| 757 |
(PID.TID 0000.0001) ; |
| 758 |
(PID.TID 0000.0001) implicitFreeSurface = /* Implicit free surface on/off flag */ |
| 759 |
(PID.TID 0000.0001) T |
| 760 |
(PID.TID 0000.0001) ; |
| 761 |
(PID.TID 0000.0001) freeSurfFac = /* Implicit free surface factor */ |
| 762 |
(PID.TID 0000.0001) 1.000000000000000E+00 |
| 763 |
(PID.TID 0000.0001) ; |
| 764 |
(PID.TID 0000.0001) implicSurfPress = /* Surface Pressure implicit factor (0-1)*/ |
| 765 |
(PID.TID 0000.0001) 1.000000000000000E+00 |
| 766 |
(PID.TID 0000.0001) ; |
| 767 |
(PID.TID 0000.0001) implicDiv2Dflow = /* Barot. Flow Div. implicit factor (0-1)*/ |
| 768 |
(PID.TID 0000.0001) 1.000000000000000E+00 |
| 769 |
(PID.TID 0000.0001) ; |
| 770 |
(PID.TID 0000.0001) exactConserv = /* Exact Volume Conservation on/off flag*/ |
| 771 |
(PID.TID 0000.0001) F |
| 772 |
(PID.TID 0000.0001) ; |
| 773 |
(PID.TID 0000.0001) linFSConserveTr = /* Tracer correction for Lin Free Surface on/off flag*/ |
| 774 |
(PID.TID 0000.0001) F |
| 775 |
(PID.TID 0000.0001) ; |
| 776 |
(PID.TID 0000.0001) uniformLin_PhiSurf = /* use uniform Bo_surf on/off flag*/ |
| 777 |
(PID.TID 0000.0001) T |
| 778 |
(PID.TID 0000.0001) ; |
| 779 |
(PID.TID 0000.0001) hFacMin = /* minimum partial cell factor (hFac) */ |
| 780 |
(PID.TID 0000.0001) 5.000000000000000E-02 |
| 781 |
(PID.TID 0000.0001) ; |
| 782 |
(PID.TID 0000.0001) hFacMinDr = /* minimum partial cell thickness ( m) */ |
| 783 |
(PID.TID 0000.0001) 5.000000000000000E-02 |
| 784 |
(PID.TID 0000.0001) ; |
| 785 |
(PID.TID 0000.0001) nonlinFreeSurf = /* Non-linear Free Surf. options (-1,0,1,2,3)*/ |
| 786 |
(PID.TID 0000.0001) 0 |
| 787 |
(PID.TID 0000.0001) -1,0= Off ; 1,2,3= On, 2=+rescale gU,gV, 3=+update cg2d solv. |
| 788 |
(PID.TID 0000.0001) ; |
| 789 |
(PID.TID 0000.0001) hFacInf = /* lower threshold for hFac (nonlinFreeSurf only)*/ |
| 790 |
(PID.TID 0000.0001) 2.000000000000000E-01 |
| 791 |
(PID.TID 0000.0001) ; |
| 792 |
(PID.TID 0000.0001) hFacSup = /* upper threshold for hFac (nonlinFreeSurf only)*/ |
| 793 |
(PID.TID 0000.0001) 2.000000000000000E+00 |
| 794 |
(PID.TID 0000.0001) ; |
| 795 |
(PID.TID 0000.0001) select_rStar = /* r* Vertical coord. options (=0 r coord.; >0 uses r*)*/ |
| 796 |
(PID.TID 0000.0001) 0 |
| 797 |
(PID.TID 0000.0001) ; |
| 798 |
(PID.TID 0000.0001) selectAddFluid = /* option for mass source/sink of fluid (=0: off) */ |
| 799 |
(PID.TID 0000.0001) 0 |
| 800 |
(PID.TID 0000.0001) ; |
| 801 |
(PID.TID 0000.0001) useRealFreshWaterFlux = /* Real Fresh Water Flux on/off flag*/ |
| 802 |
(PID.TID 0000.0001) F |
| 803 |
(PID.TID 0000.0001) ; |
| 804 |
(PID.TID 0000.0001) temp_EvPrRn = /* Temp. of Evap/Prec/R (UNSET=use local T)(oC)*/ |
| 805 |
(PID.TID 0000.0001) 1.234567000000000E+05 |
| 806 |
(PID.TID 0000.0001) ; |
| 807 |
(PID.TID 0000.0001) salt_EvPrRn = /* Salin. of Evap/Prec/R (UNSET=use local S)(psu)*/ |
| 808 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 809 |
(PID.TID 0000.0001) ; |
| 810 |
(PID.TID 0000.0001) temp_addMass = /* Temp. of addMass array (UNSET=use local T)(oC)*/ |
| 811 |
(PID.TID 0000.0001) 1.234567000000000E+05 |
| 812 |
(PID.TID 0000.0001) ; |
| 813 |
(PID.TID 0000.0001) salt_addMass = /* Salin. of addMass array (UNSET=use local S)(psu)*/ |
| 814 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 815 |
(PID.TID 0000.0001) ; |
| 816 |
(PID.TID 0000.0001) convertFW2Salt = /* convert F.W. Flux to Salt Flux (-1=use local S)(psu)*/ |
| 817 |
(PID.TID 0000.0001) 3.500000000000000E+01 |
| 818 |
(PID.TID 0000.0001) ; |
| 819 |
(PID.TID 0000.0001) use3Dsolver = /* use 3-D pressure solver on/off flag */ |
| 820 |
(PID.TID 0000.0001) F |
| 821 |
(PID.TID 0000.0001) ; |
| 822 |
(PID.TID 0000.0001) nonHydrostatic = /* Non-Hydrostatic on/off flag */ |
| 823 |
(PID.TID 0000.0001) F |
| 824 |
(PID.TID 0000.0001) ; |
| 825 |
(PID.TID 0000.0001) nh_Am2 = /* Non-Hydrostatic terms scaling factor */ |
| 826 |
(PID.TID 0000.0001) 1.000000000000000E+00 |
| 827 |
(PID.TID 0000.0001) ; |
| 828 |
(PID.TID 0000.0001) implicitNHPress = /* Non-Hyd Pressure implicit factor (0-1)*/ |
| 829 |
(PID.TID 0000.0001) 1.000000000000000E+00 |
| 830 |
(PID.TID 0000.0001) ; |
| 831 |
(PID.TID 0000.0001) selectNHfreeSurf = /* Non-Hyd (free-)Surface option */ |
| 832 |
(PID.TID 0000.0001) 0 |
| 833 |
(PID.TID 0000.0001) ; |
| 834 |
(PID.TID 0000.0001) quasiHydrostatic = /* Quasi-Hydrostatic on/off flag */ |
| 835 |
(PID.TID 0000.0001) F |
| 836 |
(PID.TID 0000.0001) ; |
| 837 |
(PID.TID 0000.0001) momStepping = /* Momentum equation on/off flag */ |
| 838 |
(PID.TID 0000.0001) T |
| 839 |
(PID.TID 0000.0001) ; |
| 840 |
(PID.TID 0000.0001) vectorInvariantMomentum= /* Vector-Invariant Momentum on/off */ |
| 841 |
(PID.TID 0000.0001) F |
| 842 |
(PID.TID 0000.0001) ; |
| 843 |
(PID.TID 0000.0001) momAdvection = /* Momentum advection on/off flag */ |
| 844 |
(PID.TID 0000.0001) T |
| 845 |
(PID.TID 0000.0001) ; |
| 846 |
(PID.TID 0000.0001) momViscosity = /* Momentum viscosity on/off flag */ |
| 847 |
(PID.TID 0000.0001) T |
| 848 |
(PID.TID 0000.0001) ; |
| 849 |
(PID.TID 0000.0001) momImplVertAdv= /* Momentum implicit vert. advection on/off*/ |
| 850 |
(PID.TID 0000.0001) F |
| 851 |
(PID.TID 0000.0001) ; |
| 852 |
(PID.TID 0000.0001) implicitViscosity = /* Implicit viscosity on/off flag */ |
| 853 |
(PID.TID 0000.0001) F |
| 854 |
(PID.TID 0000.0001) ; |
| 855 |
(PID.TID 0000.0001) metricTerms = /* metric-Terms on/off flag */ |
| 856 |
(PID.TID 0000.0001) T |
| 857 |
(PID.TID 0000.0001) ; |
| 858 |
(PID.TID 0000.0001) useNHMTerms = /* Non-Hydrostatic Metric-Terms on/off */ |
| 859 |
(PID.TID 0000.0001) F |
| 860 |
(PID.TID 0000.0001) ; |
| 861 |
(PID.TID 0000.0001) selectCoriMap = /* Coriolis Map options (0,1,2,3)*/ |
| 862 |
(PID.TID 0000.0001) 2 |
| 863 |
(PID.TID 0000.0001) 0= f-Plane ; 1= Beta-Plane ; 2= Spherical ; 3= read from file |
| 864 |
(PID.TID 0000.0001) ; |
| 865 |
(PID.TID 0000.0001) use3dCoriolis = /* 3-D Coriolis on/off flag */ |
| 866 |
(PID.TID 0000.0001) F |
| 867 |
(PID.TID 0000.0001) ; |
| 868 |
(PID.TID 0000.0001) useCoriolis = /* Coriolis on/off flag */ |
| 869 |
(PID.TID 0000.0001) T |
| 870 |
(PID.TID 0000.0001) ; |
| 871 |
(PID.TID 0000.0001) useCDscheme = /* CD scheme on/off flag */ |
| 872 |
(PID.TID 0000.0001) T |
| 873 |
(PID.TID 0000.0001) ; |
| 874 |
(PID.TID 0000.0001) useEnergyConservingCoriolis= /* Flx-Form Coriolis scheme flag */ |
| 875 |
(PID.TID 0000.0001) F |
| 876 |
(PID.TID 0000.0001) ; |
| 877 |
(PID.TID 0000.0001) useJamartWetPoints= /* Coriolis WetPoints method flag */ |
| 878 |
(PID.TID 0000.0001) F |
| 879 |
(PID.TID 0000.0001) ; |
| 880 |
(PID.TID 0000.0001) useJamartMomAdv= /* V.I Non-linear terms Jamart flag */ |
| 881 |
(PID.TID 0000.0001) F |
| 882 |
(PID.TID 0000.0001) ; |
| 883 |
(PID.TID 0000.0001) useAbsVorticity= /* V.I Works with f+zeta in Coriolis */ |
| 884 |
(PID.TID 0000.0001) F |
| 885 |
(PID.TID 0000.0001) ; |
| 886 |
(PID.TID 0000.0001) selectVortScheme= /* V.I Scheme selector for Vorticity-Term */ |
| 887 |
(PID.TID 0000.0001) 123456789 |
| 888 |
(PID.TID 0000.0001) = 0 : enstrophy (Shallow-Water Eq.) conserving scheme by Sadourny, JAS 75 |
| 889 |
(PID.TID 0000.0001) = 1 : same as 0 with modified hFac |
| 890 |
(PID.TID 0000.0001) = 2 : energy conserving scheme (used by Sadourny in JAS 75 paper) |
| 891 |
(PID.TID 0000.0001) = 3 : energy (general) and enstrophy (2D, nonDiv.) conserving scheme |
| 892 |
(PID.TID 0000.0001) from Sadourny (Burridge & Haseler, ECMWF Rep.4, 1977) |
| 893 |
(PID.TID 0000.0001) ; |
| 894 |
(PID.TID 0000.0001) upwindVorticity= /* V.I Upwind bias vorticity flag */ |
| 895 |
(PID.TID 0000.0001) F |
| 896 |
(PID.TID 0000.0001) ; |
| 897 |
(PID.TID 0000.0001) highOrderVorticity= /* V.I High order vort. advect. flag */ |
| 898 |
(PID.TID 0000.0001) F |
| 899 |
(PID.TID 0000.0001) ; |
| 900 |
(PID.TID 0000.0001) upwindShear= /* V.I Upwind vertical Shear advection flag */ |
| 901 |
(PID.TID 0000.0001) F |
| 902 |
(PID.TID 0000.0001) ; |
| 903 |
(PID.TID 0000.0001) selectKEscheme= /* V.I Kinetic Energy scheme selector */ |
| 904 |
(PID.TID 0000.0001) 0 |
| 905 |
(PID.TID 0000.0001) ; |
| 906 |
(PID.TID 0000.0001) momForcing = /* Momentum forcing on/off flag */ |
| 907 |
(PID.TID 0000.0001) T |
| 908 |
(PID.TID 0000.0001) ; |
| 909 |
(PID.TID 0000.0001) momPressureForcing = /* Momentum pressure term on/off flag */ |
| 910 |
(PID.TID 0000.0001) T |
| 911 |
(PID.TID 0000.0001) ; |
| 912 |
(PID.TID 0000.0001) implicitIntGravWave= /* Implicit Internal Gravity Wave flag */ |
| 913 |
(PID.TID 0000.0001) F |
| 914 |
(PID.TID 0000.0001) ; |
| 915 |
(PID.TID 0000.0001) staggerTimeStep = /* Stagger time stepping on/off flag */ |
| 916 |
(PID.TID 0000.0001) F |
| 917 |
(PID.TID 0000.0001) ; |
| 918 |
(PID.TID 0000.0001) multiDimAdvection = /* enable/disable Multi-Dim Advection */ |
| 919 |
(PID.TID 0000.0001) T |
| 920 |
(PID.TID 0000.0001) ; |
| 921 |
(PID.TID 0000.0001) useMultiDimAdvec = /* Multi-Dim Advection is/is-not used */ |
| 922 |
(PID.TID 0000.0001) F |
| 923 |
(PID.TID 0000.0001) ; |
| 924 |
(PID.TID 0000.0001) implicitDiffusion = /* Implicit Diffusion on/off flag */ |
| 925 |
(PID.TID 0000.0001) T |
| 926 |
(PID.TID 0000.0001) ; |
| 927 |
(PID.TID 0000.0001) tempStepping = /* Temperature equation on/off flag */ |
| 928 |
(PID.TID 0000.0001) T |
| 929 |
(PID.TID 0000.0001) ; |
| 930 |
(PID.TID 0000.0001) tempAdvection= /* Temperature advection on/off flag */ |
| 931 |
(PID.TID 0000.0001) T |
| 932 |
(PID.TID 0000.0001) ; |
| 933 |
(PID.TID 0000.0001) tempImplVertAdv = /* Temp. implicit vert. advection on/off */ |
| 934 |
(PID.TID 0000.0001) F |
| 935 |
(PID.TID 0000.0001) ; |
| 936 |
(PID.TID 0000.0001) tempForcing = /* Temperature forcing on/off flag */ |
| 937 |
(PID.TID 0000.0001) T |
| 938 |
(PID.TID 0000.0001) ; |
| 939 |
(PID.TID 0000.0001) tempIsActiveTr = /* Temp. is a dynamically Active Tracer */ |
| 940 |
(PID.TID 0000.0001) T |
| 941 |
(PID.TID 0000.0001) ; |
| 942 |
(PID.TID 0000.0001) saltStepping = /* Salinity equation on/off flag */ |
| 943 |
(PID.TID 0000.0001) T |
| 944 |
(PID.TID 0000.0001) ; |
| 945 |
(PID.TID 0000.0001) saltAdvection= /* Salinity advection on/off flag */ |
| 946 |
(PID.TID 0000.0001) T |
| 947 |
(PID.TID 0000.0001) ; |
| 948 |
(PID.TID 0000.0001) saltImplVertAdv = /* Sali. implicit vert. advection on/off */ |
| 949 |
(PID.TID 0000.0001) F |
| 950 |
(PID.TID 0000.0001) ; |
| 951 |
(PID.TID 0000.0001) saltForcing = /* Salinity forcing on/off flag */ |
| 952 |
(PID.TID 0000.0001) T |
| 953 |
(PID.TID 0000.0001) ; |
| 954 |
(PID.TID 0000.0001) saltIsActiveTr = /* Salt is a dynamically Active Tracer */ |
| 955 |
(PID.TID 0000.0001) T |
| 956 |
(PID.TID 0000.0001) ; |
| 957 |
(PID.TID 0000.0001) readBinaryPrec = /* Precision used for reading binary files */ |
| 958 |
(PID.TID 0000.0001) 32 |
| 959 |
(PID.TID 0000.0001) ; |
| 960 |
(PID.TID 0000.0001) writeBinaryPrec = /* Precision used for writing binary files */ |
| 961 |
(PID.TID 0000.0001) 32 |
| 962 |
(PID.TID 0000.0001) ; |
| 963 |
(PID.TID 0000.0001) globalFiles = /* write "global" (=not per tile) files */ |
| 964 |
(PID.TID 0000.0001) F |
| 965 |
(PID.TID 0000.0001) ; |
| 966 |
(PID.TID 0000.0001) useSingleCpuIO = /* only master MPI process does I/O */ |
| 967 |
(PID.TID 0000.0001) F |
| 968 |
(PID.TID 0000.0001) ; |
| 969 |
(PID.TID 0000.0001) /* debLev[*] : level of debug & auxiliary message printing */ |
| 970 |
(PID.TID 0000.0001) debLevZero = 0 ; /* level of disabled aux. msg printing */ |
| 971 |
(PID.TID 0000.0001) debLevA = 1 ; /* level of minimum aux. msg printing */ |
| 972 |
(PID.TID 0000.0001) debLevB = 2 ; /* level of low aux. print (report read-file opening)*/ |
| 973 |
(PID.TID 0000.0001) debLevC = 3 ; /* level of moderate debug prt (most pkgs debug msg) */ |
| 974 |
(PID.TID 0000.0001) debLevD = 4 ; /* level of enhanced debug prt (add DEBUG_STATS prt) */ |
| 975 |
(PID.TID 0000.0001) debLevE = 5 ; /* level of extensive debug printing */ |
| 976 |
(PID.TID 0000.0001) debugLevel = /* select debug printing level */ |
| 977 |
(PID.TID 0000.0001) 1 |
| 978 |
(PID.TID 0000.0001) ; |
| 979 |
(PID.TID 0000.0001) // |
| 980 |
(PID.TID 0000.0001) // Elliptic solver(s) paramters ( PARM02 in namelist ) |
| 981 |
(PID.TID 0000.0001) // |
| 982 |
(PID.TID 0000.0001) cg2dMaxIters = /* Upper limit on 2d con. grad iterations */ |
| 983 |
(PID.TID 0000.0001) 500 |
| 984 |
(PID.TID 0000.0001) ; |
| 985 |
(PID.TID 0000.0001) cg2dChkResFreq = /* 2d con. grad convergence test frequency */ |
| 986 |
(PID.TID 0000.0001) 1 |
| 987 |
(PID.TID 0000.0001) ; |
| 988 |
(PID.TID 0000.0001) cg2dTargetResidual = /* 2d con. grad target residual */ |
| 989 |
(PID.TID 0000.0001) 1.000000000000000E-13 |
| 990 |
(PID.TID 0000.0001) ; |
| 991 |
(PID.TID 0000.0001) cg2dTargetResWunit = /* CG2d target residual [W units] */ |
| 992 |
(PID.TID 0000.0001) -1.000000000000000E+00 |
| 993 |
(PID.TID 0000.0001) ; |
| 994 |
(PID.TID 0000.0001) cg2dPreCondFreq = /* Freq. for updating cg2d preconditioner */ |
| 995 |
(PID.TID 0000.0001) 1 |
| 996 |
(PID.TID 0000.0001) ; |
| 997 |
(PID.TID 0000.0001) useSRCGSolver = /* use single reduction CG solver(s) */ |
| 998 |
(PID.TID 0000.0001) F |
| 999 |
(PID.TID 0000.0001) ; |
| 1000 |
(PID.TID 0000.0001) printResidualFreq = /* Freq. for printing CG residual */ |
| 1001 |
(PID.TID 0000.0001) 0 |
| 1002 |
(PID.TID 0000.0001) ; |
| 1003 |
(PID.TID 0000.0001) // |
| 1004 |
(PID.TID 0000.0001) // Time stepping paramters ( PARM03 in namelist ) |
| 1005 |
(PID.TID 0000.0001) // |
| 1006 |
(PID.TID 0000.0001) deltaTmom = /* Momentum equation timestep ( s ) */ |
| 1007 |
(PID.TID 0000.0001) 1.200000000000000E+03 |
| 1008 |
(PID.TID 0000.0001) ; |
| 1009 |
(PID.TID 0000.0001) deltaTfreesurf = /* FreeSurface equation timestep ( s ) */ |
| 1010 |
(PID.TID 0000.0001) 4.320000000000000E+04 |
| 1011 |
(PID.TID 0000.0001) ; |
| 1012 |
(PID.TID 0000.0001) dTtracerLev = /* Tracer equation timestep ( s ) */ |
| 1013 |
(PID.TID 0000.0001) 15 @ 4.320000000000000E+04 /* K = 1: 15 */ |
| 1014 |
(PID.TID 0000.0001) ; |
| 1015 |
(PID.TID 0000.0001) deltaTClock = /* Model clock timestep ( s ) */ |
| 1016 |
(PID.TID 0000.0001) 4.320000000000000E+04 |
| 1017 |
(PID.TID 0000.0001) ; |
| 1018 |
(PID.TID 0000.0001) cAdjFreq = /* Convective adjustment interval ( s ) */ |
| 1019 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1020 |
(PID.TID 0000.0001) ; |
| 1021 |
(PID.TID 0000.0001) momForcingOutAB = /* =1: take Momentum Forcing out of Adams-Bash. stepping */ |
| 1022 |
(PID.TID 0000.0001) 0 |
| 1023 |
(PID.TID 0000.0001) ; |
| 1024 |
(PID.TID 0000.0001) tracForcingOutAB = /* =1: take T,S,pTr Forcing out of Adams-Bash. stepping */ |
| 1025 |
(PID.TID 0000.0001) 0 |
| 1026 |
(PID.TID 0000.0001) ; |
| 1027 |
(PID.TID 0000.0001) momDissip_In_AB = /* put Dissipation Tendency in Adams-Bash. stepping */ |
| 1028 |
(PID.TID 0000.0001) T |
| 1029 |
(PID.TID 0000.0001) ; |
| 1030 |
(PID.TID 0000.0001) doAB_onGtGs = /* apply AB on Tendencies (rather than on T,S)*/ |
| 1031 |
(PID.TID 0000.0001) T |
| 1032 |
(PID.TID 0000.0001) ; |
| 1033 |
(PID.TID 0000.0001) abEps = /* Adams-Bashforth-2 stabilizing weight */ |
| 1034 |
(PID.TID 0000.0001) 1.000000000000000E-01 |
| 1035 |
(PID.TID 0000.0001) ; |
| 1036 |
(PID.TID 0000.0001) tauCD = /* CD coupling time-scale ( s ) */ |
| 1037 |
(PID.TID 0000.0001) 3.214280000000000E+05 |
| 1038 |
(PID.TID 0000.0001) ; |
| 1039 |
(PID.TID 0000.0001) rCD = /* Normalised CD coupling parameter */ |
| 1040 |
(PID.TID 0000.0001) 9.962666600296178E-01 |
| 1041 |
(PID.TID 0000.0001) ; |
| 1042 |
(PID.TID 0000.0001) epsAB_CD = /* AB-2 stabilizing weight for CD-scheme*/ |
| 1043 |
(PID.TID 0000.0001) 1.000000000000000E-01 |
| 1044 |
(PID.TID 0000.0001) ; |
| 1045 |
(PID.TID 0000.0001) pickupStrictlyMatch= /* stop if pickup do not strictly match */ |
| 1046 |
(PID.TID 0000.0001) T |
| 1047 |
(PID.TID 0000.0001) ; |
| 1048 |
(PID.TID 0000.0001) nIter0 = /* Run starting timestep number */ |
| 1049 |
(PID.TID 0000.0001) 0 |
| 1050 |
(PID.TID 0000.0001) ; |
| 1051 |
(PID.TID 0000.0001) nTimeSteps = /* Number of timesteps */ |
| 1052 |
(PID.TID 0000.0001) 60 |
| 1053 |
(PID.TID 0000.0001) ; |
| 1054 |
(PID.TID 0000.0001) nEndIter = /* Run ending timestep number */ |
| 1055 |
(PID.TID 0000.0001) 60 |
| 1056 |
(PID.TID 0000.0001) ; |
| 1057 |
(PID.TID 0000.0001) baseTime = /* Model base time ( s ) */ |
| 1058 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1059 |
(PID.TID 0000.0001) ; |
| 1060 |
(PID.TID 0000.0001) startTime = /* Run start time ( s ) */ |
| 1061 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1062 |
(PID.TID 0000.0001) ; |
| 1063 |
(PID.TID 0000.0001) endTime = /* Integration ending time ( s ) */ |
| 1064 |
(PID.TID 0000.0001) 2.592000000000000E+06 |
| 1065 |
(PID.TID 0000.0001) ; |
| 1066 |
(PID.TID 0000.0001) pChkPtFreq = /* Permanent restart/pickup file interval ( s ) */ |
| 1067 |
(PID.TID 0000.0001) 3.110400000000000E+08 |
| 1068 |
(PID.TID 0000.0001) ; |
| 1069 |
(PID.TID 0000.0001) chkPtFreq = /* Rolling restart/pickup file interval ( s ) */ |
| 1070 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1071 |
(PID.TID 0000.0001) ; |
| 1072 |
(PID.TID 0000.0001) pickup_write_mdsio = /* Model IO flag. */ |
| 1073 |
(PID.TID 0000.0001) T |
| 1074 |
(PID.TID 0000.0001) ; |
| 1075 |
(PID.TID 0000.0001) pickup_read_mdsio = /* Model IO flag. */ |
| 1076 |
(PID.TID 0000.0001) T |
| 1077 |
(PID.TID 0000.0001) ; |
| 1078 |
(PID.TID 0000.0001) pickup_write_immed = /* Model IO flag. */ |
| 1079 |
(PID.TID 0000.0001) F |
| 1080 |
(PID.TID 0000.0001) ; |
| 1081 |
(PID.TID 0000.0001) writePickupAtEnd = /* Model IO flag. */ |
| 1082 |
(PID.TID 0000.0001) T |
| 1083 |
(PID.TID 0000.0001) ; |
| 1084 |
(PID.TID 0000.0001) dumpFreq = /* Model state write out interval ( s ). */ |
| 1085 |
(PID.TID 0000.0001) 8.640000000000000E+05 |
| 1086 |
(PID.TID 0000.0001) ; |
| 1087 |
(PID.TID 0000.0001) dumpInitAndLast= /* write out Initial & Last iter. model state */ |
| 1088 |
(PID.TID 0000.0001) T |
| 1089 |
(PID.TID 0000.0001) ; |
| 1090 |
(PID.TID 0000.0001) snapshot_mdsio = /* Model IO flag. */ |
| 1091 |
(PID.TID 0000.0001) T |
| 1092 |
(PID.TID 0000.0001) ; |
| 1093 |
(PID.TID 0000.0001) monitorFreq = /* Monitor output interval ( s ). */ |
| 1094 |
(PID.TID 0000.0001) 2.592000000000000E+06 |
| 1095 |
(PID.TID 0000.0001) ; |
| 1096 |
(PID.TID 0000.0001) monitorSelect = /* select group of variables to monitor */ |
| 1097 |
(PID.TID 0000.0001) 3 |
| 1098 |
(PID.TID 0000.0001) ; |
| 1099 |
(PID.TID 0000.0001) monitor_stdio = /* Model IO flag. */ |
| 1100 |
(PID.TID 0000.0001) T |
| 1101 |
(PID.TID 0000.0001) ; |
| 1102 |
(PID.TID 0000.0001) externForcingPeriod = /* forcing period (s) */ |
| 1103 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1104 |
(PID.TID 0000.0001) ; |
| 1105 |
(PID.TID 0000.0001) externForcingCycle = /* period of the cyle (s). */ |
| 1106 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1107 |
(PID.TID 0000.0001) ; |
| 1108 |
(PID.TID 0000.0001) tauThetaClimRelax = /* relaxation time scale (s) */ |
| 1109 |
(PID.TID 0000.0001) 5.184000000000000E+06 |
| 1110 |
(PID.TID 0000.0001) ; |
| 1111 |
(PID.TID 0000.0001) tauSaltClimRelax = /* relaxation time scale (s) */ |
| 1112 |
(PID.TID 0000.0001) 1.555200000000000E+07 |
| 1113 |
(PID.TID 0000.0001) ; |
| 1114 |
(PID.TID 0000.0001) latBandClimRelax = /* max. Lat. where relaxation */ |
| 1115 |
(PID.TID 0000.0001) 1.800000000000000E+02 |
| 1116 |
(PID.TID 0000.0001) ; |
| 1117 |
(PID.TID 0000.0001) // |
| 1118 |
(PID.TID 0000.0001) // Gridding paramters ( PARM04 in namelist ) |
| 1119 |
(PID.TID 0000.0001) // |
| 1120 |
(PID.TID 0000.0001) usingCartesianGrid = /* Cartesian coordinates flag ( True/False ) */ |
| 1121 |
(PID.TID 0000.0001) F |
| 1122 |
(PID.TID 0000.0001) ; |
| 1123 |
(PID.TID 0000.0001) usingCylindricalGrid = /* Cylindrical coordinates flag ( True/False ) */ |
| 1124 |
(PID.TID 0000.0001) F |
| 1125 |
(PID.TID 0000.0001) ; |
| 1126 |
(PID.TID 0000.0001) usingSphericalPolarGrid = /* Spherical coordinates flag ( True/False ) */ |
| 1127 |
(PID.TID 0000.0001) T |
| 1128 |
(PID.TID 0000.0001) ; |
| 1129 |
(PID.TID 0000.0001) usingCurvilinearGrid = /* Curvilinear coordinates flag ( True/False ) */ |
| 1130 |
(PID.TID 0000.0001) F |
| 1131 |
(PID.TID 0000.0001) ; |
| 1132 |
(PID.TID 0000.0001) selectSigmaCoord = /* Hybrid-Sigma Vert. Coordinate option */ |
| 1133 |
(PID.TID 0000.0001) 0 |
| 1134 |
(PID.TID 0000.0001) ; |
| 1135 |
(PID.TID 0000.0001) Ro_SeaLevel = /* r(1) ( units of r == m ) */ |
| 1136 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1137 |
(PID.TID 0000.0001) ; |
| 1138 |
(PID.TID 0000.0001) rSigmaBnd = /* r/sigma transition ( units of r == m ) */ |
| 1139 |
(PID.TID 0000.0001) 1.234567000000000E+05 |
| 1140 |
(PID.TID 0000.0001) ; |
| 1141 |
(PID.TID 0000.0001) rkSign = /* index orientation relative to vertical coordinate */ |
| 1142 |
(PID.TID 0000.0001) -1.000000000000000E+00 |
| 1143 |
(PID.TID 0000.0001) ; |
| 1144 |
(PID.TID 0000.0001) gravitySign = /* gravity orientation relative to vertical coordinate */ |
| 1145 |
(PID.TID 0000.0001) -1.000000000000000E+00 |
| 1146 |
(PID.TID 0000.0001) ; |
| 1147 |
(PID.TID 0000.0001) mass2rUnit = /* convert mass per unit area [kg/m2] to r-units [m] */ |
| 1148 |
(PID.TID 0000.0001) 9.661835748792270E-04 |
| 1149 |
(PID.TID 0000.0001) ; |
| 1150 |
(PID.TID 0000.0001) rUnit2mass = /* convert r-units [m] to mass per unit area [kg/m2] */ |
| 1151 |
(PID.TID 0000.0001) 1.035000000000000E+03 |
| 1152 |
(PID.TID 0000.0001) ; |
| 1153 |
(PID.TID 0000.0001) drC = /* C spacing ( units of r ) */ |
| 1154 |
(PID.TID 0000.0001) 2.500000000000000E+01, /* K = 1 */ |
| 1155 |
(PID.TID 0000.0001) 6.000000000000000E+01, /* K = 2 */ |
| 1156 |
(PID.TID 0000.0001) 8.500000000000000E+01, /* K = 3 */ |
| 1157 |
(PID.TID 0000.0001) 1.200000000000000E+02, /* K = 4 */ |
| 1158 |
(PID.TID 0000.0001) 1.650000000000000E+02, /* K = 5 */ |
| 1159 |
(PID.TID 0000.0001) 2.150000000000000E+02, /* K = 6 */ |
| 1160 |
(PID.TID 0000.0001) 2.650000000000000E+02, /* K = 7 */ |
| 1161 |
(PID.TID 0000.0001) 3.150000000000000E+02, /* K = 8 */ |
| 1162 |
(PID.TID 0000.0001) 3.650000000000000E+02, /* K = 9 */ |
| 1163 |
(PID.TID 0000.0001) 4.150000000000000E+02, /* K = 10 */ |
| 1164 |
(PID.TID 0000.0001) 4.650000000000000E+02, /* K = 11 */ |
| 1165 |
(PID.TID 0000.0001) 5.150000000000000E+02, /* K = 12 */ |
| 1166 |
(PID.TID 0000.0001) 5.650000000000000E+02, /* K = 13 */ |
| 1167 |
(PID.TID 0000.0001) 6.150000000000000E+02, /* K = 14 */ |
| 1168 |
(PID.TID 0000.0001) 6.650000000000000E+02 /* K = 15 */ |
| 1169 |
(PID.TID 0000.0001) ; |
| 1170 |
(PID.TID 0000.0001) drF = /* W spacing ( units of r ) */ |
| 1171 |
(PID.TID 0000.0001) 5.000000000000000E+01, /* K = 1 */ |
| 1172 |
(PID.TID 0000.0001) 7.000000000000000E+01, /* K = 2 */ |
| 1173 |
(PID.TID 0000.0001) 1.000000000000000E+02, /* K = 3 */ |
| 1174 |
(PID.TID 0000.0001) 1.400000000000000E+02, /* K = 4 */ |
| 1175 |
(PID.TID 0000.0001) 1.900000000000000E+02, /* K = 5 */ |
| 1176 |
(PID.TID 0000.0001) 2.400000000000000E+02, /* K = 6 */ |
| 1177 |
(PID.TID 0000.0001) 2.900000000000000E+02, /* K = 7 */ |
| 1178 |
(PID.TID 0000.0001) 3.400000000000000E+02, /* K = 8 */ |
| 1179 |
(PID.TID 0000.0001) 3.900000000000000E+02, /* K = 9 */ |
| 1180 |
(PID.TID 0000.0001) 4.400000000000000E+02, /* K = 10 */ |
| 1181 |
(PID.TID 0000.0001) 4.900000000000000E+02, /* K = 11 */ |
| 1182 |
(PID.TID 0000.0001) 5.400000000000000E+02, /* K = 12 */ |
| 1183 |
(PID.TID 0000.0001) 5.900000000000000E+02, /* K = 13 */ |
| 1184 |
(PID.TID 0000.0001) 6.400000000000000E+02, /* K = 14 */ |
| 1185 |
(PID.TID 0000.0001) 6.900000000000000E+02 /* K = 15 */ |
| 1186 |
(PID.TID 0000.0001) ; |
| 1187 |
(PID.TID 0000.0001) delX = /* U spacing ( m - cartesian, degrees - spherical ) */ |
| 1188 |
(PID.TID 0000.0001) 90 @ 4.000000000000000E+00 /* I = 1: 90 */ |
| 1189 |
(PID.TID 0000.0001) ; |
| 1190 |
(PID.TID 0000.0001) delY = /* V spacing ( m - cartesian, degrees - spherical ) */ |
| 1191 |
(PID.TID 0000.0001) 40 @ 4.000000000000000E+00 /* J = 1: 40 */ |
| 1192 |
(PID.TID 0000.0001) ; |
| 1193 |
(PID.TID 0000.0001) xgOrigin = /* X-axis origin of West edge (cartesian: m, lat-lon: deg.) */ |
| 1194 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1195 |
(PID.TID 0000.0001) ; |
| 1196 |
(PID.TID 0000.0001) ygOrigin = /* Y-axis origin of South edge (cartesian: m, lat-lon: deg.) */ |
| 1197 |
(PID.TID 0000.0001) -8.000000000000000E+01 |
| 1198 |
(PID.TID 0000.0001) ; |
| 1199 |
(PID.TID 0000.0001) rSphere = /* Radius ( ignored - cartesian, m - spherical ) */ |
| 1200 |
(PID.TID 0000.0001) 6.370000000000000E+06 |
| 1201 |
(PID.TID 0000.0001) ; |
| 1202 |
(PID.TID 0000.0001) deepAtmosphere = /* Deep/Shallow Atmosphere flag (True/False) */ |
| 1203 |
(PID.TID 0000.0001) F |
| 1204 |
(PID.TID 0000.0001) ; |
| 1205 |
(PID.TID 0000.0001) xC = /* xC(:,1,:,1) : P-point X coord ( deg. or m if cartesian) */ |
| 1206 |
(PID.TID 0000.0001) 2.000000000000000E+00, /* I = 1 */ |
| 1207 |
(PID.TID 0000.0001) 6.000000000000000E+00, /* I = 2 */ |
| 1208 |
(PID.TID 0000.0001) 1.000000000000000E+01, /* I = 3 */ |
| 1209 |
(PID.TID 0000.0001) . . . |
| 1210 |
(PID.TID 0000.0001) 8.200000000000000E+01, /* I = 21 */ |
| 1211 |
(PID.TID 0000.0001) 8.600000000000000E+01, /* I = 22 */ |
| 1212 |
(PID.TID 0000.0001) 9.000000000000000E+01, /* I = 23 */ |
| 1213 |
(PID.TID 0000.0001) 9.400000000000000E+01, /* I = 24 */ |
| 1214 |
(PID.TID 0000.0001) 9.800000000000000E+01, /* I = 25 */ |
| 1215 |
(PID.TID 0000.0001) 1.020000000000000E+02, /* I = 26 */ |
| 1216 |
(PID.TID 0000.0001) . . . |
| 1217 |
(PID.TID 0000.0001) 1.700000000000000E+02, /* I = 43 */ |
| 1218 |
(PID.TID 0000.0001) 1.740000000000000E+02, /* I = 44 */ |
| 1219 |
(PID.TID 0000.0001) 1.780000000000000E+02, /* I = 45 */ |
| 1220 |
(PID.TID 0000.0001) 1.820000000000000E+02, /* I = 46 */ |
| 1221 |
(PID.TID 0000.0001) 1.860000000000000E+02, /* I = 47 */ |
| 1222 |
(PID.TID 0000.0001) 1.900000000000000E+02, /* I = 48 */ |
| 1223 |
(PID.TID 0000.0001) . . . |
| 1224 |
(PID.TID 0000.0001) 2.580000000000000E+02, /* I = 65 */ |
| 1225 |
(PID.TID 0000.0001) 2.620000000000000E+02, /* I = 66 */ |
| 1226 |
(PID.TID 0000.0001) 2.660000000000000E+02, /* I = 67 */ |
| 1227 |
(PID.TID 0000.0001) 2.700000000000000E+02, /* I = 68 */ |
| 1228 |
(PID.TID 0000.0001) 2.740000000000000E+02, /* I = 69 */ |
| 1229 |
(PID.TID 0000.0001) 2.780000000000000E+02, /* I = 70 */ |
| 1230 |
(PID.TID 0000.0001) . . . |
| 1231 |
(PID.TID 0000.0001) 3.500000000000000E+02, /* I = 88 */ |
| 1232 |
(PID.TID 0000.0001) 3.540000000000000E+02, /* I = 89 */ |
| 1233 |
(PID.TID 0000.0001) 3.580000000000000E+02 /* I = 90 */ |
| 1234 |
(PID.TID 0000.0001) ; |
| 1235 |
(PID.TID 0000.0001) yC = /* yC(1,:,1,:) : P-point Y coord ( deg. or m if cartesian) */ |
| 1236 |
(PID.TID 0000.0001) -7.800000000000000E+01, /* J = 1 */ |
| 1237 |
(PID.TID 0000.0001) -7.400000000000000E+01, /* J = 2 */ |
| 1238 |
(PID.TID 0000.0001) -7.000000000000000E+01, /* J = 3 */ |
| 1239 |
(PID.TID 0000.0001) -6.600000000000000E+01, /* J = 4 */ |
| 1240 |
(PID.TID 0000.0001) -6.200000000000000E+01, /* J = 5 */ |
| 1241 |
(PID.TID 0000.0001) -5.800000000000000E+01, /* J = 6 */ |
| 1242 |
(PID.TID 0000.0001) -5.400000000000000E+01, /* J = 7 */ |
| 1243 |
(PID.TID 0000.0001) -5.000000000000000E+01, /* J = 8 */ |
| 1244 |
(PID.TID 0000.0001) -4.600000000000000E+01, /* J = 9 */ |
| 1245 |
(PID.TID 0000.0001) -4.200000000000000E+01, /* J = 10 */ |
| 1246 |
(PID.TID 0000.0001) -3.800000000000000E+01, /* J = 11 */ |
| 1247 |
(PID.TID 0000.0001) -3.400000000000000E+01, /* J = 12 */ |
| 1248 |
(PID.TID 0000.0001) -3.000000000000000E+01, /* J = 13 */ |
| 1249 |
(PID.TID 0000.0001) -2.600000000000000E+01, /* J = 14 */ |
| 1250 |
(PID.TID 0000.0001) -2.200000000000000E+01, /* J = 15 */ |
| 1251 |
(PID.TID 0000.0001) -1.800000000000000E+01, /* J = 16 */ |
| 1252 |
(PID.TID 0000.0001) -1.400000000000000E+01, /* J = 17 */ |
| 1253 |
(PID.TID 0000.0001) -1.000000000000000E+01, /* J = 18 */ |
| 1254 |
(PID.TID 0000.0001) -6.000000000000000E+00, /* J = 19 */ |
| 1255 |
(PID.TID 0000.0001) -2.000000000000000E+00, /* J = 20 */ |
| 1256 |
(PID.TID 0000.0001) 2.000000000000000E+00, /* J = 21 */ |
| 1257 |
(PID.TID 0000.0001) 6.000000000000000E+00, /* J = 22 */ |
| 1258 |
(PID.TID 0000.0001) 1.000000000000000E+01, /* J = 23 */ |
| 1259 |
(PID.TID 0000.0001) 1.400000000000000E+01, /* J = 24 */ |
| 1260 |
(PID.TID 0000.0001) 1.800000000000000E+01, /* J = 25 */ |
| 1261 |
(PID.TID 0000.0001) 2.200000000000000E+01, /* J = 26 */ |
| 1262 |
(PID.TID 0000.0001) 2.600000000000000E+01, /* J = 27 */ |
| 1263 |
(PID.TID 0000.0001) 3.000000000000000E+01, /* J = 28 */ |
| 1264 |
(PID.TID 0000.0001) 3.400000000000000E+01, /* J = 29 */ |
| 1265 |
(PID.TID 0000.0001) 3.800000000000000E+01, /* J = 30 */ |
| 1266 |
(PID.TID 0000.0001) 4.200000000000000E+01, /* J = 31 */ |
| 1267 |
(PID.TID 0000.0001) 4.600000000000000E+01, /* J = 32 */ |
| 1268 |
(PID.TID 0000.0001) 5.000000000000000E+01, /* J = 33 */ |
| 1269 |
(PID.TID 0000.0001) 5.400000000000000E+01, /* J = 34 */ |
| 1270 |
(PID.TID 0000.0001) 5.800000000000000E+01, /* J = 35 */ |
| 1271 |
(PID.TID 0000.0001) 6.200000000000000E+01, /* J = 36 */ |
| 1272 |
(PID.TID 0000.0001) 6.600000000000000E+01, /* J = 37 */ |
| 1273 |
(PID.TID 0000.0001) 7.000000000000000E+01, /* J = 38 */ |
| 1274 |
(PID.TID 0000.0001) 7.400000000000000E+01, /* J = 39 */ |
| 1275 |
(PID.TID 0000.0001) 7.800000000000000E+01 /* J = 40 */ |
| 1276 |
(PID.TID 0000.0001) ; |
| 1277 |
(PID.TID 0000.0001) rcoord = /* P-point R coordinate ( units of r ) */ |
| 1278 |
(PID.TID 0000.0001) -2.500000000000000E+01, /* K = 1 */ |
| 1279 |
(PID.TID 0000.0001) -8.500000000000000E+01, /* K = 2 */ |
| 1280 |
(PID.TID 0000.0001) -1.700000000000000E+02, /* K = 3 */ |
| 1281 |
(PID.TID 0000.0001) -2.900000000000000E+02, /* K = 4 */ |
| 1282 |
(PID.TID 0000.0001) -4.550000000000000E+02, /* K = 5 */ |
| 1283 |
(PID.TID 0000.0001) -6.700000000000000E+02, /* K = 6 */ |
| 1284 |
(PID.TID 0000.0001) -9.350000000000000E+02, /* K = 7 */ |
| 1285 |
(PID.TID 0000.0001) -1.250000000000000E+03, /* K = 8 */ |
| 1286 |
(PID.TID 0000.0001) -1.615000000000000E+03, /* K = 9 */ |
| 1287 |
(PID.TID 0000.0001) -2.030000000000000E+03, /* K = 10 */ |
| 1288 |
(PID.TID 0000.0001) -2.495000000000000E+03, /* K = 11 */ |
| 1289 |
(PID.TID 0000.0001) -3.010000000000000E+03, /* K = 12 */ |
| 1290 |
(PID.TID 0000.0001) -3.575000000000000E+03, /* K = 13 */ |
| 1291 |
(PID.TID 0000.0001) -4.190000000000000E+03, /* K = 14 */ |
| 1292 |
(PID.TID 0000.0001) -4.855000000000000E+03 /* K = 15 */ |
| 1293 |
(PID.TID 0000.0001) ; |
| 1294 |
(PID.TID 0000.0001) rF = /* W-Interf. R coordinate ( units of r ) */ |
| 1295 |
(PID.TID 0000.0001) 0.000000000000000E+00, /* K = 1 */ |
| 1296 |
(PID.TID 0000.0001) -5.000000000000000E+01, /* K = 2 */ |
| 1297 |
(PID.TID 0000.0001) -1.200000000000000E+02, /* K = 3 */ |
| 1298 |
(PID.TID 0000.0001) -2.200000000000000E+02, /* K = 4 */ |
| 1299 |
(PID.TID 0000.0001) -3.600000000000000E+02, /* K = 5 */ |
| 1300 |
(PID.TID 0000.0001) -5.500000000000000E+02, /* K = 6 */ |
| 1301 |
(PID.TID 0000.0001) -7.900000000000000E+02, /* K = 7 */ |
| 1302 |
(PID.TID 0000.0001) -1.080000000000000E+03, /* K = 8 */ |
| 1303 |
(PID.TID 0000.0001) -1.420000000000000E+03, /* K = 9 */ |
| 1304 |
(PID.TID 0000.0001) -1.810000000000000E+03, /* K = 10 */ |
| 1305 |
(PID.TID 0000.0001) -2.250000000000000E+03, /* K = 11 */ |
| 1306 |
(PID.TID 0000.0001) -2.740000000000000E+03, /* K = 12 */ |
| 1307 |
(PID.TID 0000.0001) -3.280000000000000E+03, /* K = 13 */ |
| 1308 |
(PID.TID 0000.0001) -3.870000000000000E+03, /* K = 14 */ |
| 1309 |
(PID.TID 0000.0001) -4.510000000000000E+03, /* K = 15 */ |
| 1310 |
(PID.TID 0000.0001) -5.200000000000000E+03 /* K = 16 */ |
| 1311 |
(PID.TID 0000.0001) ; |
| 1312 |
(PID.TID 0000.0001) deepFacC = /* deep-model grid factor @ cell-Center (-) */ |
| 1313 |
(PID.TID 0000.0001) 15 @ 1.000000000000000E+00 /* K = 1: 15 */ |
| 1314 |
(PID.TID 0000.0001) ; |
| 1315 |
(PID.TID 0000.0001) deepFacF = /* deep-model grid factor @ W-Interface (-) */ |
| 1316 |
(PID.TID 0000.0001) 16 @ 1.000000000000000E+00 /* K = 1: 16 */ |
| 1317 |
(PID.TID 0000.0001) ; |
| 1318 |
(PID.TID 0000.0001) rVel2wUnit = /* convert units: rVel -> wSpeed (=1 if z-coord)*/ |
| 1319 |
(PID.TID 0000.0001) 16 @ 1.000000000000000E+00 /* K = 1: 16 */ |
| 1320 |
(PID.TID 0000.0001) ; |
| 1321 |
(PID.TID 0000.0001) wUnit2rVel = /* convert units: wSpeed -> rVel (=1 if z-coord)*/ |
| 1322 |
(PID.TID 0000.0001) 16 @ 1.000000000000000E+00 /* K = 1: 16 */ |
| 1323 |
(PID.TID 0000.0001) ; |
| 1324 |
(PID.TID 0000.0001) dBdrRef = /* Vertical grad. of reference buoyancy [(m/s/r)^2] */ |
| 1325 |
(PID.TID 0000.0001) 15 @ 0.000000000000000E+00 /* K = 1: 15 */ |
| 1326 |
(PID.TID 0000.0001) ; |
| 1327 |
(PID.TID 0000.0001) rotateGrid = /* use rotated grid ( True/False ) */ |
| 1328 |
(PID.TID 0000.0001) F |
| 1329 |
(PID.TID 0000.0001) ; |
| 1330 |
(PID.TID 0000.0001) phiEuler = /* Euler angle, rotation about original z-coordinate [rad] */ |
| 1331 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1332 |
(PID.TID 0000.0001) ; |
| 1333 |
(PID.TID 0000.0001) thetaEuler = /* Euler angle, rotation about new x-coordinate [rad] */ |
| 1334 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1335 |
(PID.TID 0000.0001) ; |
| 1336 |
(PID.TID 0000.0001) psiEuler = /* Euler angle, rotation about new z-coordinate [rad] */ |
| 1337 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1338 |
(PID.TID 0000.0001) ; |
| 1339 |
(PID.TID 0000.0001) dxF = /* dxF(:,1,:,1) ( units: m ) */ |
| 1340 |
(PID.TID 0000.0001) 90 @ 9.246038586187513E+04 /* I = 1: 90 */ |
| 1341 |
(PID.TID 0000.0001) ; |
| 1342 |
(PID.TID 0000.0001) dxF = /* dxF(1,:,1,:) ( units: m ) */ |
| 1343 |
(PID.TID 0000.0001) 9.246038586187513E+04, /* J = 1 */ |
| 1344 |
(PID.TID 0000.0001) 1.225786591246834E+05, /* J = 2 */ |
| 1345 |
(PID.TID 0000.0001) 1.520997414818001E+05, /* J = 3 */ |
| 1346 |
(PID.TID 0000.0001) 1.808798091874300E+05, /* J = 4 */ |
| 1347 |
(PID.TID 0000.0001) 2.087786486446736E+05, /* J = 5 */ |
| 1348 |
(PID.TID 0000.0001) 2.356603395120765E+05, /* J = 6 */ |
| 1349 |
(PID.TID 0000.0001) 2.613939168938713E+05, /* J = 7 */ |
| 1350 |
(PID.TID 0000.0001) 2.858540093877838E+05, /* J = 8 */ |
| 1351 |
(PID.TID 0000.0001) 3.089214498819034E+05, /* J = 9 */ |
| 1352 |
(PID.TID 0000.0001) 3.304838561248741E+05, /* J = 10 */ |
| 1353 |
(PID.TID 0000.0001) 3.504361782409254E+05, /* J = 11 */ |
| 1354 |
(PID.TID 0000.0001) 3.686812105223082E+05, /* J = 12 */ |
| 1355 |
(PID.TID 0000.0001) 3.851300650057323E+05, /* J = 13 */ |
| 1356 |
(PID.TID 0000.0001) 3.997026045255871E+05, /* J = 14 */ |
| 1357 |
(PID.TID 0000.0001) 4.123278331341585E+05, /* J = 15 */ |
| 1358 |
(PID.TID 0000.0001) 4.229442419867491E+05, /* J = 16 */ |
| 1359 |
(PID.TID 0000.0001) 4.315001090065870E+05, /* J = 17 */ |
| 1360 |
(PID.TID 0000.0001) 4.379537508695838E+05, /* J = 18 */ |
| 1361 |
(PID.TID 0000.0001) 4.422737260813012E+05, /* J = 19 */ |
| 1362 |
(PID.TID 0000.0001) 2 @ 4.444389881567502E+05, /* J = 20: 21 */ |
| 1363 |
(PID.TID 0000.0001) 4.422737260813012E+05, /* J = 22 */ |
| 1364 |
(PID.TID 0000.0001) 4.379537508695838E+05, /* J = 23 */ |
| 1365 |
(PID.TID 0000.0001) 4.315001090065870E+05, /* J = 24 */ |
| 1366 |
(PID.TID 0000.0001) 4.229442419867491E+05, /* J = 25 */ |
| 1367 |
(PID.TID 0000.0001) 4.123278331341585E+05, /* J = 26 */ |
| 1368 |
(PID.TID 0000.0001) 3.997026045255871E+05, /* J = 27 */ |
| 1369 |
(PID.TID 0000.0001) 3.851300650057323E+05, /* J = 28 */ |
| 1370 |
(PID.TID 0000.0001) 3.686812105223082E+05, /* J = 29 */ |
| 1371 |
(PID.TID 0000.0001) 3.504361782409254E+05, /* J = 30 */ |
| 1372 |
(PID.TID 0000.0001) 3.304838561248741E+05, /* J = 31 */ |
| 1373 |
(PID.TID 0000.0001) 3.089214498819034E+05, /* J = 32 */ |
| 1374 |
(PID.TID 0000.0001) 2.858540093877838E+05, /* J = 33 */ |
| 1375 |
(PID.TID 0000.0001) 2.613939168938713E+05, /* J = 34 */ |
| 1376 |
(PID.TID 0000.0001) 2.356603395120765E+05, /* J = 35 */ |
| 1377 |
(PID.TID 0000.0001) 2.087786486446736E+05, /* J = 36 */ |
| 1378 |
(PID.TID 0000.0001) 1.808798091874300E+05, /* J = 37 */ |
| 1379 |
(PID.TID 0000.0001) 1.520997414818001E+05, /* J = 38 */ |
| 1380 |
(PID.TID 0000.0001) 1.225786591246834E+05, /* J = 39 */ |
| 1381 |
(PID.TID 0000.0001) 9.246038586187513E+04 /* J = 40 */ |
| 1382 |
(PID.TID 0000.0001) ; |
| 1383 |
(PID.TID 0000.0001) dyF = /* dyF(:,1,:,1) ( units: m ) */ |
| 1384 |
(PID.TID 0000.0001) 90 @ 4.447098934081552E+05 /* I = 1: 90 */ |
| 1385 |
(PID.TID 0000.0001) ; |
| 1386 |
(PID.TID 0000.0001) dyF = /* dyF(1,:,1,:) ( units: m ) */ |
| 1387 |
(PID.TID 0000.0001) 40 @ 4.447098934081552E+05 /* J = 1: 40 */ |
| 1388 |
(PID.TID 0000.0001) ; |
| 1389 |
(PID.TID 0000.0001) dxG = /* dxG(:,1,:,1) ( units: m ) */ |
| 1390 |
(PID.TID 0000.0001) 90 @ 7.722306258078101E+04 /* I = 1: 90 */ |
| 1391 |
(PID.TID 0000.0001) ; |
| 1392 |
(PID.TID 0000.0001) dxG = /* dxG(1,:,1,:) ( units: m ) */ |
| 1393 |
(PID.TID 0000.0001) 7.722306258078101E+04, /* J = 1 */ |
| 1394 |
(PID.TID 0000.0001) 1.075850604052271E+05, /* J = 2 */ |
| 1395 |
(PID.TID 0000.0001) 1.374229146297914E+05, /* J = 3 */ |
| 1396 |
(PID.TID 0000.0001) 1.665912582279823E+05, /* J = 4 */ |
| 1397 |
(PID.TID 0000.0001) 1.949479859617814E+05, /* J = 5 */ |
| 1398 |
(PID.TID 0000.0001) 2.223549467040777E+05, /* J = 6 */ |
| 1399 |
(PID.TID 0000.0001) 2.486786164970726E+05, /* J = 7 */ |
| 1400 |
(PID.TID 0000.0001) 2.737907490675810E+05, /* J = 8 */ |
| 1401 |
(PID.TID 0000.0001) 2.975690006299821E+05, /* J = 9 */ |
| 1402 |
(PID.TID 0000.0001) 3.198975259328452E+05, /* J = 10 */ |
| 1403 |
(PID.TID 0000.0001) 3.406675426453503E+05, /* J = 11 */ |
| 1404 |
(PID.TID 0000.0001) 3.597778613338690E+05, /* J = 12 */ |
| 1405 |
(PID.TID 0000.0001) 3.771353784467131E+05, /* J = 13 */ |
| 1406 |
(PID.TID 0000.0001) 3.926555299052806E+05, /* J = 14 */ |
| 1407 |
(PID.TID 0000.0001) 4.062627030917454E+05, /* J = 15 */ |
| 1408 |
(PID.TID 0000.0001) 4.178906052261313E+05, /* J = 16 */ |
| 1409 |
(PID.TID 0000.0001) 4.274825863380723E+05, /* J = 17 */ |
| 1410 |
(PID.TID 0000.0001) 4.349919152597734E+05, /* J = 18 */ |
| 1411 |
(PID.TID 0000.0001) 4.403820072955634E+05, /* J = 19 */ |
| 1412 |
(PID.TID 0000.0001) 4.436266024588540E+05, /* J = 20 */ |
| 1413 |
(PID.TID 0000.0001) 4.447098934081552E+05, /* J = 21 */ |
| 1414 |
(PID.TID 0000.0001) 4.436266024588540E+05, /* J = 22 */ |
| 1415 |
(PID.TID 0000.0001) 4.403820072955634E+05, /* J = 23 */ |
| 1416 |
(PID.TID 0000.0001) 4.349919152597734E+05, /* J = 24 */ |
| 1417 |
(PID.TID 0000.0001) 4.274825863380723E+05, /* J = 25 */ |
| 1418 |
(PID.TID 0000.0001) 4.178906052261313E+05, /* J = 26 */ |
| 1419 |
(PID.TID 0000.0001) 4.062627030917454E+05, /* J = 27 */ |
| 1420 |
(PID.TID 0000.0001) 3.926555299052806E+05, /* J = 28 */ |
| 1421 |
(PID.TID 0000.0001) 3.771353784467131E+05, /* J = 29 */ |
| 1422 |
(PID.TID 0000.0001) 3.597778613338690E+05, /* J = 30 */ |
| 1423 |
(PID.TID 0000.0001) 3.406675426453503E+05, /* J = 31 */ |
| 1424 |
(PID.TID 0000.0001) 3.198975259328452E+05, /* J = 32 */ |
| 1425 |
(PID.TID 0000.0001) 2.975690006299821E+05, /* J = 33 */ |
| 1426 |
(PID.TID 0000.0001) 2.737907490675810E+05, /* J = 34 */ |
| 1427 |
(PID.TID 0000.0001) 2.486786164970726E+05, /* J = 35 */ |
| 1428 |
(PID.TID 0000.0001) 2.223549467040777E+05, /* J = 36 */ |
| 1429 |
(PID.TID 0000.0001) 1.949479859617814E+05, /* J = 37 */ |
| 1430 |
(PID.TID 0000.0001) 1.665912582279823E+05, /* J = 38 */ |
| 1431 |
(PID.TID 0000.0001) 1.374229146297914E+05, /* J = 39 */ |
| 1432 |
(PID.TID 0000.0001) 1.075850604052271E+05 /* J = 40 */ |
| 1433 |
(PID.TID 0000.0001) ; |
| 1434 |
(PID.TID 0000.0001) dyG = /* dyG(:,1,:,1) ( units: m ) */ |
| 1435 |
(PID.TID 0000.0001) 90 @ 4.447098934081552E+05 /* I = 1: 90 */ |
| 1436 |
(PID.TID 0000.0001) ; |
| 1437 |
(PID.TID 0000.0001) dyG = /* dyG(1,:,1,:) ( units: m ) */ |
| 1438 |
(PID.TID 0000.0001) 40 @ 4.447098934081552E+05 /* J = 1: 40 */ |
| 1439 |
(PID.TID 0000.0001) ; |
| 1440 |
(PID.TID 0000.0001) dxC = /* dxC(:,1,:,1) ( units: m ) */ |
| 1441 |
(PID.TID 0000.0001) 90 @ 9.246038586187513E+04 /* I = 1: 90 */ |
| 1442 |
(PID.TID 0000.0001) ; |
| 1443 |
(PID.TID 0000.0001) dxC = /* dxC(1,:,1,:) ( units: m ) */ |
| 1444 |
(PID.TID 0000.0001) 9.246038586187513E+04, /* J = 1 */ |
| 1445 |
(PID.TID 0000.0001) 1.225786591246834E+05, /* J = 2 */ |
| 1446 |
(PID.TID 0000.0001) 1.520997414818001E+05, /* J = 3 */ |
| 1447 |
(PID.TID 0000.0001) 1.808798091874300E+05, /* J = 4 */ |
| 1448 |
(PID.TID 0000.0001) 2.087786486446736E+05, /* J = 5 */ |
| 1449 |
(PID.TID 0000.0001) 2.356603395120765E+05, /* J = 6 */ |
| 1450 |
(PID.TID 0000.0001) 2.613939168938713E+05, /* J = 7 */ |
| 1451 |
(PID.TID 0000.0001) 2.858540093877838E+05, /* J = 8 */ |
| 1452 |
(PID.TID 0000.0001) 3.089214498819034E+05, /* J = 9 */ |
| 1453 |
(PID.TID 0000.0001) 3.304838561248741E+05, /* J = 10 */ |
| 1454 |
(PID.TID 0000.0001) 3.504361782409254E+05, /* J = 11 */ |
| 1455 |
(PID.TID 0000.0001) 3.686812105223082E+05, /* J = 12 */ |
| 1456 |
(PID.TID 0000.0001) 3.851300650057323E+05, /* J = 13 */ |
| 1457 |
(PID.TID 0000.0001) 3.997026045255871E+05, /* J = 14 */ |
| 1458 |
(PID.TID 0000.0001) 4.123278331341585E+05, /* J = 15 */ |
| 1459 |
(PID.TID 0000.0001) 4.229442419867491E+05, /* J = 16 */ |
| 1460 |
(PID.TID 0000.0001) 4.315001090065870E+05, /* J = 17 */ |
| 1461 |
(PID.TID 0000.0001) 4.379537508695838E+05, /* J = 18 */ |
| 1462 |
(PID.TID 0000.0001) 4.422737260813012E+05, /* J = 19 */ |
| 1463 |
(PID.TID 0000.0001) 2 @ 4.444389881567502E+05, /* J = 20: 21 */ |
| 1464 |
(PID.TID 0000.0001) 4.422737260813012E+05, /* J = 22 */ |
| 1465 |
(PID.TID 0000.0001) 4.379537508695838E+05, /* J = 23 */ |
| 1466 |
(PID.TID 0000.0001) 4.315001090065870E+05, /* J = 24 */ |
| 1467 |
(PID.TID 0000.0001) 4.229442419867491E+05, /* J = 25 */ |
| 1468 |
(PID.TID 0000.0001) 4.123278331341585E+05, /* J = 26 */ |
| 1469 |
(PID.TID 0000.0001) 3.997026045255871E+05, /* J = 27 */ |
| 1470 |
(PID.TID 0000.0001) 3.851300650057323E+05, /* J = 28 */ |
| 1471 |
(PID.TID 0000.0001) 3.686812105223082E+05, /* J = 29 */ |
| 1472 |
(PID.TID 0000.0001) 3.504361782409254E+05, /* J = 30 */ |
| 1473 |
(PID.TID 0000.0001) 3.304838561248741E+05, /* J = 31 */ |
| 1474 |
(PID.TID 0000.0001) 3.089214498819034E+05, /* J = 32 */ |
| 1475 |
(PID.TID 0000.0001) 2.858540093877838E+05, /* J = 33 */ |
| 1476 |
(PID.TID 0000.0001) 2.613939168938713E+05, /* J = 34 */ |
| 1477 |
(PID.TID 0000.0001) 2.356603395120765E+05, /* J = 35 */ |
| 1478 |
(PID.TID 0000.0001) 2.087786486446736E+05, /* J = 36 */ |
| 1479 |
(PID.TID 0000.0001) 1.808798091874300E+05, /* J = 37 */ |
| 1480 |
(PID.TID 0000.0001) 1.520997414818001E+05, /* J = 38 */ |
| 1481 |
(PID.TID 0000.0001) 1.225786591246834E+05, /* J = 39 */ |
| 1482 |
(PID.TID 0000.0001) 9.246038586187513E+04 /* J = 40 */ |
| 1483 |
(PID.TID 0000.0001) ; |
| 1484 |
(PID.TID 0000.0001) dyC = /* dyC(:,1,:,1) ( units: m ) */ |
| 1485 |
(PID.TID 0000.0001) 90 @ 4.447098934081552E+05 /* I = 1: 90 */ |
| 1486 |
(PID.TID 0000.0001) ; |
| 1487 |
(PID.TID 0000.0001) dyC = /* dyC(1,:,1,:) ( units: m ) */ |
| 1488 |
(PID.TID 0000.0001) 40 @ 4.447098934081552E+05 /* J = 1: 40 */ |
| 1489 |
(PID.TID 0000.0001) ; |
| 1490 |
(PID.TID 0000.0001) dxV = /* dxV(:,1,:,1) ( units: m ) */ |
| 1491 |
(PID.TID 0000.0001) 90 @ 7.722306258078101E+04 /* I = 1: 90 */ |
| 1492 |
(PID.TID 0000.0001) ; |
| 1493 |
(PID.TID 0000.0001) dxV = /* dxV(1,:,1,:) ( units: m ) */ |
| 1494 |
(PID.TID 0000.0001) 7.722306258078101E+04, /* J = 1 */ |
| 1495 |
(PID.TID 0000.0001) 1.075850604052271E+05, /* J = 2 */ |
| 1496 |
(PID.TID 0000.0001) 1.374229146297914E+05, /* J = 3 */ |
| 1497 |
(PID.TID 0000.0001) 1.665912582279823E+05, /* J = 4 */ |
| 1498 |
(PID.TID 0000.0001) 1.949479859617814E+05, /* J = 5 */ |
| 1499 |
(PID.TID 0000.0001) 2.223549467040777E+05, /* J = 6 */ |
| 1500 |
(PID.TID 0000.0001) 2.486786164970726E+05, /* J = 7 */ |
| 1501 |
(PID.TID 0000.0001) 2.737907490675810E+05, /* J = 8 */ |
| 1502 |
(PID.TID 0000.0001) 2.975690006299821E+05, /* J = 9 */ |
| 1503 |
(PID.TID 0000.0001) 3.198975259328452E+05, /* J = 10 */ |
| 1504 |
(PID.TID 0000.0001) 3.406675426453503E+05, /* J = 11 */ |
| 1505 |
(PID.TID 0000.0001) 3.597778613338690E+05, /* J = 12 */ |
| 1506 |
(PID.TID 0000.0001) 3.771353784467131E+05, /* J = 13 */ |
| 1507 |
(PID.TID 0000.0001) 3.926555299052806E+05, /* J = 14 */ |
| 1508 |
(PID.TID 0000.0001) 4.062627030917454E+05, /* J = 15 */ |
| 1509 |
(PID.TID 0000.0001) 4.178906052261313E+05, /* J = 16 */ |
| 1510 |
(PID.TID 0000.0001) 4.274825863380723E+05, /* J = 17 */ |
| 1511 |
(PID.TID 0000.0001) 4.349919152597734E+05, /* J = 18 */ |
| 1512 |
(PID.TID 0000.0001) 4.403820072955634E+05, /* J = 19 */ |
| 1513 |
(PID.TID 0000.0001) 4.436266024588540E+05, /* J = 20 */ |
| 1514 |
(PID.TID 0000.0001) 4.447098934081552E+05, /* J = 21 */ |
| 1515 |
(PID.TID 0000.0001) 4.436266024588540E+05, /* J = 22 */ |
| 1516 |
(PID.TID 0000.0001) 4.403820072955634E+05, /* J = 23 */ |
| 1517 |
(PID.TID 0000.0001) 4.349919152597734E+05, /* J = 24 */ |
| 1518 |
(PID.TID 0000.0001) 4.274825863380723E+05, /* J = 25 */ |
| 1519 |
(PID.TID 0000.0001) 4.178906052261313E+05, /* J = 26 */ |
| 1520 |
(PID.TID 0000.0001) 4.062627030917454E+05, /* J = 27 */ |
| 1521 |
(PID.TID 0000.0001) 3.926555299052806E+05, /* J = 28 */ |
| 1522 |
(PID.TID 0000.0001) 3.771353784467131E+05, /* J = 29 */ |
| 1523 |
(PID.TID 0000.0001) 3.597778613338690E+05, /* J = 30 */ |
| 1524 |
(PID.TID 0000.0001) 3.406675426453503E+05, /* J = 31 */ |
| 1525 |
(PID.TID 0000.0001) 3.198975259328452E+05, /* J = 32 */ |
| 1526 |
(PID.TID 0000.0001) 2.975690006299821E+05, /* J = 33 */ |
| 1527 |
(PID.TID 0000.0001) 2.737907490675810E+05, /* J = 34 */ |
| 1528 |
(PID.TID 0000.0001) 2.486786164970726E+05, /* J = 35 */ |
| 1529 |
(PID.TID 0000.0001) 2.223549467040777E+05, /* J = 36 */ |
| 1530 |
(PID.TID 0000.0001) 1.949479859617814E+05, /* J = 37 */ |
| 1531 |
(PID.TID 0000.0001) 1.665912582279823E+05, /* J = 38 */ |
| 1532 |
(PID.TID 0000.0001) 1.374229146297914E+05, /* J = 39 */ |
| 1533 |
(PID.TID 0000.0001) 1.075850604052271E+05 /* J = 40 */ |
| 1534 |
(PID.TID 0000.0001) ; |
| 1535 |
(PID.TID 0000.0001) dyU = /* dyU(:,1,:,1) ( units: m ) */ |
| 1536 |
(PID.TID 0000.0001) 90 @ 4.447098934081552E+05 /* I = 1: 90 */ |
| 1537 |
(PID.TID 0000.0001) ; |
| 1538 |
(PID.TID 0000.0001) dyU = /* dyU(1,:,1,:) ( units: m ) */ |
| 1539 |
(PID.TID 0000.0001) 40 @ 4.447098934081552E+05 /* J = 1: 40 */ |
| 1540 |
(PID.TID 0000.0001) ; |
| 1541 |
(PID.TID 0000.0001) rA = /* rA (:,1,:,1) ( units: m^2 ) */ |
| 1542 |
(PID.TID 0000.0001) 90 @ 4.110969866729047E+10 /* I = 1: 90 */ |
| 1543 |
(PID.TID 0000.0001) ; |
| 1544 |
(PID.TID 0000.0001) rA = /* rA (1,:,1,:) ( units: m^2 ) */ |
| 1545 |
(PID.TID 0000.0001) 4.110969866729047E+10, /* J = 1 */ |
| 1546 |
(PID.TID 0000.0001) 5.450087291636665E+10, /* J = 2 */ |
| 1547 |
(PID.TID 0000.0001) 6.762652439100235E+10, /* J = 3 */ |
| 1548 |
(PID.TID 0000.0001) 8.042270623659998E+10, /* J = 4 */ |
| 1549 |
(PID.TID 0000.0001) 9.282707674147523E+10, /* J = 5 */ |
| 1550 |
(PID.TID 0000.0001) 1.047792030594103E+11, /* J = 6 */ |
| 1551 |
(PID.TID 0000.0001) 1.162208556324093E+11, /* J = 7 */ |
| 1552 |
(PID.TID 0000.0001) 1.270962918792468E+11, /* J = 8 */ |
| 1553 |
(PID.TID 0000.0001) 1.373525277677229E+11, /* J = 9 */ |
| 1554 |
(PID.TID 0000.0001) 1.469395959475426E+11, /* J = 10 */ |
| 1555 |
(PID.TID 0000.0001) 1.558107891862220E+11, /* J = 11 */ |
| 1556 |
(PID.TID 0000.0001) 1.639228879220326E+11, /* J = 12 */ |
| 1557 |
(PID.TID 0000.0001) 1.712363708253573E+11, /* J = 13 */ |
| 1558 |
(PID.TID 0000.0001) 1.777156073426415E+11, /* J = 14 */ |
| 1559 |
(PID.TID 0000.0001) 1.833290312848623E+11, /* J = 15 */ |
| 1560 |
(PID.TID 0000.0001) 1.880492946148330E+11, /* J = 16 */ |
| 1561 |
(PID.TID 0000.0001) 1.918534006840893E+11, /* J = 17 */ |
| 1562 |
(PID.TID 0000.0001) 1.947228162702492E+11, /* J = 18 */ |
| 1563 |
(PID.TID 0000.0001) 1.966435618690094E+11, /* J = 19 */ |
| 1564 |
(PID.TID 0000.0001) 2 @ 1.976062798008856E+11, /* J = 20: 21 */ |
| 1565 |
(PID.TID 0000.0001) 1.966435618690094E+11, /* J = 22 */ |
| 1566 |
(PID.TID 0000.0001) 1.947228162702492E+11, /* J = 23 */ |
| 1567 |
(PID.TID 0000.0001) 1.918534006840893E+11, /* J = 24 */ |
| 1568 |
(PID.TID 0000.0001) 1.880492946148330E+11, /* J = 25 */ |
| 1569 |
(PID.TID 0000.0001) 1.833290312848623E+11, /* J = 26 */ |
| 1570 |
(PID.TID 0000.0001) 1.777156073426415E+11, /* J = 27 */ |
| 1571 |
(PID.TID 0000.0001) 1.712363708253573E+11, /* J = 28 */ |
| 1572 |
(PID.TID 0000.0001) 1.639228879220326E+11, /* J = 29 */ |
| 1573 |
(PID.TID 0000.0001) 1.558107891862220E+11, /* J = 30 */ |
| 1574 |
(PID.TID 0000.0001) 1.469395959475426E+11, /* J = 31 */ |
| 1575 |
(PID.TID 0000.0001) 1.373525277677229E+11, /* J = 32 */ |
| 1576 |
(PID.TID 0000.0001) 1.270962918792468E+11, /* J = 33 */ |
| 1577 |
(PID.TID 0000.0001) 1.162208556324093E+11, /* J = 34 */ |
| 1578 |
(PID.TID 0000.0001) 1.047792030594103E+11, /* J = 35 */ |
| 1579 |
(PID.TID 0000.0001) 9.282707674147523E+10, /* J = 36 */ |
| 1580 |
(PID.TID 0000.0001) 8.042270623659998E+10, /* J = 37 */ |
| 1581 |
(PID.TID 0000.0001) 6.762652439100235E+10, /* J = 38 */ |
| 1582 |
(PID.TID 0000.0001) 5.450087291636665E+10, /* J = 39 */ |
| 1583 |
(PID.TID 0000.0001) 4.110969866729047E+10 /* J = 40 */ |
| 1584 |
(PID.TID 0000.0001) ; |
| 1585 |
(PID.TID 0000.0001) rAw = /* rAw(:,1,:,1) ( units: m^2 ) */ |
| 1586 |
(PID.TID 0000.0001) 90 @ 4.110969866729047E+10 /* I = 1: 90 */ |
| 1587 |
(PID.TID 0000.0001) ; |
| 1588 |
(PID.TID 0000.0001) rAw = /* rAw(1,:,1,:) ( units: m^2 ) */ |
| 1589 |
(PID.TID 0000.0001) 4.110969866729047E+10, /* J = 1 */ |
| 1590 |
(PID.TID 0000.0001) 5.450087291636665E+10, /* J = 2 */ |
| 1591 |
(PID.TID 0000.0001) 6.762652439100235E+10, /* J = 3 */ |
| 1592 |
(PID.TID 0000.0001) 8.042270623659998E+10, /* J = 4 */ |
| 1593 |
(PID.TID 0000.0001) 9.282707674147523E+10, /* J = 5 */ |
| 1594 |
(PID.TID 0000.0001) 1.047792030594103E+11, /* J = 6 */ |
| 1595 |
(PID.TID 0000.0001) 1.162208556324093E+11, /* J = 7 */ |
| 1596 |
(PID.TID 0000.0001) 1.270962918792468E+11, /* J = 8 */ |
| 1597 |
(PID.TID 0000.0001) 1.373525277677229E+11, /* J = 9 */ |
| 1598 |
(PID.TID 0000.0001) 1.469395959475426E+11, /* J = 10 */ |
| 1599 |
(PID.TID 0000.0001) 1.558107891862220E+11, /* J = 11 */ |
| 1600 |
(PID.TID 0000.0001) 1.639228879220326E+11, /* J = 12 */ |
| 1601 |
(PID.TID 0000.0001) 1.712363708253573E+11, /* J = 13 */ |
| 1602 |
(PID.TID 0000.0001) 1.777156073426415E+11, /* J = 14 */ |
| 1603 |
(PID.TID 0000.0001) 1.833290312848623E+11, /* J = 15 */ |
| 1604 |
(PID.TID 0000.0001) 1.880492946148330E+11, /* J = 16 */ |
| 1605 |
(PID.TID 0000.0001) 1.918534006840893E+11, /* J = 17 */ |
| 1606 |
(PID.TID 0000.0001) 1.947228162702492E+11, /* J = 18 */ |
| 1607 |
(PID.TID 0000.0001) 1.966435618690094E+11, /* J = 19 */ |
| 1608 |
(PID.TID 0000.0001) 2 @ 1.976062798008856E+11, /* J = 20: 21 */ |
| 1609 |
(PID.TID 0000.0001) 1.966435618690094E+11, /* J = 22 */ |
| 1610 |
(PID.TID 0000.0001) 1.947228162702492E+11, /* J = 23 */ |
| 1611 |
(PID.TID 0000.0001) 1.918534006840893E+11, /* J = 24 */ |
| 1612 |
(PID.TID 0000.0001) 1.880492946148330E+11, /* J = 25 */ |
| 1613 |
(PID.TID 0000.0001) 1.833290312848623E+11, /* J = 26 */ |
| 1614 |
(PID.TID 0000.0001) 1.777156073426415E+11, /* J = 27 */ |
| 1615 |
(PID.TID 0000.0001) 1.712363708253573E+11, /* J = 28 */ |
| 1616 |
(PID.TID 0000.0001) 1.639228879220326E+11, /* J = 29 */ |
| 1617 |
(PID.TID 0000.0001) 1.558107891862220E+11, /* J = 30 */ |
| 1618 |
(PID.TID 0000.0001) 1.469395959475426E+11, /* J = 31 */ |
| 1619 |
(PID.TID 0000.0001) 1.373525277677229E+11, /* J = 32 */ |
| 1620 |
(PID.TID 0000.0001) 1.270962918792468E+11, /* J = 33 */ |
| 1621 |
(PID.TID 0000.0001) 1.162208556324093E+11, /* J = 34 */ |
| 1622 |
(PID.TID 0000.0001) 1.047792030594103E+11, /* J = 35 */ |
| 1623 |
(PID.TID 0000.0001) 9.282707674147523E+10, /* J = 36 */ |
| 1624 |
(PID.TID 0000.0001) 8.042270623659998E+10, /* J = 37 */ |
| 1625 |
(PID.TID 0000.0001) 6.762652439100235E+10, /* J = 38 */ |
| 1626 |
(PID.TID 0000.0001) 5.450087291636665E+10, /* J = 39 */ |
| 1627 |
(PID.TID 0000.0001) 4.110969866729047E+10 /* J = 40 */ |
| 1628 |
(PID.TID 0000.0001) ; |
| 1629 |
(PID.TID 0000.0001) rAs = /* rAs(:,1,:,1) ( units: m^2 ) */ |
| 1630 |
(PID.TID 0000.0001) 90 @ 3.433488626798250E+10 /* I = 1: 90 */ |
| 1631 |
(PID.TID 0000.0001) ; |
| 1632 |
(PID.TID 0000.0001) rAs = /* rAs(1,:,1,:) ( units: m^2 ) */ |
| 1633 |
(PID.TID 0000.0001) 3.433488626798250E+10, /* J = 1 */ |
| 1634 |
(PID.TID 0000.0001) 4.783442523123625E+10, /* J = 2 */ |
| 1635 |
(PID.TID 0000.0001) 6.110091968306414E+10, /* J = 3 */ |
| 1636 |
(PID.TID 0000.0001) 7.406973659603818E+10, /* J = 4 */ |
| 1637 |
(PID.TID 0000.0001) 8.667769319778079E+10, /* J = 5 */ |
| 1638 |
(PID.TID 0000.0001) 9.886336479107463E+10, /* J = 6 */ |
| 1639 |
(PID.TID 0000.0001) 1.105673840088173E+11, /* J = 7 */ |
| 1640 |
(PID.TID 0000.0001) 1.217327300458638E+11, /* J = 8 */ |
| 1641 |
(PID.TID 0000.0001) 1.323050064586578E+11, /* J = 9 */ |
| 1642 |
(PID.TID 0000.0001) 1.422327061792377E+11, /* J = 10 */ |
| 1643 |
(PID.TID 0000.0001) 1.514674624524945E+11, /* J = 11 */ |
| 1644 |
(PID.TID 0000.0001) 1.599642844741385E+11, /* J = 12 */ |
| 1645 |
(PID.TID 0000.0001) 1.676817765813788E+11, /* J = 13 */ |
| 1646 |
(PID.TID 0000.0001) 1.745823399284268E+11, /* J = 14 */ |
| 1647 |
(PID.TID 0000.0001) 1.806323556642996E+11, /* J = 15 */ |
| 1648 |
(PID.TID 0000.0001) 1.858023487204767E+11, /* J = 16 */ |
| 1649 |
(PID.TID 0000.0001) 1.900671314104743E+11, /* J = 17 */ |
| 1650 |
(PID.TID 0000.0001) 1.934059261417216E+11, /* J = 18 */ |
| 1651 |
(PID.TID 0000.0001) 1.958024666419019E+11, /* J = 19 */ |
| 1652 |
(PID.TID 0000.0001) 1.972450772065981E+11, /* J = 20 */ |
| 1653 |
(PID.TID 0000.0001) 1.977267295821495E+11, /* J = 21 */ |
| 1654 |
(PID.TID 0000.0001) 1.972450772065981E+11, /* J = 22 */ |
| 1655 |
(PID.TID 0000.0001) 1.958024666419019E+11, /* J = 23 */ |
| 1656 |
(PID.TID 0000.0001) 1.934059261417216E+11, /* J = 24 */ |
| 1657 |
(PID.TID 0000.0001) 1.900671314104743E+11, /* J = 25 */ |
| 1658 |
(PID.TID 0000.0001) 1.858023487204767E+11, /* J = 26 */ |
| 1659 |
(PID.TID 0000.0001) 1.806323556642996E+11, /* J = 27 */ |
| 1660 |
(PID.TID 0000.0001) 1.745823399284268E+11, /* J = 28 */ |
| 1661 |
(PID.TID 0000.0001) 1.676817765813788E+11, /* J = 29 */ |
| 1662 |
(PID.TID 0000.0001) 1.599642844741385E+11, /* J = 30 */ |
| 1663 |
(PID.TID 0000.0001) 1.514674624524945E+11, /* J = 31 */ |
| 1664 |
(PID.TID 0000.0001) 1.422327061792377E+11, /* J = 32 */ |
| 1665 |
(PID.TID 0000.0001) 1.323050064586578E+11, /* J = 33 */ |
| 1666 |
(PID.TID 0000.0001) 1.217327300458638E+11, /* J = 34 */ |
| 1667 |
(PID.TID 0000.0001) 1.105673840088173E+11, /* J = 35 */ |
| 1668 |
(PID.TID 0000.0001) 9.886336479107463E+10, /* J = 36 */ |
| 1669 |
(PID.TID 0000.0001) 8.667769319778079E+10, /* J = 37 */ |
| 1670 |
(PID.TID 0000.0001) 7.406973659603818E+10, /* J = 38 */ |
| 1671 |
(PID.TID 0000.0001) 6.110091968306414E+10, /* J = 39 */ |
| 1672 |
(PID.TID 0000.0001) 4.783442523123625E+10 /* J = 40 */ |
| 1673 |
(PID.TID 0000.0001) ; |
| 1674 |
(PID.TID 0000.0001) globalArea = /* Integrated horizontal Area (m^2) */ |
| 1675 |
(PID.TID 0000.0001) 3.335490855875365E+14 |
| 1676 |
(PID.TID 0000.0001) ; |
| 1677 |
(PID.TID 0000.0001) // ======================================================= |
| 1678 |
(PID.TID 0000.0001) // End of Model config. summary |
| 1679 |
(PID.TID 0000.0001) // ======================================================= |
| 1680 |
(PID.TID 0000.0001) |
| 1681 |
(PID.TID 0000.0001) == Packages configuration : Check & print summary == |
| 1682 |
(PID.TID 0000.0001) |
| 1683 |
(PID.TID 0000.0001) GMREDI_CHECK: #define GMREDI |
| 1684 |
(PID.TID 0000.0001) GM_AdvForm = /* if FALSE => use SkewFlux Form */ |
| 1685 |
(PID.TID 0000.0001) F |
| 1686 |
(PID.TID 0000.0001) ; |
| 1687 |
(PID.TID 0000.0001) GM_InMomAsStress = /* if TRUE => apply as Eddy Stress */ |
| 1688 |
(PID.TID 0000.0001) F |
| 1689 |
(PID.TID 0000.0001) ; |
| 1690 |
(PID.TID 0000.0001) GM_AdvSeparate = /* Calc Bolus & Euler Adv. separately */ |
| 1691 |
(PID.TID 0000.0001) F |
| 1692 |
(PID.TID 0000.0001) ; |
| 1693 |
(PID.TID 0000.0001) GM_ExtraDiag = /* Tensor Extra Diag (line 1&2) non 0 */ |
| 1694 |
(PID.TID 0000.0001) F |
| 1695 |
(PID.TID 0000.0001) ; |
| 1696 |
(PID.TID 0000.0001) GM_isopycK = /* Background Isopyc. Diffusivity [m^2/s] */ |
| 1697 |
(PID.TID 0000.0001) 1.000000000000000E+03 |
| 1698 |
(PID.TID 0000.0001) ; |
| 1699 |
(PID.TID 0000.0001) GM_skewflx*K = /* Background GM_SkewFlx Diffusivity [m^2/s] */ |
| 1700 |
(PID.TID 0000.0001) 1.000000000000000E+03 |
| 1701 |
(PID.TID 0000.0001) ; |
| 1702 |
(PID.TID 0000.0001) GM_advec*K = /* Backg. GM-Advec(=Bolus) Diffusivity [m^2/s]*/ |
| 1703 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1704 |
(PID.TID 0000.0001) ; |
| 1705 |
(PID.TID 0000.0001) GM_Kmin_horiz = /* Minimum Horizontal Diffusivity [m^2/s] */ |
| 1706 |
(PID.TID 0000.0001) 5.000000000000000E+01 |
| 1707 |
(PID.TID 0000.0001) ; |
| 1708 |
(PID.TID 0000.0001) GM_Visbeck_alpha = /* Visbeck alpha coeff. [-] */ |
| 1709 |
(PID.TID 0000.0001) 0.000000000000000E+00 |
| 1710 |
(PID.TID 0000.0001) ; |
| 1711 |
(PID.TID 0000.0001) GM_Small_Number = /* epsilon used in slope calc */ |
| 1712 |
(PID.TID 0000.0001) 9.999999999999999E-21 |
| 1713 |
(PID.TID 0000.0001) ; |
| 1714 |
(PID.TID 0000.0001) GM_slopeSqCutoff = /* Slope^2 cut-off value */ |
| 1715 |
(PID.TID 0000.0001) 1.000000000000000E+48 |
| 1716 |
(PID.TID 0000.0001) ; |
| 1717 |
(PID.TID 0000.0001) GM_taper_scheme = /* Type of Tapering/Clipping scheme */ |
| 1718 |
(PID.TID 0000.0001) 'gkw91 ' |
| 1719 |
(PID.TID 0000.0001) ; |
| 1720 |
(PID.TID 0000.0001) GM_maxSlope = /* Maximum Slope (Tapering/Clipping) */ |
| 1721 |
(PID.TID 0000.0001) 1.000000000000000E-02 |
| 1722 |
(PID.TID 0000.0001) ; |
| 1723 |
(PID.TID 0000.0001) GM_facTrL2dz = /* Minimum Trans.Layer Thick. (factor of dz) */ |
| 1724 |
(PID.TID 0000.0001) 1.000000000000000E+00 |
| 1725 |
(PID.TID 0000.0001) ; |
| 1726 |
(PID.TID 0000.0001) GM_facTrL2ML = /* Max.Trans.Layer Thick. (factor of MxL Depth)*/ |
| 1727 |
(PID.TID 0000.0001) 5.000000000000000E+00 |
| 1728 |
(PID.TID 0000.0001) ; |
| 1729 |
(PID.TID 0000.0001) GM_maxTransLay = /* Maximum Transition Layer Thickness [m] */ |
| 1730 |
(PID.TID 0000.0001) 5.000000000000000E+02 |
| 1731 |
(PID.TID 0000.0001) ; |
| 1732 |
(PID.TID 0000.0001) GM_UseBVP = /* if TRUE => use bvp a la Ferrari et al. (2010) */ |
| 1733 |
(PID.TID 0000.0001) F |
| 1734 |
(PID.TID 0000.0001) ; |
| 1735 |
(PID.TID 0000.0001) GM_BVP_ModeNumber = /* Vertical mode number for BVP wave speed */ |
| 1736 |
(PID.TID 0000.0001) 1 |
| 1737 |
(PID.TID 0000.0001) ; |
| 1738 |
(PID.TID 0000.0001) GM_BVP_cMin = /* Minimum wave speed for BVP [m/s] */ |
| 1739 |
(PID.TID 0000.0001) 1.000000000000000E-01 |
| 1740 |
(PID.TID 0000.0001) ; |
| 1741 |
(PID.TID 0000.0001) GM_useSubMeso = /* if TRUE => use Sub-Meso param. (B.Fox-Kemper) */ |
| 1742 |
(PID.TID 0000.0001) F |
| 1743 |
(PID.TID 0000.0001) ; |
| 1744 |
(PID.TID 0000.0001) subMeso_Ceff = /* efficiency coeff. of Mixed-Layer Eddies [-] */ |
| 1745 |
(PID.TID 0000.0001) 7.000000000000001E-02 |
| 1746 |
(PID.TID 0000.0001) ; |
| 1747 |
(PID.TID 0000.0001) subMeso_invTau = /* inverse of Sub-Meso mixing time-scale [/s] */ |
| 1748 |
(PID.TID 0000.0001) 2.000000000000000E-06 |
| 1749 |
(PID.TID 0000.0001) ; |
| 1750 |
(PID.TID 0000.0001) subMeso_LfMin = /* minimum length-scale "Lf" [m] */ |
| 1751 |
(PID.TID 0000.0001) 1.000000000000000E+03 |
| 1752 |
(PID.TID 0000.0001) ; |
| 1753 |
(PID.TID 0000.0001) subMeso_Lmax = /* maximum grid-scale length [m] */ |
| 1754 |
(PID.TID 0000.0001) 1.100000000000000E+05 |
| 1755 |
(PID.TID 0000.0001) ; |
| 1756 |
(PID.TID 0000.0001) CTRL_CHECK: ctrl package |
| 1757 |
(PID.TID 0000.0001) COST_CHECK: cost package |
| 1758 |
(PID.TID 0000.0001) GRDCHK_CHECK: grdchk package |
| 1759 |
(PID.TID 0000.0001) GAD_CHECK: #define ALLOW_GENERIC_ADVDIFF |
| 1760 |
(PID.TID 0000.0001) // ======================================================= |
| 1761 |
(PID.TID 0000.0001) // CONFIG_CHECK : Normal End |
| 1762 |
(PID.TID 0000.0001) // ======================================================= |
| 1763 |
(PID.TID 0000.0001) |
| 1764 |
(PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 |
| 1765 |
(PID.TID 0000.0001) |
| 1766 |
(PID.TID 0000.0001) Start initial hydrostatic pressure computation |
| 1767 |
(PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC |
| 1768 |
(PID.TID 0000.0001) |
| 1769 |
(PID.TID 0000.0001) // ======================================================= |
| 1770 |
(PID.TID 0000.0001) // Begin MONITOR dynamic field statistics |
| 1771 |
(PID.TID 0000.0001) // ======================================================= |
| 1772 |
(PID.TID 0000.0001) %MON time_tsnumber = 0 |
| 1773 |
(PID.TID 0000.0001) %MON time_secondsf = 0.0000000000000E+00 |
| 1774 |
(PID.TID 0000.0001) %MON dynstat_eta_max = 0.0000000000000E+00 |
| 1775 |
(PID.TID 0000.0001) %MON dynstat_eta_min = 0.0000000000000E+00 |
| 1776 |
(PID.TID 0000.0001) %MON dynstat_eta_mean = 0.0000000000000E+00 |
| 1777 |
(PID.TID 0000.0001) %MON dynstat_eta_sd = 0.0000000000000E+00 |
| 1778 |
(PID.TID 0000.0001) %MON dynstat_eta_del2 = 0.0000000000000E+00 |
| 1779 |
(PID.TID 0000.0001) %MON dynstat_uvel_max = 0.0000000000000E+00 |
| 1780 |
(PID.TID 0000.0001) %MON dynstat_uvel_min = 0.0000000000000E+00 |
| 1781 |
(PID.TID 0000.0001) %MON dynstat_uvel_mean = 0.0000000000000E+00 |
| 1782 |
(PID.TID 0000.0001) %MON dynstat_uvel_sd = 0.0000000000000E+00 |
| 1783 |
(PID.TID 0000.0001) %MON dynstat_uvel_del2 = 0.0000000000000E+00 |
| 1784 |
(PID.TID 0000.0001) %MON dynstat_vvel_max = 0.0000000000000E+00 |
| 1785 |
(PID.TID 0000.0001) %MON dynstat_vvel_min = 0.0000000000000E+00 |
| 1786 |
(PID.TID 0000.0001) %MON dynstat_vvel_mean = 0.0000000000000E+00 |
| 1787 |
(PID.TID 0000.0001) %MON dynstat_vvel_sd = 0.0000000000000E+00 |
| 1788 |
(PID.TID 0000.0001) %MON dynstat_vvel_del2 = 0.0000000000000E+00 |
| 1789 |
(PID.TID 0000.0001) %MON dynstat_wvel_max = -0.0000000000000E+00 |
| 1790 |
(PID.TID 0000.0001) %MON dynstat_wvel_min = -0.0000000000000E+00 |
| 1791 |
(PID.TID 0000.0001) %MON dynstat_wvel_mean = 0.0000000000000E+00 |
| 1792 |
(PID.TID 0000.0001) %MON dynstat_wvel_sd = 0.0000000000000E+00 |
| 1793 |
(PID.TID 0000.0001) %MON dynstat_wvel_del2 = 0.0000000000000E+00 |
| 1794 |
(PID.TID 0000.0001) %MON dynstat_theta_max = 2.9329580307007E+01 |
| 1795 |
(PID.TID 0000.0001) %MON dynstat_theta_min = -1.8507585525513E+00 |
| 1796 |
(PID.TID 0000.0001) %MON dynstat_theta_mean = 3.4385862740244E+00 |
| 1797 |
(PID.TID 0000.0001) %MON dynstat_theta_sd = 4.1126810597647E+00 |
| 1798 |
(PID.TID 0000.0001) %MON dynstat_theta_del2 = 5.2167403232002E-03 |
| 1799 |
(PID.TID 0000.0001) %MON dynstat_salt_max = 3.7439460754395E+01 |
| 1800 |
(PID.TID 0000.0001) %MON dynstat_salt_min = 3.1028352737427E+01 |
| 1801 |
(PID.TID 0000.0001) %MON dynstat_salt_mean = 3.4715046474649E+01 |
| 1802 |
(PID.TID 0000.0001) %MON dynstat_salt_sd = 2.7634376761929E-01 |
| 1803 |
(PID.TID 0000.0001) %MON dynstat_salt_del2 = 8.6201567836572E-04 |
| 1804 |
(PID.TID 0000.0001) %MON dynstat_sst_max = 2.9329580307007E+01 |
| 1805 |
(PID.TID 0000.0001) %MON dynstat_sst_min = -1.6685600280762E+00 |
| 1806 |
(PID.TID 0000.0001) %MON dynstat_sst_mean = 1.8594263769391E+01 |
| 1807 |
(PID.TID 0000.0001) %MON dynstat_sst_sd = 9.1650029901491E+00 |
| 1808 |
(PID.TID 0000.0001) %MON dynstat_sst_del2 = 2.5285957321204E-02 |
| 1809 |
(PID.TID 0000.0001) %MON dynstat_sss_max = 3.7439460754395E+01 |
| 1810 |
(PID.TID 0000.0001) %MON dynstat_sss_min = 3.1028352737427E+01 |
| 1811 |
(PID.TID 0000.0001) %MON dynstat_sss_mean = 3.4857417798106E+01 |
| 1812 |
(PID.TID 0000.0001) %MON dynstat_sss_sd = 9.3856650790078E-01 |
| 1813 |
(PID.TID 0000.0001) %MON dynstat_sss_del2 = 7.1164020534050E-03 |
| 1814 |
(PID.TID 0000.0001) %MON forcing_qnet_max = 0.0000000000000E+00 |
| 1815 |
(PID.TID 0000.0001) %MON forcing_qnet_min = 0.0000000000000E+00 |
| 1816 |
(PID.TID 0000.0001) %MON forcing_qnet_mean = 0.0000000000000E+00 |
| 1817 |
(PID.TID 0000.0001) %MON forcing_qnet_sd = 0.0000000000000E+00 |
| 1818 |
(PID.TID 0000.0001) %MON forcing_qnet_del2 = 0.0000000000000E+00 |
| 1819 |
(PID.TID 0000.0001) %MON forcing_qsw_max = 0.0000000000000E+00 |
| 1820 |
(PID.TID 0000.0001) %MON forcing_qsw_min = 0.0000000000000E+00 |
| 1821 |
(PID.TID 0000.0001) %MON forcing_qsw_mean = 0.0000000000000E+00 |
| 1822 |
(PID.TID 0000.0001) %MON forcing_qsw_sd = 0.0000000000000E+00 |
| 1823 |
(PID.TID 0000.0001) %MON forcing_qsw_del2 = 0.0000000000000E+00 |
| 1824 |
(PID.TID 0000.0001) %MON forcing_empmr_max = 0.0000000000000E+00 |
| 1825 |
(PID.TID 0000.0001) %MON forcing_empmr_min = 0.0000000000000E+00 |
| 1826 |
(PID.TID 0000.0001) %MON forcing_empmr_mean = 0.0000000000000E+00 |
| 1827 |
(PID.TID 0000.0001) %MON forcing_empmr_sd = 0.0000000000000E+00 |
| 1828 |
(PID.TID 0000.0001) %MON forcing_empmr_del2 = 0.0000000000000E+00 |
| 1829 |
(PID.TID 0000.0001) %MON forcing_fu_max = 1.6004334390163E-01 |
| 1830 |
(PID.TID 0000.0001) %MON forcing_fu_min = -1.0329221189022E-01 |
| 1831 |
(PID.TID 0000.0001) %MON forcing_fu_mean = 4.1280488583042E-03 |
| 1832 |
(PID.TID 0000.0001) %MON forcing_fu_sd = 5.5800359441598E-02 |
| 1833 |
(PID.TID 0000.0001) %MON forcing_fu_del2 = 3.2370368543277E-04 |
| 1834 |
(PID.TID 0000.0001) %MON forcing_fv_max = 8.4633164107800E-02 |
| 1835 |
(PID.TID 0000.0001) %MON forcing_fv_min = -7.0490099489689E-02 |
| 1836 |
(PID.TID 0000.0001) %MON forcing_fv_mean = 2.8803575798275E-03 |
| 1837 |
(PID.TID 0000.0001) %MON forcing_fv_sd = 2.2193297771215E-02 |
| 1838 |
(PID.TID 0000.0001) %MON forcing_fv_del2 = 2.1170835219132E-04 |
| 1839 |
(PID.TID 0000.0001) %MON advcfl_uvel_max = 0.0000000000000E+00 |
| 1840 |
(PID.TID 0000.0001) %MON advcfl_vvel_max = 0.0000000000000E+00 |
| 1841 |
(PID.TID 0000.0001) %MON advcfl_wvel_max = 0.0000000000000E+00 |
| 1842 |
(PID.TID 0000.0001) %MON advcfl_W_hf_max = 0.0000000000000E+00 |
| 1843 |
(PID.TID 0000.0001) %MON pe_b_mean = 0.0000000000000E+00 |
| 1844 |
(PID.TID 0000.0001) %MON ke_max = 0.0000000000000E+00 |
| 1845 |
(PID.TID 0000.0001) %MON ke_mean = 0.0000000000000E+00 |
| 1846 |
(PID.TID 0000.0001) %MON ke_vol = 1.4101703507226E+18 |
| 1847 |
(PID.TID 0000.0001) %MON vort_r_min = 0.0000000000000E+00 |
| 1848 |
(PID.TID 0000.0001) %MON vort_r_max = 0.0000000000000E+00 |
| 1849 |
(PID.TID 0000.0001) %MON vort_a_mean = -1.9976608796703E-05 |
| 1850 |
(PID.TID 0000.0001) %MON vort_a_sd = 7.3718720794771E-05 |
| 1851 |
(PID.TID 0000.0001) %MON vort_p_mean = -2.3730263022062E-05 |
| 1852 |
(PID.TID 0000.0001) %MON vort_p_sd = 1.0369776513329E-04 |
| 1853 |
(PID.TID 0000.0001) %MON surfExpan_theta_mean = 0.0000000000000E+00 |
| 1854 |
(PID.TID 0000.0001) %MON surfExpan_salt_mean = 0.0000000000000E+00 |
| 1855 |
(PID.TID 0000.0001) // ======================================================= |
| 1856 |
(PID.TID 0000.0001) // End MONITOR dynamic field statistics |
| 1857 |
(PID.TID 0000.0001) // ======================================================= |
| 1858 |
SH 5.2213892178558012 23.296536408581801 |
| 1859 |
NH 10.477982531836687 25.564398561832434 |
| 1860 |
(PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F |
| 1861 |
cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 |
| 1862 |
SH 5.2201194813001734 23.297498110483730 |
| 1863 |
NH 10.466538306882399 25.565240031177893 |
| 1864 |
cg2d: Sum(rhs),rhsMax = 1.34510458327242E-14 8.72197575655387E+00 |
| 1865 |
SH 5.2213217366822278 23.295110541783401 |
| 1866 |
NH 10.461108876579829 25.564424809914442 |
| 1867 |
cg2d: Sum(rhs),rhsMax = 1.23737825541426E-13 8.58491923240257E+00 |
| 1868 |
SH 5.2239758527201161 23.292330991848473 |
| 1869 |
NH 10.454544438170274 25.562857148937155 |
| 1870 |
cg2d: Sum(rhs),rhsMax = 1.79526532528840E-13 8.57300301452757E+00 |
| 1871 |
SH 5.2277890242648937 23.291025332157801 |
| 1872 |
NH 10.447075395367449 25.560581831928403 |
| 1873 |
cg2d: Sum(rhs),rhsMax = 1.14856041344424E-13 8.54199816412785E+00 |
| 1874 |
SH 5.2323630972755382 23.291656354054112 |
| 1875 |
NH 10.438753008306207 25.558131387204696 |
| 1876 |
cg2d: Sum(rhs),rhsMax = 3.23518989375771E-13 8.39983291285460E+00 |
| 1877 |
SH 5.2374226153361292 23.293835175661229 |
| 1878 |
NH 10.429688799623705 25.556353938299310 |
| 1879 |
cg2d: Sum(rhs),rhsMax = 3.25940663348234E-13 8.14938897866035E+00 |
| 1880 |
SH 5.2428098519675359 23.296876966114610 |
| 1881 |
NH 10.420249419348920 25.555836778851869 |
| 1882 |
cg2d: Sum(rhs),rhsMax = 4.08305333987613E-13 7.83063879768700E+00 |
| 1883 |
SH 5.2484301144941696 23.300155030698079 |
| 1884 |
NH 10.410965029195040 25.556641789184368 |
| 1885 |
cg2d: Sum(rhs),rhsMax = 4.94493335168045E-13 7.50867967598465E+00 |
| 1886 |
SH 5.2542041359492941 23.303266303870714 |
| 1887 |
NH 10.402332418694868 25.558401819850985 |
| 1888 |
cg2d: Sum(rhs),rhsMax = 4.93403928825131E-13 7.13635421945481E+00 |
| 1889 |
SH 5.2600399099036395 23.306034378293475 |
| 1890 |
NH 10.394646890277841 25.560572845205797 |
| 1891 |
cg2d: Sum(rhs),rhsMax = 6.35373698099073E-13 6.72826174090870E+00 |
| 1892 |
SH 5.2658237553761751 23.308436294575813 |
| 1893 |
NH 10.387931796005716 25.562670281538317 |
| 1894 |
cg2d: Sum(rhs),rhsMax = 4.03788114056169E-13 6.29061611247720E+00 |
| 1895 |
SH 5.2714235394728348 23.310527091229915 |
| 1896 |
NH 10.381968237103536 25.564392021505057 |
| 1897 |
cg2d: Sum(rhs),rhsMax = 2.56683563293336E-13 5.82354057585761E+00 |
| 1898 |
SH 5.2766969400194057 23.312391248058475 |
| 1899 |
NH 10.376388653533922 25.565627357111339 |
| 1900 |
cg2d: Sum(rhs),rhsMax = 3.06546454886814E-13 5.32772671031818E+00 |
| 1901 |
SH 5.2815003385481987 23.314118302141765 |
| 1902 |
NH 10.370786591431056 25.566397306321107 |
| 1903 |
cg2d: Sum(rhs),rhsMax = 4.52568538200637E-13 4.81328439449789E+00 |
| 1904 |
SH 5.2856965016658819 23.315790314925948 |
| 1905 |
NH 10.364805610096198 25.566780027675406 |
| 1906 |
cg2d: Sum(rhs),rhsMax = 4.11275180578485E-13 4.27688077868653E+00 |
| 1907 |
SH 5.2891603915413157 23.317473118939176 |
| 1908 |
NH 10.358190016883384 25.566855652924460 |
| 1909 |
cg2d: Sum(rhs),rhsMax = 5.72458747072346E-13 4.08273968506829E+00 |
| 1910 |
SH 5.2917830540431510 23.319209962725836 |
| 1911 |
NH 10.350797384894520 25.566681379427052 |
| 1912 |
cg2d: Sum(rhs),rhsMax = 4.42354486374086E-13 4.69596425101010E+00 |
| 1913 |
SH 5.2934738052695707 23.321019314889838 |
| 1914 |
NH 10.342582254673175 25.566293875024883 |
| 1915 |
cg2d: Sum(rhs),rhsMax = 3.69072827854922E-13 5.24143688984593E+00 |
| 1916 |
SH 5.2941611378271887 23.322897857983492 |
| 1917 |
NH 10.333566201914152 25.565715210821566 |
| 1918 |
cg2d: Sum(rhs),rhsMax = 3.31762395333612E-13 5.71014649701825E+00 |
| 1919 |
(PID.TID 0000.0001) // Time-average data written, t-step 20 |
| 1920 |
(PID.TID 0000.0001) |
| 1921 |
SH 5.2937928006026596 23.324827392881105 |
| 1922 |
NH 10.323806191065387 25.564962980497398 |
| 1923 |
cg2d: Sum(rhs),rhsMax = 2.67730282388356E-13 6.09339485459147E+00 |
| 1924 |
SH 5.2923353380821254 23.326782805700020 |
| 1925 |
NH 10.313369586342560 25.564059363899105 |
| 1926 |
cg2d: Sum(rhs),rhsMax = 1.77469150486331E-13 6.38332974936056E+00 |
| 1927 |
SH 5.2897732843981089 23.328738408978893 |
| 1928 |
NH 10.302319331652029 25.563033143475138 |
| 1929 |
cg2d: Sum(rhs),rhsMax = 2.65648614217184E-13 6.57170770873123E+00 |
| 1930 |
SH 5.2861090303890137 23.330671249381282 |
| 1931 |
NH 10.290709121999498 25.561915909912386 |
| 1932 |
cg2d: Sum(rhs),rhsMax = 2.29385954675365E-13 6.89836981154885E+00 |
| 1933 |
SH 5.2813650993334136 23.332561515461521 |
| 1934 |
NH 10.278586387169241 25.560790217238491 |
| 1935 |
cg2d: Sum(rhs),rhsMax = 4.39204228541712E-13 7.30176005928820E+00 |
| 1936 |
SH 5.2755883086360313 23.334391206406849 |
| 1937 |
NH 10.266000968420144 25.559650527255030 |
| 1938 |
cg2d: Sum(rhs),rhsMax = 4.76958750272871E-13 7.63271204857980E+00 |
| 1939 |
SH 5.2688532380099105 23.336142572144922 |
| 1940 |
NH 10.253015199394895 25.558501776291621 |
| 1941 |
cg2d: Sum(rhs),rhsMax = 5.30339661075629E-13 7.88368954103447E+00 |
| 1942 |
SH 5.2612519122608887 23.337797327993201 |
| 1943 |
NH 10.239734075530862 25.557342929907804 |
| 1944 |
cg2d: Sum(rhs),rhsMax = 6.70893895993174E-13 8.05184512310246E+00 |
| 1945 |
SH 5.2528520298396870 23.339337039741281 |
| 1946 |
NH 10.226597641769445 25.556168891780146 |
| 1947 |
cg2d: Sum(rhs),rhsMax = 8.42319269889202E-13 8.13470799635288E+00 |
| 1948 |
SH 5.2437308398605751 23.340744459724306 |
| 1949 |
NH 10.212899105326585 25.554976075617674 |
| 1950 |
cg2d: Sum(rhs),rhsMax = 1.00851271778168E-12 8.13230625996658E+00 |
| 1951 |
SH 5.2339840639273802 23.342005394479941 |
| 1952 |
NH 10.198879555789176 25.553763658366336 |
| 1953 |
cg2d: Sum(rhs),rhsMax = 9.97514570943991E-13 8.04713418588045E+00 |
| 1954 |
SH 5.2237464109099392 23.343110360053515 |
| 1955 |
NH 10.184517899288608 25.552539734522611 |
| 1956 |
cg2d: Sum(rhs),rhsMax = 1.14076109669625E-12 7.88324085548532E+00 |
| 1957 |
SH 5.2131568106809141 23.344055571474826 |
| 1958 |
NH 10.169938671035084 25.551321188070403 |
| 1959 |
cg2d: Sum(rhs),rhsMax = 1.06376712993850E-12 7.64697396231798E+00 |
| 1960 |
SH 5.2023497356822759 23.344842931067319 |
| 1961 |
NH 10.155237768245456 25.550126197029158 |
| 1962 |
cg2d: Sum(rhs),rhsMax = 1.10172287959287E-12 7.34576345425539E+00 |
| 1963 |
SH 5.1914598579580797 23.345479148986954 |
| 1964 |
NH 10.140495466288996 25.548981127996342 |
| 1965 |
cg2d: Sum(rhs),rhsMax = 1.06911701713841E-12 6.98666247271537E+00 |
| 1966 |
SH 5.1806232971593431 23.345974261493893 |
| 1967 |
NH 10.125792370141994 25.547905863394931 |
| 1968 |
cg2d: Sum(rhs),rhsMax = 1.07781145120001E-12 6.57967688909440E+00 |
| 1969 |
SH 5.1699782724725196 23.346339872151702 |
| 1970 |
NH 10.111255236598936 25.546920691359787 |
| 1971 |
cg2d: Sum(rhs),rhsMax = 1.04967423641966E-12 6.13093584282923E+00 |
| 1972 |
SH 5.1596595608059488 23.346587480415280 |
| 1973 |
NH 10.097008386937205 25.546039858503605 |
| 1974 |
cg2d: Sum(rhs),rhsMax = 1.12416326247811E-12 5.65138446255542E+00 |
| 1975 |
SH 5.1497959633100550 23.346727169757060 |
| 1976 |
NH 10.083188375232680 25.545270992104008 |
| 1977 |
cg2d: Sum(rhs),rhsMax = 1.22839932670260E-12 5.41147372875118E+00 |
| 1978 |
SH 5.1405019237366218 23.346766820228368 |
| 1979 |
NH 10.069740859043520 25.544616144128327 |
| 1980 |
cg2d: Sum(rhs),rhsMax = 1.18417775585300E-12 6.03631493655282E+00 |
| 1981 |
(PID.TID 0000.0001) // Time-average data written, t-step 40 |
| 1982 |
(PID.TID 0000.0001) |
| 1983 |
SH 5.1318886344257635 23.346711872545313 |
| 1984 |
NH 10.056700502476360 25.544072653285355 |
| 1985 |
cg2d: Sum(rhs),rhsMax = 9.45854505829402E-13 6.60486688840702E+00 |
| 1986 |
SH 5.1240509679444699 23.346565627693280 |
| 1987 |
NH 10.044126025000594 25.543635473169502 |
| 1988 |
cg2d: Sum(rhs),rhsMax = 7.78259401368331E-13 7.10840570369448E+00 |
| 1989 |
SH 5.1170763996782966 23.346329868751809 |
| 1990 |
NH 10.032272673011050 25.543299283831402 |
| 1991 |
cg2d: Sum(rhs),rhsMax = 7.91609833239448E-13 7.53948025354033E+00 |
| 1992 |
SH 5.1110281765082277 23.346005699787895 |
| 1993 |
NH 10.021623188046078 25.543060363250390 |
| 1994 |
cg2d: Sum(rhs),rhsMax = 5.38930011728667E-13 7.89200581459178E+00 |
| 1995 |
SH 5.1059575284193670 23.345594361813880 |
| 1996 |
NH 10.012000184268459 25.542920322847749 |
| 1997 |
cg2d: Sum(rhs),rhsMax = 7.30776550383894E-13 8.16153503284351E+00 |
| 1998 |
SH 5.1018867419407457 23.345097975449221 |
| 1999 |
NH 10.002542762571181 25.542881666501330 |
| 2000 |
cg2d: Sum(rhs),rhsMax = 9.95120652547143E-13 8.34518940891349E+00 |
| 2001 |
SH 5.0988200463425528 23.344520041810370 |
| 2002 |
NH 9.9936592330388976 25.542949019406649 |
| 2003 |
cg2d: Sum(rhs),rhsMax = 1.09038819640084E-12 8.44169060068847E+00 |
| 2004 |
SH 5.0967360494290119 23.343865745230744 |
| 2005 |
NH 9.9853705755130022 25.543128862186848 |
| 2006 |
cg2d: Sum(rhs),rhsMax = 1.14145151663969E-12 8.58290100893960E+00 |
| 2007 |
SH 5.0955998252028962 23.343142017742764 |
| 2008 |
NH 9.9777378963098045 25.543428007760269 |
| 2009 |
cg2d: Sum(rhs),rhsMax = 1.38102029811904E-12 8.82948846633102E+00 |
| 2010 |
SH 5.0953709550405506 23.342357428714081 |
| 2011 |
NH 9.9709727624880884 25.543851775233804 |
| 2012 |
cg2d: Sum(rhs),rhsMax = 1.77583295291051E-12 8.98947149794561E+00 |
| 2013 |
SH 5.0960010578610309 23.341521961810372 |
| 2014 |
NH 9.9652655728315835 25.544403074837305 |
| 2015 |
cg2d: Sum(rhs),rhsMax = 1.47861931032445E-12 9.06327526872528E+00 |
| 2016 |
SH 5.0974354432336213 23.340646688542620 |
| 2017 |
NH 9.9611076714455180 25.545081220444331 |
| 2018 |
cg2d: Sum(rhs),rhsMax = 1.35565864090026E-12 9.05291617906969E+00 |
| 2019 |
SH 5.0996025179459821 23.339743409424045 |
| 2020 |
NH 9.9578556320807365 25.545882286919834 |
| 2021 |
cg2d: Sum(rhs),rhsMax = 1.24715168747791E-12 8.96087215299851E+00 |
| 2022 |
SH 5.1024244195000961 23.338824265150549 |
| 2023 |
NH 9.9539899260337279 25.546796332584847 |
| 2024 |
cg2d: Sum(rhs),rhsMax = 1.18829251993802E-12 8.79027967641253E+00 |
| 2025 |
SH 5.1058079019076672 23.337901397118628 |
| 2026 |
NH 9.9506238955197546 25.547806935260098 |
| 2027 |
cg2d: Sum(rhs),rhsMax = 1.16912729497543E-12 8.54488907751481E+00 |
| 2028 |
SH 5.1096574632395573 23.336986607757012 |
| 2029 |
NH 9.9477349532201060 25.548899256003722 |
| 2030 |
cg2d: Sum(rhs),rhsMax = 1.05964889640653E-12 8.22904590407866E+00 |
| 2031 |
SH 5.1138666787769012 23.336091086722320 |
| 2032 |
NH 9.9465201081384862 25.550056232571251 |
| 2033 |
cg2d: Sum(rhs),rhsMax = 1.10216696880272E-12 7.84751964225792E+00 |
| 2034 |
SH 5.1183303241091380 23.335225144804610 |
| 2035 |
NH 9.9445691332830393 25.551263835701661 |
| 2036 |
cg2d: Sum(rhs),rhsMax = 1.21357091042995E-12 7.40543434200199E+00 |
| 2037 |
SH 5.1229369172036741 23.334398008352821 |
| 2038 |
NH 9.9430455183479012 25.552502670949480 |
| 2039 |
cg2d: Sum(rhs),rhsMax = 1.39925571129851E-12 6.90840770974627E+00 |
| 2040 |
SH 5.1275793018391482 23.333617627066872 |
| 2041 |
NH 9.9418902890795380 25.553760817256887 |
| 2042 |
cg2d: Sum(rhs),rhsMax = 1.52771545414154E-12 6.36238439593457E+00 |
| 2043 |
(PID.TID 0000.0001) cg2d_init_res = 1.94991372198695E-01 |
| 2044 |
(PID.TID 0000.0001) cg2d_iters = 87 |
| 2045 |
(PID.TID 0000.0001) cg2d_res = 6.69823184102310E-14 |
| 2046 |
(PID.TID 0000.0001) // ======================================================= |
| 2047 |
(PID.TID 0000.0001) // Begin MONITOR dynamic field statistics |
| 2048 |
(PID.TID 0000.0001) // ======================================================= |
| 2049 |
(PID.TID 0000.0001) %MON time_tsnumber = 60 |
| 2050 |
(PID.TID 0000.0001) %MON time_secondsf = 2.5920000000000E+06 |
| 2051 |
(PID.TID 0000.0001) %MON dynstat_eta_max = 1.2759685746780E+00 |
| 2052 |
(PID.TID 0000.0001) %MON dynstat_eta_min = -1.6227229972223E+00 |
| 2053 |
(PID.TID 0000.0001) %MON dynstat_eta_mean = -1.6492811244513E-14 |
| 2054 |
(PID.TID 0000.0001) %MON dynstat_eta_sd = 5.3142784627227E-01 |
| 2055 |
(PID.TID 0000.0001) %MON dynstat_eta_del2 = 2.3055579184416E-03 |
| 2056 |
(PID.TID 0000.0001) %MON dynstat_uvel_max = 2.1675644681788E-01 |
| 2057 |
(PID.TID 0000.0001) %MON dynstat_uvel_min = -3.3312786806524E-01 |
| 2058 |
(PID.TID 0000.0001) %MON dynstat_uvel_mean = 4.7065782964335E-04 |
| 2059 |
(PID.TID 0000.0001) %MON dynstat_uvel_sd = 1.5761215097025E-02 |
| 2060 |
(PID.TID 0000.0001) %MON dynstat_uvel_del2 = 1.0677503227590E-04 |
| 2061 |
(PID.TID 0000.0001) %MON dynstat_vvel_max = 3.0512650011549E-01 |
| 2062 |
(PID.TID 0000.0001) %MON dynstat_vvel_min = -4.3300491946661E-01 |
| 2063 |
(PID.TID 0000.0001) %MON dynstat_vvel_mean = -3.1737479569590E-05 |
| 2064 |
(PID.TID 0000.0001) %MON dynstat_vvel_sd = 1.4302384074292E-02 |
| 2065 |
(PID.TID 0000.0001) %MON dynstat_vvel_del2 = 1.2783322881163E-04 |
| 2066 |
(PID.TID 0000.0001) %MON dynstat_wvel_max = 8.3857934975092E-04 |
| 2067 |
(PID.TID 0000.0001) %MON dynstat_wvel_min = -4.0733491328546E-04 |
| 2068 |
(PID.TID 0000.0001) %MON dynstat_wvel_mean = 1.1417632187935E-22 |
| 2069 |
(PID.TID 0000.0001) %MON dynstat_wvel_sd = 3.7449075849130E-05 |
| 2070 |
(PID.TID 0000.0001) %MON dynstat_wvel_del2 = 3.7767706923668E-07 |
| 2071 |
(PID.TID 0000.0001) %MON dynstat_theta_max = 2.8796494539970E+01 |
| 2072 |
(PID.TID 0000.0001) %MON dynstat_theta_min = -2.5301571755260E+00 |
| 2073 |
(PID.TID 0000.0001) %MON dynstat_theta_mean = 3.4376916405572E+00 |
| 2074 |
(PID.TID 0000.0001) %MON dynstat_theta_sd = 4.1080233418764E+00 |
| 2075 |
(PID.TID 0000.0001) %MON dynstat_theta_del2 = 4.4954198947623E-03 |
| 2076 |
(PID.TID 0000.0001) %MON dynstat_salt_max = 3.7461687412327E+01 |
| 2077 |
(PID.TID 0000.0001) %MON dynstat_salt_min = 3.1085234255445E+01 |
| 2078 |
(PID.TID 0000.0001) %MON dynstat_salt_mean = 3.4715029865567E+01 |
| 2079 |
(PID.TID 0000.0001) %MON dynstat_salt_sd = 2.7626973772551E-01 |
| 2080 |
(PID.TID 0000.0001) %MON dynstat_salt_del2 = 8.1927370630181E-04 |
| 2081 |
(PID.TID 0000.0001) %MON dynstat_sst_max = 2.8796494539970E+01 |
| 2082 |
(PID.TID 0000.0001) %MON dynstat_sst_min = -1.5963045809145E+00 |
| 2083 |
(PID.TID 0000.0001) %MON dynstat_sst_mean = 1.8534528421813E+01 |
| 2084 |
(PID.TID 0000.0001) %MON dynstat_sst_sd = 9.1616954879768E+00 |
| 2085 |
(PID.TID 0000.0001) %MON dynstat_sst_del2 = 1.9352857926901E-02 |
| 2086 |
(PID.TID 0000.0001) %MON dynstat_sss_max = 3.7461687412327E+01 |
| 2087 |
(PID.TID 0000.0001) %MON dynstat_sss_min = 3.1085234255445E+01 |
| 2088 |
(PID.TID 0000.0001) %MON dynstat_sss_mean = 3.4861403367431E+01 |
| 2089 |
(PID.TID 0000.0001) %MON dynstat_sss_sd = 9.4589918119814E-01 |
| 2090 |
(PID.TID 0000.0001) %MON dynstat_sss_del2 = 6.7968839668569E-03 |
| 2091 |
(PID.TID 0000.0001) %MON forcing_qnet_max = 7.8568697208305E+01 |
| 2092 |
(PID.TID 0000.0001) %MON forcing_qnet_min = -3.3831367324873E+01 |
| 2093 |
(PID.TID 0000.0001) %MON forcing_qnet_mean = -1.1480323764744E+00 |
| 2094 |
(PID.TID 0000.0001) %MON forcing_qnet_sd = 1.6945265588451E+01 |
| 2095 |
(PID.TID 0000.0001) %MON forcing_qnet_del2 = 9.6362994447362E-02 |
| 2096 |
(PID.TID 0000.0001) %MON forcing_qsw_max = 0.0000000000000E+00 |
| 2097 |
(PID.TID 0000.0001) %MON forcing_qsw_min = 0.0000000000000E+00 |
| 2098 |
(PID.TID 0000.0001) %MON forcing_qsw_mean = 0.0000000000000E+00 |
| 2099 |
(PID.TID 0000.0001) %MON forcing_qsw_sd = 0.0000000000000E+00 |
| 2100 |
(PID.TID 0000.0001) %MON forcing_qsw_del2 = 0.0000000000000E+00 |
| 2101 |
(PID.TID 0000.0001) %MON forcing_empmr_max = 3.7600374110707E-05 |
| 2102 |
(PID.TID 0000.0001) %MON forcing_empmr_min = -2.9685016686068E-05 |
| 2103 |
(PID.TID 0000.0001) %MON forcing_empmr_mean = 1.4208375872388E-06 |
| 2104 |
(PID.TID 0000.0001) %MON forcing_empmr_sd = 1.1923373923198E-05 |
| 2105 |
(PID.TID 0000.0001) %MON forcing_empmr_del2 = 7.4400852469102E-08 |
| 2106 |
(PID.TID 0000.0001) %MON forcing_fu_max = 1.6004334390163E-01 |
| 2107 |
(PID.TID 0000.0001) %MON forcing_fu_min = -1.0329221189022E-01 |
| 2108 |
(PID.TID 0000.0001) %MON forcing_fu_mean = 4.1280488583042E-03 |
| 2109 |
(PID.TID 0000.0001) %MON forcing_fu_sd = 5.5800359441598E-02 |
| 2110 |
(PID.TID 0000.0001) %MON forcing_fu_del2 = 3.2370368543277E-04 |
| 2111 |
(PID.TID 0000.0001) %MON forcing_fv_max = 8.4633164107800E-02 |
| 2112 |
(PID.TID 0000.0001) %MON forcing_fv_min = -7.0490099489689E-02 |
| 2113 |
(PID.TID 0000.0001) %MON forcing_fv_mean = 2.8803575798275E-03 |
| 2114 |
(PID.TID 0000.0001) %MON forcing_fv_sd = 2.2193297771215E-02 |
| 2115 |
(PID.TID 0000.0001) %MON forcing_fv_del2 = 2.1170835219132E-04 |
| 2116 |
(PID.TID 0000.0001) %MON advcfl_uvel_max = 3.2538952806283E-02 |
| 2117 |
(PID.TID 0000.0001) %MON advcfl_vvel_max = 4.2062955644185E-02 |
| 2118 |
(PID.TID 0000.0001) %MON advcfl_wvel_max = 8.6126937244627E-02 |
| 2119 |
(PID.TID 0000.0001) %MON advcfl_W_hf_max = 9.8660299977011E-02 |
| 2120 |
(PID.TID 0000.0001) %MON pe_b_mean = 3.2765424682864E-04 |
| 2121 |
(PID.TID 0000.0001) %MON ke_max = 5.4835152003477E-02 |
| 2122 |
(PID.TID 0000.0001) %MON ke_mean = 2.0784944732441E-04 |
| 2123 |
(PID.TID 0000.0001) %MON ke_vol = 1.4101703507226E+18 |
| 2124 |
(PID.TID 0000.0001) %MON vort_r_min = -1.1168304101919E-06 |
| 2125 |
(PID.TID 0000.0001) %MON vort_r_max = 1.0949699649271E-06 |
| 2126 |
(PID.TID 0000.0001) %MON vort_a_mean = -1.9976608796703E-05 |
| 2127 |
(PID.TID 0000.0001) %MON vort_a_sd = 7.3718758643668E-05 |
| 2128 |
(PID.TID 0000.0001) %MON vort_p_mean = -2.3730263022062E-05 |
| 2129 |
(PID.TID 0000.0001) %MON vort_p_sd = 1.0369738673784E-04 |
| 2130 |
(PID.TID 0000.0001) %MON surfExpan_theta_mean = 1.8896589017670E-08 |
| 2131 |
(PID.TID 0000.0001) %MON surfExpan_salt_mean = 2.1381383585457E-08 |
| 2132 |
(PID.TID 0000.0001) // ======================================================= |
| 2133 |
(PID.TID 0000.0001) // End MONITOR dynamic field statistics |
| 2134 |
(PID.TID 0000.0001) // ======================================================= |
| 2135 |
(PID.TID 0000.0001) // Time-average data written, t-step 60 |
| 2136 |
(PID.TID 0000.0001) |
| 2137 |
(PID.TID 0000.0001) %CHECKPOINT 60 ckptA |
| 2138 |
--> objf_test(bi,bj) = 0.000000000000000D+00 |
| 2139 |
--> objf_tracer(bi,bj) = 0.000000000000000D+00 |
| 2140 |
--> objf_atl(bi,bj) = -0.492261139769933D-01 |
| 2141 |
local fc = -0.492261139769933D-01 |
| 2142 |
global fc = -0.492261139769933D-01 |
| 2143 |
SH 5.2213892178558012 23.296536408581801 |
| 2144 |
NH 10.477982531836687 25.564398561832434 |
| 2145 |
(PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F |
| 2146 |
cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 |
| 2147 |
SH 5.2201194813001734 23.297498110483730 |
| 2148 |
NH 10.466538306882399 25.565240031177893 |
| 2149 |
cg2d: Sum(rhs),rhsMax = 1.34510458327242E-14 8.72197575655387E+00 |
| 2150 |
SH 5.2213217366822278 23.295110541783401 |
| 2151 |
NH 10.461108876579829 25.564424809914442 |
| 2152 |
cg2d: Sum(rhs),rhsMax = 1.23737825541426E-13 8.58491923240257E+00 |
| 2153 |
SH 5.2239758527201161 23.292330991848473 |
| 2154 |
NH 10.454544438170274 25.562857148937155 |
| 2155 |
cg2d: Sum(rhs),rhsMax = 1.79526532528840E-13 8.57300301452757E+00 |
| 2156 |
SH 5.2277890242648937 23.291025332157801 |
| 2157 |
NH 10.447075395367449 25.560581831928403 |
| 2158 |
cg2d: Sum(rhs),rhsMax = 1.14856041344424E-13 8.54199816412785E+00 |
| 2159 |
SH 5.2323630972755382 23.291656354054112 |
| 2160 |
NH 10.438753008306207 25.558131387204696 |
| 2161 |
cg2d: Sum(rhs),rhsMax = 3.23518989375771E-13 8.39983291285460E+00 |
| 2162 |
SH 5.2374226153361292 23.293835175661229 |
| 2163 |
NH 10.429688799623705 25.556353938299310 |
| 2164 |
cg2d: Sum(rhs),rhsMax = 3.25940663348234E-13 8.14938897866035E+00 |
| 2165 |
SH 5.2428098519675359 23.296876966114610 |
| 2166 |
NH 10.420249419348920 25.555836778851869 |
| 2167 |
cg2d: Sum(rhs),rhsMax = 4.08305333987613E-13 7.83063879768700E+00 |
| 2168 |
SH 5.2484301144941696 23.300155030698079 |
| 2169 |
NH 10.410965029195040 25.556641789184368 |
| 2170 |
cg2d: Sum(rhs),rhsMax = 4.94493335168045E-13 7.50867967598465E+00 |
| 2171 |
SH 5.2542041359492941 23.303266303870714 |
| 2172 |
NH 10.402332418694868 25.558401819850985 |
| 2173 |
cg2d: Sum(rhs),rhsMax = 4.93403928825131E-13 7.13635421945481E+00 |
| 2174 |
SH 5.2600399099036395 23.306034378293475 |
| 2175 |
NH 10.394646890277841 25.560572845205797 |
| 2176 |
cg2d: Sum(rhs),rhsMax = 6.35373698099073E-13 6.72826174090870E+00 |
| 2177 |
SH 5.2658237553761751 23.308436294575813 |
| 2178 |
NH 10.387931796005716 25.562670281538317 |
| 2179 |
cg2d: Sum(rhs),rhsMax = 4.03788114056169E-13 6.29061611247720E+00 |
| 2180 |
SH 5.2714235394728348 23.310527091229915 |
| 2181 |
NH 10.381968237103536 25.564392021505057 |
| 2182 |
cg2d: Sum(rhs),rhsMax = 2.56683563293336E-13 5.82354057585761E+00 |
| 2183 |
SH 5.2766969400194057 23.312391248058475 |
| 2184 |
NH 10.376388653533922 25.565627357111339 |
| 2185 |
cg2d: Sum(rhs),rhsMax = 3.06546454886814E-13 5.32772671031818E+00 |
| 2186 |
SH 5.2815003385481987 23.314118302141765 |
| 2187 |
NH 10.370786591431056 25.566397306321107 |
| 2188 |
cg2d: Sum(rhs),rhsMax = 4.52568538200637E-13 4.81328439449789E+00 |
| 2189 |
SH 5.2856965016658819 23.315790314925948 |
| 2190 |
NH 10.364805610096198 25.566780027675406 |
| 2191 |
cg2d: Sum(rhs),rhsMax = 4.11275180578485E-13 4.27688077868653E+00 |
| 2192 |
SH 5.2891603915413157 23.317473118939176 |
| 2193 |
NH 10.358190016883384 25.566855652924460 |
| 2194 |
cg2d: Sum(rhs),rhsMax = 5.72458747072346E-13 4.08273968506829E+00 |
| 2195 |
SH 5.2917830540431510 23.319209962725836 |
| 2196 |
NH 10.350797384894520 25.566681379427052 |
| 2197 |
cg2d: Sum(rhs),rhsMax = 4.42354486374086E-13 4.69596425101010E+00 |
| 2198 |
SH 5.2934738052695707 23.321019314889838 |
| 2199 |
NH 10.342582254673175 25.566293875024883 |
| 2200 |
cg2d: Sum(rhs),rhsMax = 3.69072827854922E-13 5.24143688984593E+00 |
| 2201 |
SH 5.2941611378271887 23.322897857983492 |
| 2202 |
NH 10.333566201914152 25.565715210821566 |
| 2203 |
cg2d: Sum(rhs),rhsMax = 3.31762395333612E-13 5.71014649701825E+00 |
| 2204 |
SH 5.2937928006026596 23.324827392881105 |
| 2205 |
NH 10.323806191065387 25.564962980497398 |
| 2206 |
cg2d: Sum(rhs),rhsMax = 2.67730282388356E-13 6.09339485459147E+00 |
| 2207 |
SH 5.2923353380821254 23.326782805700020 |
| 2208 |
NH 10.313369586342560 25.564059363899105 |
| 2209 |
cg2d: Sum(rhs),rhsMax = 1.77469150486331E-13 6.38332974936056E+00 |
| 2210 |
SH 5.2897732843981089 23.328738408978893 |
| 2211 |
NH 10.302319331652029 25.563033143475138 |
| 2212 |
cg2d: Sum(rhs),rhsMax = 2.65648614217184E-13 6.57170770873123E+00 |
| 2213 |
SH 5.2861090303890137 23.330671249381282 |
| 2214 |
NH 10.290709121999498 25.561915909912386 |
| 2215 |
cg2d: Sum(rhs),rhsMax = 2.29385954675365E-13 6.89836981154885E+00 |
| 2216 |
SH 5.2813650993334136 23.332561515461521 |
| 2217 |
NH 10.278586387169241 25.560790217238491 |
| 2218 |
cg2d: Sum(rhs),rhsMax = 4.39204228541712E-13 7.30176005928820E+00 |
| 2219 |
SH 5.2755883086360313 23.334391206406849 |
| 2220 |
NH 10.266000968420144 25.559650527255030 |
| 2221 |
cg2d: Sum(rhs),rhsMax = 4.76958750272871E-13 7.63271204857980E+00 |
| 2222 |
SH 5.2688532380099105 23.336142572144922 |
| 2223 |
NH 10.253015199394895 25.558501776291621 |
| 2224 |
cg2d: Sum(rhs),rhsMax = 5.30339661075629E-13 7.88368954103447E+00 |
| 2225 |
SH 5.2612519122608887 23.337797327993201 |
| 2226 |
NH 10.239734075530862 25.557342929907804 |
| 2227 |
cg2d: Sum(rhs),rhsMax = 6.70893895993174E-13 8.05184512310246E+00 |
| 2228 |
SH 5.2528520298396870 23.339337039741281 |
| 2229 |
NH 10.226597641769445 25.556168891780146 |
| 2230 |
cg2d: Sum(rhs),rhsMax = 8.42319269889202E-13 8.13470799635288E+00 |
| 2231 |
SH 5.2437308398605751 23.340744459724306 |
| 2232 |
NH 10.212899105326585 25.554976075617674 |
| 2233 |
cg2d: Sum(rhs),rhsMax = 1.00851271778168E-12 8.13230625996658E+00 |
| 2234 |
SH 5.2339840639273802 23.342005394479941 |
| 2235 |
NH 10.198879555789176 25.553763658366336 |
| 2236 |
cg2d: Sum(rhs),rhsMax = 9.97514570943991E-13 8.04713418588045E+00 |
| 2237 |
SH 5.2237464109099392 23.343110360053515 |
| 2238 |
NH 10.184517899288608 25.552539734522611 |
| 2239 |
cg2d: Sum(rhs),rhsMax = 1.14076109669625E-12 7.88324085548532E+00 |
| 2240 |
SH 5.2131568106809141 23.344055571474826 |
| 2241 |
NH 10.169938671035084 25.551321188070403 |
| 2242 |
cg2d: Sum(rhs),rhsMax = 1.06376712993850E-12 7.64697396231798E+00 |
| 2243 |
SH 5.2023497356822759 23.344842931067319 |
| 2244 |
NH 10.155237768245456 25.550126197029158 |
| 2245 |
cg2d: Sum(rhs),rhsMax = 1.10172287959287E-12 7.34576345425539E+00 |
| 2246 |
SH 5.1914598579580797 23.345479148986954 |
| 2247 |
NH 10.140495466288996 25.548981127996342 |
| 2248 |
cg2d: Sum(rhs),rhsMax = 1.06911701713841E-12 6.98666247271537E+00 |
| 2249 |
SH 5.1806232971593431 23.345974261493893 |
| 2250 |
NH 10.125792370141994 25.547905863394931 |
| 2251 |
cg2d: Sum(rhs),rhsMax = 1.07781145120001E-12 6.57967688909440E+00 |
| 2252 |
SH 5.1699782724725196 23.346339872151702 |
| 2253 |
NH 10.111255236598936 25.546920691359787 |
| 2254 |
cg2d: Sum(rhs),rhsMax = 1.04967423641966E-12 6.13093584282923E+00 |
| 2255 |
SH 5.1596595608059488 23.346587480415280 |
| 2256 |
NH 10.097008386937205 25.546039858503605 |
| 2257 |
cg2d: Sum(rhs),rhsMax = 1.12416326247811E-12 5.65138446255542E+00 |
| 2258 |
SH 5.1497959633100550 23.346727169757060 |
| 2259 |
NH 10.083188375232680 25.545270992104008 |
| 2260 |
cg2d: Sum(rhs),rhsMax = 1.22839932670260E-12 5.41147372875118E+00 |
| 2261 |
SH 5.1405019237366218 23.346766820228368 |
| 2262 |
NH 10.069740859043520 25.544616144128327 |
| 2263 |
cg2d: Sum(rhs),rhsMax = 1.18417775585300E-12 6.03631493655282E+00 |
| 2264 |
SH 5.1318886344257635 23.346711872545313 |
| 2265 |
NH 10.056700502476360 25.544072653285355 |
| 2266 |
cg2d: Sum(rhs),rhsMax = 9.45854505829402E-13 6.60486688840702E+00 |
| 2267 |
SH 5.1240509679444699 23.346565627693280 |
| 2268 |
NH 10.044126025000594 25.543635473169502 |
| 2269 |
cg2d: Sum(rhs),rhsMax = 7.78259401368331E-13 7.10840570369448E+00 |
| 2270 |
SH 5.1170763996782966 23.346329868751809 |
| 2271 |
NH 10.032272673011050 25.543299283831402 |
| 2272 |
cg2d: Sum(rhs),rhsMax = 7.91609833239448E-13 7.53948025354033E+00 |
| 2273 |
SH 5.1110281765082277 23.346005699787895 |
| 2274 |
NH 10.021623188046078 25.543060363250390 |
| 2275 |
cg2d: Sum(rhs),rhsMax = 5.38930011728667E-13 7.89200581459178E+00 |
| 2276 |
SH 5.1059575284193670 23.345594361813880 |
| 2277 |
NH 10.012000184268459 25.542920322847749 |
| 2278 |
cg2d: Sum(rhs),rhsMax = 7.30776550383894E-13 8.16153503284351E+00 |
| 2279 |
SH 5.1018867419407457 23.345097975449221 |
| 2280 |
NH 10.002542762571181 25.542881666501330 |
| 2281 |
cg2d: Sum(rhs),rhsMax = 9.95120652547143E-13 8.34518940891349E+00 |
| 2282 |
SH 5.0988200463425528 23.344520041810370 |
| 2283 |
NH 9.9936592330388976 25.542949019406649 |
| 2284 |
cg2d: Sum(rhs),rhsMax = 1.09038819640084E-12 8.44169060068847E+00 |
| 2285 |
SH 5.0967360494290119 23.343865745230744 |
| 2286 |
NH 9.9853705755130022 25.543128862186848 |
| 2287 |
cg2d: Sum(rhs),rhsMax = 1.14145151663969E-12 8.58290100893960E+00 |
| 2288 |
SH 5.0955998252028962 23.343142017742764 |
| 2289 |
NH 9.9777378963098045 25.543428007760269 |
| 2290 |
cg2d: Sum(rhs),rhsMax = 1.38102029811904E-12 8.82948846633102E+00 |
| 2291 |
SH 5.0953709550405506 23.342357428714081 |
| 2292 |
NH 9.9709727624880884 25.543851775233804 |
| 2293 |
cg2d: Sum(rhs),rhsMax = 1.77583295291051E-12 8.98947149794561E+00 |
| 2294 |
SH 5.0960010578610309 23.341521961810372 |
| 2295 |
NH 9.9652655728315835 25.544403074837305 |
| 2296 |
cg2d: Sum(rhs),rhsMax = 1.47861931032445E-12 9.06327526872528E+00 |
| 2297 |
SH 5.0974354432336213 23.340646688542620 |
| 2298 |
NH 9.9611076714455180 25.545081220444331 |
| 2299 |
cg2d: Sum(rhs),rhsMax = 1.35565864090026E-12 9.05291617906969E+00 |
| 2300 |
SH 5.0996025179459821 23.339743409424045 |
| 2301 |
NH 9.9578556320807365 25.545882286919834 |
| 2302 |
cg2d: Sum(rhs),rhsMax = 1.24715168747791E-12 8.96087215299851E+00 |
| 2303 |
SH 5.1024244195000961 23.338824265150549 |
| 2304 |
NH 9.9539899260337279 25.546796332584847 |
| 2305 |
cg2d: Sum(rhs),rhsMax = 1.18829251993802E-12 8.79027967641253E+00 |
| 2306 |
SH 5.1058079019076672 23.337901397118628 |
| 2307 |
NH 9.9506238955197546 25.547806935260098 |
| 2308 |
cg2d: Sum(rhs),rhsMax = 1.16912729497543E-12 8.54488907751481E+00 |
| 2309 |
SH 5.1096574632395573 23.336986607757012 |
| 2310 |
NH 9.9477349532201060 25.548899256003722 |
| 2311 |
cg2d: Sum(rhs),rhsMax = 1.05964889640653E-12 8.22904590407866E+00 |
| 2312 |
SH 5.1138666787769012 23.336091086722320 |
| 2313 |
NH 9.9465201081384862 25.550056232571251 |
| 2314 |
cg2d: Sum(rhs),rhsMax = 1.10216696880272E-12 7.84751964225792E+00 |
| 2315 |
SH 5.1183303241091380 23.335225144804610 |
| 2316 |
NH 9.9445691332830393 25.551263835701661 |
| 2317 |
cg2d: Sum(rhs),rhsMax = 1.21357091042995E-12 7.40543434200199E+00 |
| 2318 |
SH 5.1229369172036741 23.334398008352821 |
| 2319 |
NH 9.9430455183479012 25.552502670949480 |
| 2320 |
cg2d: Sum(rhs),rhsMax = 1.39925571129851E-12 6.90840770974627E+00 |
| 2321 |
SH 5.1275793018391482 23.333617627066872 |
| 2322 |
NH 9.9418902890795380 25.553760817256887 |
| 2323 |
cg2d: Sum(rhs),rhsMax = 1.52771545414154E-12 6.36238439593457E+00 |
| 2324 |
(PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE |
| 2325 |
cg2d: Sum(rhs),rhsMax = 1.16912729497543E-12 8.54488907751481E+00 |
| 2326 |
cg2d: Sum(rhs),rhsMax = 1.05648476078635E-12 8.22904590407866E+00 |
| 2327 |
cg2d: Sum(rhs),rhsMax = 1.09998815611689E-12 7.84751964225792E+00 |
| 2328 |
cg2d: Sum(rhs),rhsMax = 1.22479804076647E-12 7.40543434200198E+00 |
| 2329 |
cg2d: Sum(rhs),rhsMax = 1.45311540578064E-12 6.90840770974630E+00 |
| 2330 |
cg2d: Sum(rhs),rhsMax = 1.55827434289435E-12 6.36238439593464E+00 |
| 2331 |
(PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE |
| 2332 |
(PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE |
| 2333 |
cg2d: Sum(rhs),rhsMax = 2.22044604925031E-16 1.01025892066854E-08 |
| 2334 |
cg2d: Sum(rhs),rhsMax = -7.00241188818229E-14 1.09856519650940E-08 |
| 2335 |
cg2d: Sum(rhs),rhsMax = -2.57537914605255E-13 1.15726133826231E-08 |
| 2336 |
cg2d: Sum(rhs),rhsMax = -4.57044124768657E-13 1.26589102366323E-08 |
| 2337 |
cg2d: Sum(rhs),rhsMax = -6.70982366890449E-13 1.39144267977273E-08 |
| 2338 |
cg2d: Sum(rhs),rhsMax = -9.15848993865431E-13 1.53228203545530E-08 |
| 2339 |
cg2d: Sum(rhs),rhsMax = 1.38102029811904E-12 8.82948846633102E+00 |
| 2340 |
cg2d: Sum(rhs),rhsMax = 1.77351189289965E-12 8.98947149794561E+00 |
| 2341 |
cg2d: Sum(rhs),rhsMax = 1.49640022595321E-12 9.06327526872532E+00 |
| 2342 |
cg2d: Sum(rhs),rhsMax = 1.34323108191836E-12 9.05291617906971E+00 |
| 2343 |
cg2d: Sum(rhs),rhsMax = 1.24774496290669E-12 8.96087215299850E+00 |
| 2344 |
cg2d: Sum(rhs),rhsMax = 1.19091195238674E-12 8.79027967641250E+00 |
| 2345 |
cg2d: Sum(rhs),rhsMax = -1.17460728643604E-12 1.68750717317102E-08 |
| 2346 |
cg2d: Sum(rhs),rhsMax = -1.47027875985195E-12 1.85554993750672E-08 |
| 2347 |
cg2d: Sum(rhs),rhsMax = -1.64503133337490E-12 2.03464837542006E-08 |
| 2348 |
cg2d: Sum(rhs),rhsMax = -1.72315980928595E-12 2.22260336475567E-08 |
| 2349 |
cg2d: Sum(rhs),rhsMax = -1.82622840461111E-12 2.41675506055449E-08 |
| 2350 |
cg2d: Sum(rhs),rhsMax = -1.92017755862306E-12 2.61405490308698E-08 |
| 2351 |
cg2d: Sum(rhs),rhsMax = 7.91609833239448E-13 7.53948025354033E+00 |
| 2352 |
cg2d: Sum(rhs),rhsMax = 5.31935606673528E-13 7.89200581459178E+00 |
| 2353 |
cg2d: Sum(rhs),rhsMax = 7.41236932944034E-13 8.16153503284352E+00 |
| 2354 |
cg2d: Sum(rhs),rhsMax = 1.01720021294938E-12 8.34518940891348E+00 |
| 2355 |
cg2d: Sum(rhs),rhsMax = 1.09283415650197E-12 8.44169060068844E+00 |
| 2356 |
cg2d: Sum(rhs),rhsMax = 1.19185911140463E-12 8.58290100893957E+00 |
| 2357 |
cg2d: Sum(rhs),rhsMax = -1.86360302190103E-12 2.81123904424150E-08 |
| 2358 |
cg2d: Sum(rhs),rhsMax = -1.75008618708006E-12 3.00503629703583E-08 |
| 2359 |
cg2d: Sum(rhs),rhsMax = -1.61726968622711E-12 3.19232816547695E-08 |
| 2360 |
cg2d: Sum(rhs),rhsMax = -1.46577888715527E-12 3.37023754893690E-08 |
| 2361 |
cg2d: Sum(rhs),rhsMax = -1.34223968745184E-12 3.53616781642479E-08 |
| 2362 |
cg2d: Sum(rhs),rhsMax = -1.27574860397939E-12 3.68782266469708E-08 |
| 2363 |
cg2d: Sum(rhs),rhsMax = 1.04967423641966E-12 6.13093584282923E+00 |
| 2364 |
cg2d: Sum(rhs),rhsMax = 1.12061054879931E-12 5.65138446255542E+00 |
| 2365 |
cg2d: Sum(rhs),rhsMax = 1.24817517432874E-12 5.41147372875119E+00 |
| 2366 |
cg2d: Sum(rhs),rhsMax = 1.19806248255472E-12 6.03631493655283E+00 |
| 2367 |
cg2d: Sum(rhs),rhsMax = 9.70237779007732E-13 6.60486688840701E+00 |
| 2368 |
cg2d: Sum(rhs),rhsMax = 8.16874345943575E-13 7.10840570369445E+00 |
| 2369 |
cg2d: Sum(rhs),rhsMax = -1.24593651368299E-12 3.82322391003276E-08 |
| 2370 |
cg2d: Sum(rhs),rhsMax = -1.21820175474907E-12 3.94073014307789E-08 |
| 2371 |
cg2d: Sum(rhs),rhsMax = -1.23181759931201E-12 4.06441037787356E-08 |
| 2372 |
cg2d: Sum(rhs),rhsMax = -1.25425884955899E-12 4.19355993569387E-08 |
| 2373 |
cg2d: Sum(rhs),rhsMax = -1.27856232545742E-12 4.30345609285987E-08 |
| 2374 |
cg2d: Sum(rhs),rhsMax = -1.30390056390928E-12 4.39285433569948E-08 |
| 2375 |
cg2d: Sum(rhs),rhsMax = 9.97514570943991E-13 8.04713418588045E+00 |
| 2376 |
cg2d: Sum(rhs),rhsMax = 1.14592363376076E-12 7.88324085548532E+00 |
| 2377 |
cg2d: Sum(rhs),rhsMax = 1.08346664973169E-12 7.64697396231797E+00 |
| 2378 |
cg2d: Sum(rhs),rhsMax = 1.08353603867073E-12 7.34576345425541E+00 |
| 2379 |
cg2d: Sum(rhs),rhsMax = 1.10973036315798E-12 6.98666247271539E+00 |
| 2380 |
cg2d: Sum(rhs),rhsMax = 1.03891895086861E-12 6.57967688909438E+00 |
| 2381 |
cg2d: Sum(rhs),rhsMax = -1.32166413230328E-12 4.46082001244436E-08 |
| 2382 |
cg2d: Sum(rhs),rhsMax = -1.32590813328726E-12 4.50672673835769E-08 |
| 2383 |
cg2d: Sum(rhs),rhsMax = -1.30323703217972E-12 4.53025405924013E-08 |
| 2384 |
cg2d: Sum(rhs),rhsMax = -1.26606364281301E-12 4.53138259654890E-08 |
| 2385 |
cg2d: Sum(rhs),rhsMax = -1.23051221989634E-12 4.51039117339777E-08 |
| 2386 |
cg2d: Sum(rhs),rhsMax = -1.19306734630564E-12 4.46785131601869E-08 |
| 2387 |
cg2d: Sum(rhs),rhsMax = 4.39204228541712E-13 7.30176005928820E+00 |
| 2388 |
cg2d: Sum(rhs),rhsMax = 4.74072170408846E-13 7.63271204857980E+00 |
| 2389 |
cg2d: Sum(rhs),rhsMax = 5.18418641348717E-13 7.88368954103447E+00 |
| 2390 |
cg2d: Sum(rhs),rhsMax = 6.62025989583981E-13 8.05184512310245E+00 |
| 2391 |
cg2d: Sum(rhs),rhsMax = 8.29745994135322E-13 8.13470799635290E+00 |
| 2392 |
cg2d: Sum(rhs),rhsMax = 1.04783542953513E-12 8.13230625996657E+00 |
| 2393 |
cg2d: Sum(rhs),rhsMax = -1.15390075966504E-12 4.40462100872089E-08 |
| 2394 |
cg2d: Sum(rhs),rhsMax = -1.10882743958873E-12 4.32183656902732E-08 |
| 2395 |
cg2d: Sum(rhs),rhsMax = -1.08860576802927E-12 4.22090154006521E-08 |
| 2396 |
cg2d: Sum(rhs),rhsMax = -1.11374885009008E-12 4.10347343350865E-08 |
| 2397 |
cg2d: Sum(rhs),rhsMax = -1.15578206727474E-12 3.97143779197884E-08 |
| 2398 |
cg2d: Sum(rhs),rhsMax = -1.21196629121467E-12 3.82688946369097E-08 |
| 2399 |
cg2d: Sum(rhs),rhsMax = 3.69072827854922E-13 5.24143688984593E+00 |
| 2400 |
cg2d: Sum(rhs),rhsMax = 3.35870220524725E-13 5.71014649701825E+00 |
| 2401 |
cg2d: Sum(rhs),rhsMax = 2.66835165074752E-13 6.09339485459146E+00 |
| 2402 |
cg2d: Sum(rhs),rhsMax = 2.07771300164694E-13 6.38332974936055E+00 |
| 2403 |
cg2d: Sum(rhs),rhsMax = 2.98781832608341E-13 6.57170770873120E+00 |
| 2404 |
cg2d: Sum(rhs),rhsMax = 2.29483099190020E-13 6.89836981154890E+00 |
| 2405 |
cg2d: Sum(rhs),rhsMax = -1.28775722724184E-12 3.67209985994457E-08 |
| 2406 |
cg2d: Sum(rhs),rhsMax = -1.37575801445466E-12 3.50948017971624E-08 |
| 2407 |
cg2d: Sum(rhs),rhsMax = -1.43944058061951E-12 3.41539214374234E-08 |
| 2408 |
cg2d: Sum(rhs),rhsMax = -1.46287409269474E-12 3.43047115243273E-08 |
| 2409 |
cg2d: Sum(rhs),rhsMax = -1.50638963108962E-12 3.43806786996874E-08 |
| 2410 |
cg2d: Sum(rhs),rhsMax = -1.54157069054417E-12 3.43852310374896E-08 |
| 2411 |
cg2d: Sum(rhs),rhsMax = 2.56683563293336E-13 5.82354057585761E+00 |
| 2412 |
cg2d: Sum(rhs),rhsMax = 2.99864300057351E-13 5.32772671031818E+00 |
| 2413 |
cg2d: Sum(rhs),rhsMax = 3.74832109795165E-13 4.81328439449789E+00 |
| 2414 |
cg2d: Sum(rhs),rhsMax = 4.68215743953948E-13 4.27688077868655E+00 |
| 2415 |
cg2d: Sum(rhs),rhsMax = 4.98608099253062E-13 4.08273968506830E+00 |
| 2416 |
cg2d: Sum(rhs),rhsMax = 4.31807367640147E-13 4.69596425101007E+00 |
| 2417 |
cg2d: Sum(rhs),rhsMax = -1.60020694611740E-12 3.43227798958007E-08 |
| 2418 |
cg2d: Sum(rhs),rhsMax = -1.65558625836448E-12 3.41987319164817E-08 |
| 2419 |
cg2d: Sum(rhs),rhsMax = -1.70410820871103E-12 3.40194522572680E-08 |
| 2420 |
cg2d: Sum(rhs),rhsMax = -1.76197337969919E-12 3.37921898054570E-08 |
| 2421 |
cg2d: Sum(rhs),rhsMax = -1.80969909197026E-12 3.35249599266193E-08 |
| 2422 |
cg2d: Sum(rhs),rhsMax = -1.84503020500548E-12 3.32263919660157E-08 |
| 2423 |
cg2d: Sum(rhs),rhsMax = 3.25940663348234E-13 8.14938897866035E+00 |
| 2424 |
cg2d: Sum(rhs),rhsMax = 4.07417155567913E-13 7.83063879768700E+00 |
| 2425 |
cg2d: Sum(rhs),rhsMax = 4.94132512685042E-13 7.50867967598465E+00 |
| 2426 |
cg2d: Sum(rhs),rhsMax = 5.09002562321115E-13 7.13635421945481E+00 |
| 2427 |
cg2d: Sum(rhs),rhsMax = 6.13536998983477E-13 6.72826174090870E+00 |
| 2428 |
cg2d: Sum(rhs),rhsMax = 3.19598514320063E-13 6.29061611247720E+00 |
| 2429 |
cg2d: Sum(rhs),rhsMax = -1.87544944851847E-12 3.29055499238462E-08 |
| 2430 |
cg2d: Sum(rhs),rhsMax = -1.88643892173879E-12 3.25717488567708E-08 |
| 2431 |
cg2d: Sum(rhs),rhsMax = -1.88666443579066E-12 3.22343901676198E-08 |
| 2432 |
cg2d: Sum(rhs),rhsMax = -1.88992398120202E-12 3.19028326474387E-08 |
| 2433 |
cg2d: Sum(rhs),rhsMax = -1.88384464278046E-12 3.15862861075525E-08 |
| 2434 |
cg2d: Sum(rhs),rhsMax = -1.86412864311425E-12 3.12937048941732E-08 |
| 2435 |
(PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F |
| 2436 |
cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 |
| 2437 |
cg2d: Sum(rhs),rhsMax = 1.25559285191201E-14 8.72197575655387E+00 |
| 2438 |
cg2d: Sum(rhs),rhsMax = 1.19772247675343E-13 8.58491923240257E+00 |
| 2439 |
cg2d: Sum(rhs),rhsMax = 1.81649834063435E-13 8.57300301452758E+00 |
| 2440 |
cg2d: Sum(rhs),rhsMax = 9.61834778490100E-14 8.54199816412785E+00 |
| 2441 |
cg2d: Sum(rhs),rhsMax = 3.82589793179733E-13 8.39983291285459E+00 |
| 2442 |
cg2d: Sum(rhs),rhsMax = -1.85329095819808E-12 3.10335630664047E-08 |
| 2443 |
cg2d: Sum(rhs),rhsMax = -1.83582055807152E-12 3.08134378328619E-08 |
| 2444 |
cg2d: Sum(rhs),rhsMax = -1.81708294244576E-12 3.06395274204035E-08 |
| 2445 |
cg2d: Sum(rhs),rhsMax = -1.79754648665931E-12 3.05169743953170E-08 |
| 2446 |
cg2d: Sum(rhs),rhsMax = -1.76601441803648E-12 3.04514466528040E-08 |
| 2447 |
cg2d: Sum(rhs),rhsMax = -1.73609304016109E-12 3.04484862025688E-08 |
| 2448 |
(PID.TID 0000.0001) Start initial hydrostatic pressure computation |
| 2449 |
(PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC |
| 2450 |
(PID.TID 0000.0001) |
| 2451 |
ph-pack: packing ecco_cost |
| 2452 |
ph-pack: packing ecco_ctrl |
| 2453 |
ph-check entering grdchk_main |
| 2454 |
ph-check fcref = -4.92261139769933423E-002 |
| 2455 |
grad-res ------------------------------- |
| 2456 |
grad-res proc # i j k bi bj iobc fc ref fc + eps fc - eps |
| 2457 |
grad-res proc # i j k bi bj iobc adj grad fd grad 1 - fd/adj |
| 2458 |
ph-test icomp, ncvarcomp, ichknum 1 29138 1 |
| 2459 |
ph-grd _loc: bi, bj, icomptest, ichknum 1 1 0 1 |
| 2460 |
ph-grd -->hit<-- 44 2 1 1 |
| 2461 |
(PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 |
| 2462 |
(PID.TID 0000.0001) |
| 2463 |
(PID.TID 0000.0001) Start initial hydrostatic pressure computation |
| 2464 |
(PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC |
| 2465 |
(PID.TID 0000.0001) |
| 2466 |
(PID.TID 0000.0001) // ======================================================= |
| 2467 |
(PID.TID 0000.0001) // Model current state |
| 2468 |
(PID.TID 0000.0001) // ======================================================= |
| 2469 |
(PID.TID 0000.0001) |
| 2470 |
SH 5.2214032038697837 23.296536408581801 |
| 2471 |
NH 10.477982531836687 25.564398561832434 |
| 2472 |
(PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F |
| 2473 |
cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 |
| 2474 |
SH 5.2201334211142694 23.297498128510995 |
| 2475 |
NH 10.466538306882399 25.565240031177893 |
| 2476 |
cg2d: Sum(rhs),rhsMax = 4.76355066503231E-15 8.72197575654855E+00 |
| 2477 |
SH 5.2213357119372290 23.295110577687069 |
| 2478 |
NH 10.461108876580283 25.564424809919160 |
| 2479 |
cg2d: Sum(rhs),rhsMax = 8.80268080649671E-14 8.58491923233593E+00 |
| 2480 |
SH 5.2239898826075546 23.292331045693061 |
| 2481 |
NH 10.454544438174480 25.562857148972114 |
| 2482 |
cg2d: Sum(rhs),rhsMax = 1.75644221389604E-13 8.57300301424113E+00 |
| 2483 |
SH 5.2278030705794549 23.291025403982246 |
| 2484 |
NH 10.447075395385923 25.560581832030721 |
| 2485 |
cg2d: Sum(rhs),rhsMax = 1.23415166974894E-13 8.54199816328920E+00 |
| 2486 |
SH 5.2323771053971768 23.291656443776731 |
| 2487 |
NH 10.438753008359129 25.558131387418598 |
| 2488 |
cg2d: Sum(rhs),rhsMax = 3.54820339776296E-13 8.39983291096019E+00 |
| 2489 |
SH 5.2374365523609754 23.293835283113992 |
| 2490 |
NH 10.429688799736539 25.556353938648101 |
| 2491 |
cg2d: Sum(rhs),rhsMax = 2.67716404600549E-13 8.14938897519333E+00 |
| 2492 |
SH 5.2428237119067944 23.296877091127328 |
| 2493 |
NH 10.420249419540937 25.555836779317190 |
| 2494 |
cg2d: Sum(rhs),rhsMax = 3.58789387089331E-13 7.83063879238948E+00 |
| 2495 |
SH 5.2484439044173996 23.300155173134044 |
| 2496 |
NH 10.410965029465672 25.556641789710397 |
| 2497 |
cg2d: Sum(rhs),rhsMax = 4.50535442286792E-13 7.50867966909400E+00 |
| 2498 |
SH 5.2542178634641346 23.303266463613056 |
| 2499 |
NH 10.402332419017455 25.558401820371557 |
| 2500 |
cg2d: Sum(rhs),rhsMax = 4.55122051157275E-13 7.13635421172736E+00 |
| 2501 |
SH 5.2600535783429905 23.306034555220720 |
| 2502 |
NH 10.394646890607135 25.560572845673278 |
| 2503 |
cg2d: Sum(rhs),rhsMax = 5.98188165668034E-13 6.72826173338446E+00 |
| 2504 |
SH 5.2658373644449625 23.308436488551081 |
| 2505 |
NH 10.387931796293969 25.562670281937017 |
| 2506 |
cg2d: Sum(rhs),rhsMax = 3.30915850277336E-13 6.29061610611804E+00 |
| 2507 |
SH 5.2714370875355030 23.310527302104560 |
| 2508 |
NH 10.381968237317153 25.564392021846800 |
| 2509 |
cg2d: Sum(rhs),rhsMax = 2.88991053309928E-13 5.82354057125129E+00 |
| 2510 |
SH 5.2767104258373934 23.312391475681295 |
| 2511 |
NH 10.376388653662389 25.565627357421590 |
| 2512 |
cg2d: Sum(rhs),rhsMax = 2.68216004961630E-13 5.32772670756966E+00 |
| 2513 |
SH 5.2815137620302721 23.314118546367354 |
| 2514 |
NH 10.370786591485682 25.566397306626754 |
| 2515 |
cg2d: Sum(rhs),rhsMax = 3.04034575293599E-13 4.81328439334276E+00 |
| 2516 |
SH 5.2857098639553328 23.315790575619417 |
| 2517 |
NH 10.364805610102223 25.566780027998220 |
| 2518 |
cg2d: Sum(rhs),rhsMax = 4.28303226218674E-13 4.27688077870348E+00 |
| 2519 |
SH 5.2891736947930212 23.317473395977515 |
| 2520 |
NH 10.358190016870481 25.566855653280697 |
| 2521 |
cg2d: Sum(rhs),rhsMax = 4.26318702562156E-13 4.08273968597074E+00 |
| 2522 |
SH 5.2917963010744984 23.319210255997064 |
| 2523 |
NH 10.350797384889006 25.566681379829447 |
| 2524 |
cg2d: Sum(rhs),rhsMax = 3.67469943363119E-13 4.69596425233131E+00 |
| 2525 |
SH 5.2934869991663049 23.321019624290443 |
| 2526 |
NH 10.342582254694264 25.566293875484519 |
| 2527 |
cg2d: Sum(rhs),rhsMax = 4.22495372021103E-13 5.24143689138275E+00 |
| 2528 |
SH 5.2941742815707471 23.322898183415759 |
| 2529 |
NH 10.333566201972985 25.565715211348220 |
| 2530 |
cg2d: Sum(rhs),rhsMax = 3.49338613592209E-13 5.71014649850039E+00 |
| 2531 |
SH 5.2938058967839083 23.324827734250789 |
| 2532 |
NH 10.323806191166454 25.564962981099200 |
| 2533 |
cg2d: Sum(rhs),rhsMax = 2.68965405503252E-13 6.09339485570671E+00 |
| 2534 |
SH 5.2923483887434486 23.326783162914694 |
| 2535 |
NH 10.313369586485010 25.564059364581681 |
| 2536 |
cg2d: Sum(rhs),rhsMax = 2.29032071086266E-13 6.38332974980852E+00 |
| 2537 |
SH 5.2897862910112394 23.328738781947493 |
| 2538 |
NH 10.302319331831882 25.563033144241217 |
| 2539 |
cg2d: Sum(rhs),rhsMax = 2.87658785680378E-13 6.57170770827787E+00 |
| 2540 |
SH 5.2861219939790089 23.330671638013655 |
| 2541 |
NH 10.290709122210899 25.561915910762309 |
| 2542 |
cg2d: Sum(rhs),rhsMax = 2.68188249386014E-13 6.89836981073791E+00 |
| 2543 |
SH 5.2813780207352465 23.332561919669217 |
| 2544 |
NH 10.278586387405483 25.560790218170723 |
| 2545 |
cg2d: Sum(rhs),rhsMax = 4.56454318786825E-13 7.30176005733615E+00 |
| 2546 |
SH 5.2756011887711907 23.334391626103468 |
| 2547 |
NH 10.266000968674575 25.559650528267753 |
| 2548 |
cg2d: Sum(rhs),rhsMax = 4.66043870162025E-13 7.63271204555802E+00 |
| 2549 |
SH 5.2688660780642067 23.336143007246562 |
| 2550 |
NH 10.253015199661149 25.558501777383754 |
| 2551 |
cg2d: Sum(rhs),rhsMax = 5.67004776463875E-13 7.88368953715869E+00 |
| 2552 |
SH 5.2612647131885524 23.337797778418917 |
| 2553 |
NH 10.239734075803199 25.557342931080200 |
| 2554 |
cg2d: Sum(rhs),rhsMax = 7.06434910568987E-13 8.05184511867974E+00 |
| 2555 |
SH 5.2528647918155684 23.339337505411777 |
| 2556 |
NH 10.226597642043203 25.556168893036102 |
| 2557 |
cg2d: Sum(rhs),rhsMax = 8.38558389393285E-13 8.13470799171995E+00 |
| 2558 |
SH 5.2437435632552933 23.340744940560228 |
| 2559 |
NH 10.212899105599035 25.554976076962703 |
| 2560 |
cg2d: Sum(rhs),rhsMax = 1.01375852157304E-12 8.13230625543048E+00 |
| 2561 |
SH 5.2339967492079609 23.342005890402163 |
| 2562 |
NH 10.198879556056340 25.553763659808226 |
| 2563 |
cg2d: Sum(rhs),rhsMax = 1.01669367369439E-12 8.04713418167757E+00 |
| 2564 |
SH 5.2237590590747800 23.343110870982798 |
| 2565 |
NH 10.184517899550428 25.552539736070742 |
| 2566 |
cg2d: Sum(rhs),rhsMax = 1.14754039604037E-12 7.88324085176178E+00 |
| 2567 |
SH 5.2131694218121538 23.344056097333066 |
| 2568 |
NH 10.169938671291106 25.551321189734779 |
| 2569 |
cg2d: Sum(rhs),rhsMax = 1.10150083498795E-12 7.64697395912946E+00 |
| 2570 |
SH 5.2023623098247640 23.344843471774823 |
| 2571 |
NH 10.155237768496704 25.550126198819896 |
| 2572 |
cg2d: Sum(rhs),rhsMax = 1.08798386966313E-12 7.34576345158191E+00 |
| 2573 |
SH 5.1914723942372234 23.345479704463401 |
| 2574 |
NH 10.140495466537288 25.548981129923050 |
| 2575 |
cg2d: Sum(rhs),rhsMax = 1.07928249670763E-12 6.98666247048067E+00 |
| 2576 |
SH 5.1806357952933126 23.345974831656463 |
| 2577 |
NH 10.125792370390343 25.547905865466589 |
| 2578 |
cg2d: Sum(rhs),rhsMax = 1.11367859378930E-12 6.57967688718418E+00 |
| 2579 |
SH 5.1699907310425033 23.346340456917460 |
| 2580 |
NH 10.111255236848649 25.546920693584639 |
| 2581 |
cg2d: Sum(rhs),rhsMax = 1.01951086461938E-12 6.13093584111722E+00 |
| 2582 |
SH 5.1596719798965296 23.346588079698051 |
| 2583 |
NH 10.097008387192545 25.546039860889380 |
| 2584 |
cg2d: Sum(rhs),rhsMax = 1.16789217186053E-12 5.65138446091452E+00 |
| 2585 |
SH 5.1498083411818811 23.346727783471465 |
| 2586 |
NH 10.083188375496889 25.545270994658495 |
| 2587 |
cg2d: Sum(rhs),rhsMax = 1.28853872016776E-12 5.41147372694111E+00 |
| 2588 |
SH 5.1405142611713472 23.346767448284652 |
| 2589 |
NH 10.069740859320802 25.544616146859425 |
| 2590 |
cg2d: Sum(rhs),rhsMax = 1.12435061261351E-12 6.03631493456194E+00 |
| 2591 |
SH 5.1319009295601177 23.346712514855767 |
| 2592 |
NH 10.056700502770525 25.544072656201763 |
| 2593 |
cg2d: Sum(rhs),rhsMax = 1.01513936145992E-12 6.60486688615987E+00 |
| 2594 |
SH 5.1240632225546960 23.346566284164567 |
| 2595 |
NH 10.044126025314597 25.543635476280656 |
| 2596 |
cg2d: Sum(rhs),rhsMax = 8.24944279553819E-13 7.10840570114134E+00 |
| 2597 |
SH 5.1170886117802183 23.346330539294797 |
| 2598 |
NH 10.032272673345233 25.543299287147704 |
| 2599 |
cg2d: Sum(rhs),rhsMax = 8.05758237909515E-13 7.53948025065749E+00 |
| 2600 |
SH 5.1110403485783991 23.346006384306122 |
| 2601 |
NH 10.021623188399815 25.543060366783152 |
| 2602 |
cg2d: Sum(rhs),rhsMax = 5.62001833959158E-13 7.89200581137943E+00 |
| 2603 |
SH 5.1059696583036498 23.345595060216226 |
| 2604 |
NH 10.012000184646183 25.542920326608964 |
| 2605 |
cg2d: Sum(rhs),rhsMax = 7.39026895235639E-13 8.16153502932257E+00 |
| 2606 |
SH 5.1018988321504821 23.345098687636835 |
| 2607 |
NH 10.002542762980966 25.542881670503220 |
| 2608 |
cg2d: Sum(rhs),rhsMax = 1.05184611021159E-12 8.34518940512054E+00 |
| 2609 |
SH 5.0988320943919234 23.344520767689744 |
| 2610 |
NH 9.9936592334784109 25.542949023661720 |
| 2611 |
cg2d: Sum(rhs),rhsMax = 1.15210618822914E-12 8.44169059667164E+00 |
| 2612 |
SH 5.0967480571176793 23.343866484700357 |
| 2613 |
NH 9.9853705759850300 25.543128866707264 |
| 2614 |
cg2d: Sum(rhs),rhsMax = 1.18316120789608E-12 8.58290101217457E+00 |
| 2615 |
SH 5.0956117902780420 23.343142770705754 |
| 2616 |
NH 9.9777378968069002 25.543428012557854 |
| 2617 |
cg2d: Sum(rhs),rhsMax = 1.39628933415459E-12 8.82948846956998E+00 |
| 2618 |
SH 5.0953828794831111 23.342358195066936 |
| 2619 |
NH 9.9709727630150269 25.543851780319528 |
| 2620 |
cg2d: Sum(rhs),rhsMax = 1.81836143364755E-12 8.98947150114573E+00 |
| 2621 |
SH 5.0960129407026216 23.341522741455151 |
| 2622 |
NH 9.9652655733870574 25.544403080221855 |
| 2623 |
cg2d: Sum(rhs),rhsMax = 1.46825260283201E-12 9.06327527185495E+00 |
| 2624 |
SH 5.0974472863428559 23.340647481378028 |
| 2625 |
NH 9.9611076716593061 25.545081226137825 |
| 2626 |
cg2d: Sum(rhs),rhsMax = 1.37641634201380E-12 9.05291618210813E+00 |
| 2627 |
SH 5.0996143208705575 23.339744215353505 |
| 2628 |
NH 9.9578556326972034 25.545882292931083 |
| 2629 |
cg2d: Sum(rhs),rhsMax = 1.28113145092534E-12 8.96087215593831E+00 |
| 2630 |
SH 5.1024361836451817 23.338825084075779 |
| 2631 |
NH 9.9539899266933389 25.546796338924707 |
| 2632 |
cg2d: Sum(rhs),rhsMax = 1.28324781356604E-12 8.79027967925814E+00 |
| 2633 |
SH 5.1058196270906819 23.337902228945495 |
| 2634 |
NH 9.9506238962116527 25.547806941937893 |
| 2635 |
cg2d: Sum(rhs),rhsMax = 1.16787135517882E-12 8.54488908028094E+00 |
| 2636 |
SH 5.1096691505723584 23.336987452390701 |
| 2637 |
NH 9.9477349539479292 25.548899263029227 |
| 2638 |
cg2d: Sum(rhs),rhsMax = 1.10027612021391E-12 8.22904590678767E+00 |
| 2639 |
SH 5.1138783282701752 23.336091944071768 |
| 2640 |
NH 9.9465201089075208 25.550056239954642 |
| 2641 |
cg2d: Sum(rhs),rhsMax = 1.15081555396301E-12 7.84751964493733E+00 |
| 2642 |
SH 5.1183419367290526 23.335226014779039 |
| 2643 |
NH 9.9445691340999360 25.551263843453626 |
| 2644 |
cg2d: Sum(rhs),rhsMax = 1.27211435829722E-12 7.40543434468105E+00 |
| 2645 |
SH 5.1229484930610738 23.334398890864748 |
| 2646 |
NH 9.9430455192296563 25.552502679081215 |
| 2647 |
cg2d: Sum(rhs),rhsMax = 1.45226192183046E-12 6.90840771245352E+00 |
| 2648 |
SH 5.1275908418260769 23.333618522029383 |
| 2649 |
NH 9.9418902900691819 25.553760825779989 |
| 2650 |
cg2d: Sum(rhs),rhsMax = 1.61533286746618E-12 6.36238439869572E+00 |
| 2651 |
(PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE |
| 2652 |
--> objf_test(bi,bj) = 0.000000000000000D+00 |
| 2653 |
--> objf_tracer(bi,bj) = 0.000000000000000D+00 |
| 2654 |
--> objf_atl(bi,bj) = -0.492261141046367D-01 |
| 2655 |
local fc = -0.492261141046367D-01 |
| 2656 |
global fc = -0.492261141046367D-01 |
| 2657 |
ph-check fcpertplus = -4.92261141046366896E-002 |
| 2658 |
ph-check fcpertminus = -4.92261139769933423E-002 |
| 2659 |
(PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 |
| 2660 |
(PID.TID 0000.0001) |
| 2661 |
(PID.TID 0000.0001) Start initial hydrostatic pressure computation |
| 2662 |
(PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC |
| 2663 |
(PID.TID 0000.0001) |
| 2664 |
(PID.TID 0000.0001) // ======================================================= |
| 2665 |
(PID.TID 0000.0001) // Model current state |
| 2666 |
(PID.TID 0000.0001) // ======================================================= |
| 2667 |
(PID.TID 0000.0001) |
| 2668 |
SH 5.2213752318418187 23.296536408581801 |
| 2669 |
NH 10.477982531836687 25.564398561832434 |
| 2670 |
(PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F |
| 2671 |
cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 |
| 2672 |
SH 5.2201055417050384 23.297498092456351 |
| 2673 |
NH 10.466538306882399 25.565240031177893 |
| 2674 |
cg2d: Sum(rhs),rhsMax = -1.14352971536391E-14 8.72197575655921E+00 |
| 2675 |
SH 5.2213077618590091 23.295110505880132 |
| 2676 |
NH 10.461108876579431 25.564424809909838 |
| 2677 |
cg2d: Sum(rhs),rhsMax = 1.02955838299224E-13 8.58491923246909E+00 |
| 2678 |
SH 5.2239618235048511 23.292330938005250 |
| 2679 |
NH 10.454544438166067 25.562857148902197 |
| 2680 |
cg2d: Sum(rhs),rhsMax = 1.75297276694408E-13 8.57300301481359E+00 |
| 2681 |
SH 5.2277749788662504 23.291025260335857 |
| 2682 |
NH 10.447075395348975 25.560581831826198 |
| 2683 |
cg2d: Sum(rhs),rhsMax = 1.16098103353224E-13 8.54199816496526E+00 |
| 2684 |
SH 5.2323490903098673 23.291656264335529 |
| 2685 |
NH 10.438753008253457 25.558131386991079 |
| 2686 |
cg2d: Sum(rhs),rhsMax = 3.62446184176690E-13 8.39983291474614E+00 |
| 2687 |
SH 5.2374086797000814 23.293835068213980 |
| 2688 |
NH 10.429688799511098 25.556353937950860 |
| 2689 |
cg2d: Sum(rhs),rhsMax = 2.98712443669302E-13 8.14938898212181E+00 |
| 2690 |
SH 5.2427959936439947 23.296876841109395 |
| 2691 |
NH 10.420249419157130 25.555836778387174 |
| 2692 |
cg2d: Sum(rhs),rhsMax = 4.11344569517524E-13 7.83063880297610E+00 |
| 2693 |
SH 5.2484163264093127 23.300154888271607 |
| 2694 |
NH 10.410965028924863 25.556641788659135 |
| 2695 |
cg2d: Sum(rhs),rhsMax = 4.22231694052755E-13 7.50867968286437E+00 |
| 2696 |
SH 5.2541904104915034 23.303266144140309 |
| 2697 |
NH 10.402332418372737 25.558401819331152 |
| 2698 |
cg2d: Sum(rhs),rhsMax = 4.26707280620775E-13 7.13635422716999E+00 |
| 2699 |
SH 5.2600262437351830 23.306034201381010 |
| 2700 |
NH 10.394646889949001 25.560572844738886 |
| 2701 |
cg2d: Sum(rhs),rhsMax = 5.94801985442928E-13 6.72826174842141E+00 |
| 2702 |
SH 5.2658101487857607 23.308436100618223 |
| 2703 |
NH 10.387931795717861 25.562670281140015 |
| 2704 |
cg2d: Sum(rhs),rhsMax = 3.02834146648223E-13 6.29061611882689E+00 |
| 2705 |
SH 5.2714099940886285 23.310526880376244 |
| 2706 |
NH 10.381968236890202 25.564392021163712 |
| 2707 |
cg2d: Sum(rhs),rhsMax = 2.72254441213704E-13 5.82354058045781E+00 |
| 2708 |
SH 5.2766834570720675 23.312391020460154 |
| 2709 |
NH 10.376388653405627 25.565627356801315 |
| 2710 |
cg2d: Sum(rhs),rhsMax = 3.15532322492373E-13 5.32772671306342E+00 |
| 2711 |
SH 5.2814869181208906 23.314118057944484 |
| 2712 |
NH 10.370786591376486 25.566397306015574 |
| 2713 |
cg2d: Sum(rhs),rhsMax = 3.68399755146243E-13 4.81328439565243E+00 |
| 2714 |
SH 5.2856831426076951 23.315790054264824 |
| 2715 |
NH 10.364805610090059 25.566780027352706 |
| 2716 |
cg2d: Sum(rhs),rhsMax = 4.19844714549811E-13 4.27688077867089E+00 |
| 2717 |
SH 5.2891470916899834 23.317472841937274 |
| 2718 |
NH 10.358190016896174 25.566855652568336 |
| 2719 |
cg2d: Sum(rhs),rhsMax = 4.21170043285457E-13 4.08273968416922E+00 |
| 2720 |
SH 5.2917698105745785 23.319209669495365 |
| 2721 |
NH 10.350797384899920 25.566681379024772 |
| 2722 |
cg2d: Sum(rhs),rhsMax = 3.60121654718881E-13 4.69596424969267E+00 |
| 2723 |
SH 5.2934606150915329 23.321019005534538 |
| 2724 |
NH 10.342582254652029 25.566293874565417 |
| 2725 |
cg2d: Sum(rhs),rhsMax = 2.79665179903077E-13 5.24143688831321E+00 |
| 2726 |
SH 5.2941479979523365 23.322897532601303 |
| 2727 |
NH 10.333566201855206 25.565715210295195 |
| 2728 |
cg2d: Sum(rhs),rhsMax = 2.83405243717283E-13 5.71014649554035E+00 |
| 2729 |
SH 5.2937797084345561 23.324827051566444 |
| 2730 |
NH 10.323806190964376 25.564962979895881 |
| 2731 |
cg2d: Sum(rhs),rhsMax = 2.17638407296050E-13 6.09339485347981E+00 |
| 2732 |
SH 5.2923222915728161 23.326782448545373 |
| 2733 |
NH 10.313369586200167 25.564059363216870 |
| 2734 |
cg2d: Sum(rhs),rhsMax = 1.70280456401883E-13 6.38332974891453E+00 |
| 2735 |
SH 5.2897602820706311 23.328738036075606 |
| 2736 |
NH 10.302319331472347 25.563033142709344 |
| 2737 |
cg2d: Sum(rhs),rhsMax = 1.96731519963578E-13 6.57170770918527E+00 |
| 2738 |
SH 5.2860960712135352 23.330670860819566 |
| 2739 |
NH 10.290709121788382 25.561915909062861 |
| 2740 |
cg2d: Sum(rhs),rhsMax = 1.69621261481012E-13 6.89836981236008E+00 |
| 2741 |
SH 5.2813521824701297 23.332561111330051 |
| 2742 |
NH 10.278586386933284 25.560790216306600 |
| 2743 |
cg2d: Sum(rhs),rhsMax = 3.48131246052930E-13 7.30176006123863E+00 |
| 2744 |
SH 5.2755754331594176 23.334390786792142 |
| 2745 |
NH 10.266000968166054 25.559650526242763 |
| 2746 |
cg2d: Sum(rhs),rhsMax = 4.24792145903297E-13 7.63271205159816E+00 |
| 2747 |
SH 5.2688404027307456 23.336142137130992 |
| 2748 |
NH 10.253015199128868 25.558501775199886 |
| 2749 |
cg2d: Sum(rhs),rhsMax = 5.01508556904895E-13 7.88368954490567E+00 |
| 2750 |
SH 5.2612391162218159 23.337796877661219 |
| 2751 |
NH 10.239734075258866 25.557342928735807 |
| 2752 |
cg2d: Sum(rhs),rhsMax = 6.74314770687801E-13 8.05184512751961E+00 |
| 2753 |
SH 5.2528392728632411 23.339336574170602 |
| 2754 |
NH 10.226597641496028 25.556168890524702 |
| 2755 |
cg2d: Sum(rhs),rhsMax = 7.76892439269261E-13 8.13470800097984E+00 |
| 2756 |
SH 5.2437181215741475 23.340743978994510 |
| 2757 |
NH 10.212899105054362 25.554976074272986 |
| 2758 |
cg2d: Sum(rhs),rhsMax = 9.95488413924051E-13 8.13230626449715E+00 |
| 2759 |
SH 5.2339713838621265 23.342004898670268 |
| 2760 |
NH 10.198879555522240 25.553763656924673 |
| 2761 |
cg2d: Sum(rhs),rhsMax = 9.57706136617276E-13 8.04713419007848E+00 |
| 2762 |
SH 5.2237337680662108 23.343109849243092 |
| 2763 |
NH 10.184517899026957 25.552539732974822 |
| 2764 |
cg2d: Sum(rhs),rhsMax = 1.14535464446064E-12 7.88324085920472E+00 |
| 2765 |
SH 5.2131442049751513 23.344055045742209 |
| 2766 |
NH 10.169938670779175 25.551321186406426 |
| 2767 |
cg2d: Sum(rhs),rhsMax = 1.00780495060349E-12 7.64697396550308E+00 |
| 2768 |
SH 5.2023371670685492 23.344842390492204 |
| 2769 |
NH 10.155237767994379 25.550126195238875 |
| 2770 |
cg2d: Sum(rhs),rhsMax = 1.01745695202382E-12 7.34576345692643E+00 |
| 2771 |
SH 5.1914473273096178 23.345478593649773 |
| 2772 |
NH 10.140495466040818 25.548981126070146 |
| 2773 |
cg2d: Sum(rhs),rhsMax = 1.05796621463483E-12 6.98666247494832E+00 |
| 2774 |
SH 5.1806108047567250 23.345973691477525 |
| 2775 |
NH 10.125792369893816 25.547905861323784 |
| 2776 |
cg2d: Sum(rhs),rhsMax = 1.08365399986710E-12 6.57967689100347E+00 |
| 2777 |
SH 5.1699658197331360 23.346339287539251 |
| 2778 |
NH 10.111255236349280 25.546920689135391 |
| 2779 |
cg2d: Sum(rhs),rhsMax = 1.07098357959856E-12 6.13093584454050E+00 |
| 2780 |
SH 5.1596471476439092 23.346586881293092 |
| 2781 |
NH 10.097008386681921 25.546039856118341 |
| 2782 |
cg2d: Sum(rhs),rhsMax = 1.22724747031455E-12 5.65138446419574E+00 |
| 2783 |
SH 5.1497835914632333 23.346726556210626 |
| 2784 |
NH 10.083188374968586 25.545270989550090 |
| 2785 |
cg2d: Sum(rhs),rhsMax = 1.27631238910908E-12 5.41147373056135E+00 |
| 2786 |
SH 5.1404895924222274 23.346766192347559 |
| 2787 |
NH 10.069740858766295 25.544616141397796 |
| 2788 |
cg2d: Sum(rhs),rhsMax = 1.10132736264035E-12 6.03631493854366E+00 |
| 2789 |
SH 5.1318763455055318 23.346711230417839 |
| 2790 |
NH 10.056700502182366 25.544072650369628 |
| 2791 |
cg2d: Sum(rhs),rhsMax = 9.75539093950317E-13 6.60486689065404E+00 |
| 2792 |
SH 5.1240387196413053 23.346564971412363 |
| 2793 |
NH 10.044126024686591 25.543635470059030 |
| 2794 |
cg2d: Sum(rhs),rhsMax = 8.43283776141845E-13 7.10840570624697E+00 |
| 2795 |
SH 5.1170641939746702 23.346329198407091 |
| 2796 |
NH 10.032272672676982 25.543299280515782 |
| 2797 |
cg2d: Sum(rhs),rhsMax = 7.80660258659083E-13 7.53948025642226E+00 |
| 2798 |
SH 5.1110160109268463 23.346005015475782 |
| 2799 |
NH 10.021623187692455 25.543060359718368 |
| 2800 |
cg2d: Sum(rhs),rhsMax = 5.17003106992320E-13 7.89200581780301E+00 |
| 2801 |
SH 5.1059454051125499 23.345593663625493 |
| 2802 |
NH 10.012000183890791 25.542920319087386 |
| 2803 |
cg2d: Sum(rhs),rhsMax = 7.08648417724334E-13 8.16153503636302E+00 |
| 2804 |
SH 5.1018746583961843 23.345097263483694 |
| 2805 |
NH 10.002542762161625 25.542881662500292 |
| 2806 |
cg2d: Sum(rhs),rhsMax = 1.02831632098344E-12 8.34518941270456E+00 |
| 2807 |
SH 5.0988080050438498 23.344519316161154 |
| 2808 |
NH 9.9936592325995548 25.542949015152544 |
| 2809 |
cg2d: Sum(rhs),rhsMax = 1.08194703196673E-12 8.44169060470358E+00 |
| 2810 |
SH 5.0967240485748562 23.343865005999589 |
| 2811 |
NH 9.9853705750411450 25.543128857667455 |
| 2812 |
cg2d: Sum(rhs),rhsMax = 1.12548512176680E-12 8.58290100570755E+00 |
| 2813 |
SH 5.0955878670439461 23.343141265026532 |
| 2814 |
NH 9.9777378958128224 25.543428002963992 |
| 2815 |
cg2d: Sum(rhs),rhsMax = 1.33900529553088E-12 8.82948846309534E+00 |
| 2816 |
SH 5.0953590375938802 23.342356662616396 |
| 2817 |
NH 9.9709727619613204 25.543851770149331 |
| 2818 |
cg2d: Sum(rhs),rhsMax = 1.70818914568827E-12 8.98947149474876E+00 |
| 2819 |
SH 5.0959891820928078 23.341521182429119 |
| 2820 |
NH 9.9652655722763370 25.544403069454120 |
| 2821 |
cg2d: Sum(rhs),rhsMax = 1.42944683867441E-12 9.06327526559916E+00 |
| 2822 |
SH 5.0974236072731287 23.340645895979321 |
| 2823 |
NH 9.9611076712314457 25.545081214752258 |
| 2824 |
cg2d: Sum(rhs),rhsMax = 1.30765537287303E-12 9.05291617603447E+00 |
| 2825 |
SH 5.0995907222430219 23.339742603775221 |
| 2826 |
NH 9.9578556314642128 25.545882280910121 |
| 2827 |
cg2d: Sum(rhs),rhsMax = 1.21388663010258E-12 8.96087215006180E+00 |
| 2828 |
SH 5.1024126626471684 23.338823446514539 |
| 2829 |
NH 9.9539899253745716 25.546796326246636 |
| 2830 |
cg2d: Sum(rhs),rhsMax = 1.17545903566274E-12 8.79027967356967E+00 |
| 2831 |
SH 5.1057961840850226 23.337900565589791 |
| 2832 |
NH 9.9506238948277428 25.547806928584123 |
| 2833 |
cg2d: Sum(rhs),rhsMax = 1.14200662815200E-12 8.54488907475130E+00 |
| 2834 |
SH 5.1096457833331215 23.336985763430107 |
| 2835 |
NH 9.9477349524930219 25.548899248980206 |
| 2836 |
cg2d: Sum(rhs),rhsMax = 1.00952579629165E-12 8.22904590137232E+00 |
| 2837 |
SH 5.1138550367734865 23.336090229688523 |
| 2838 |
NH 9.9465201073713843 25.550056225189962 |
| 2839 |
cg2d: Sum(rhs),rhsMax = 1.12121423256895E-12 7.84751963958103E+00 |
| 2840 |
SH 5.1183187190405306 23.335224275154701 |
| 2841 |
NH 9.9445691324704057 25.551263827951857 |
| 2842 |
cg2d: Sum(rhs),rhsMax = 1.20717325025055E-12 7.40543433932526E+00 |
| 2843 |
SH 5.1229253489568123 23.334397126174395 |
| 2844 |
NH 9.9430455174755821 25.552502662820018 |
| 2845 |
cg2d: Sum(rhs),rhsMax = 1.43059175616855E-12 6.90840770704136E+00 |
| 2846 |
SH 5.1275677695200557 23.333616732446842 |
| 2847 |
NH 9.9418902881113240 25.553760808736172 |
| 2848 |
cg2d: Sum(rhs),rhsMax = 1.54948970321200E-12 6.36238439317645E+00 |
| 2849 |
(PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE |
| 2850 |
--> objf_test(bi,bj) = 0.000000000000000D+00 |
| 2851 |
--> objf_tracer(bi,bj) = 0.000000000000000D+00 |
| 2852 |
--> objf_atl(bi,bj) = -0.492261138494679D-01 |
| 2853 |
local fc = -0.492261138494679D-01 |
| 2854 |
global fc = -0.492261138494679D-01 |
| 2855 |
grad-res ------------------------------- |
| 2856 |
grad-res 0 1 44 2 1 1 1 1 -4.92261139770E-02 -4.92261141046E-02 -4.92261138495E-02 |
| 2857 |
grad-res 0 1 1 1 0 1 1 1 -1.27579463425E-08 -1.27584390969E-08 -3.86233265075E-05 |
| 2858 |
(PID.TID 0000.0001) ADM ref_cost_function = -4.92261139769933E-02 |
| 2859 |
(PID.TID 0000.0001) ADM adjoint_gradient = -1.27579463425444E-08 |
| 2860 |
(PID.TID 0000.0001) ADM finite-diff_grad = -1.27584390968716E-08 |
| 2861 |
ph-grd ierr --------------------------- |
| 2862 |
ph-grd ierr = 0 , icomp = 1 , ichknum = 1 |
| 2863 |
ph-test icomp, ncvarcomp, ichknum 2 29138 2 |
| 2864 |
ph-grd _loc: bi, bj, icomptest, ichknum 1 1 1 2 |
| 2865 |
ph-grd -->hit<-- 45 2 1 1 |
| 2866 |
(PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 |
| 2867 |
(PID.TID 0000.0001) |
| 2868 |
(PID.TID 0000.0001) Start initial hydrostatic pressure computation |
| 2869 |
(PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC |
| 2870 |
(PID.TID 0000.0001) |
| 2871 |
(PID.TID 0000.0001) // ======================================================= |
| 2872 |
(PID.TID 0000.0001) // Model current state |
| 2873 |
(PID.TID 0000.0001) // ======================================================= |
| 2874 |
(PID.TID 0000.0001) |
| 2875 |
SH 5.2214032038697837 23.296536408581801 |
| 2876 |
NH 10.477982531836687 25.564398561832434 |
| 2877 |
(PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F |
| 2878 |
cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 |
| 2879 |
SH 5.2201334270583857 23.297498128510995 |
| 2880 |
NH 10.466538306882399 25.565240031177893 |
| 2881 |
cg2d: Sum(rhs),rhsMax = 2.50945098034805E-14 8.72197575654960E+00 |
| 2882 |
SH 5.2213357268121854 23.295110577694288 |
| 2883 |
NH 10.461108876580226 25.564424809918648 |
| 2884 |
cg2d: Sum(rhs),rhsMax = 9.46812073188141E-14 8.58491923234548E+00 |
| 2885 |
SH 5.2239899090945414 23.292331045714661 |
| 2886 |
NH 10.454544438173912 25.562857148969101 |
| 2887 |
cg2d: Sum(rhs),rhsMax = 1.90226306928665E-13 8.57300301428348E+00 |
| 2888 |
SH 5.2278031079794687 23.291025404036702 |
| 2889 |
NH 10.447075395383706 25.560581832021569 |
| 2890 |
cg2d: Sum(rhs),rhsMax = 1.17069548499771E-13 8.54199816341438E+00 |
| 2891 |
SH 5.2323771548610694 23.291656443887064 |
| 2892 |
NH 10.438753008352990 25.558131387399897 |
| 2893 |
cg2d: Sum(rhs),rhsMax = 3.97376576088959E-13 8.39983291123392E+00 |
| 2894 |
SH 5.2374366157289387 23.293835283304702 |
| 2895 |
NH 10.429688799724431 25.556353938620191 |
| 2896 |
cg2d: Sum(rhs),rhsMax = 3.32490979193523E-13 8.14938897566264E+00 |
| 2897 |
SH 5.2428237903615695 23.296877091418480 |
| 2898 |
NH 10.420249419522293 25.555836779285016 |
| 2899 |
cg2d: Sum(rhs),rhsMax = 4.27470558950205E-13 7.83063879303954E+00 |
| 2900 |
SH 5.2484439982684989 23.300155173541270 |
| 2901 |
NH 10.410965029442991 25.556641789681009 |
| 2902 |
cg2d: Sum(rhs),rhsMax = 4.84258466659782E-13 7.50867966982539E+00 |
| 2903 |
SH 5.2542179726058862 23.303266464150965 |
| 2904 |
NH 10.402332418996139 25.558401820350298 |
| 2905 |
cg2d: Sum(rhs),rhsMax = 4.78513062507346E-13 7.13635421237808E+00 |
| 2906 |
SH 5.2600537024886762 23.306034555906137 |
| 2907 |
NH 10.394646890593151 25.560572845661966 |
| 2908 |
cg2d: Sum(rhs),rhsMax = 5.65686386622133E-13 6.72826173378715E+00 |
| 2909 |
SH 5.2658375031680862 23.308436489402823 |
| 2910 |
NH 10.387931796291639 25.562670281933833 |
| 2911 |
cg2d: Sum(rhs),rhsMax = 3.63375995959814E-13 6.29061610616141E+00 |
| 2912 |
SH 5.2714372402481331 23.310527303142294 |
| 2913 |
NH 10.381968237327385 25.564392021848789 |
| 2914 |
cg2d: Sum(rhs),rhsMax = 2.98767954820534E-13 5.82354057091319E+00 |
| 2915 |
SH 5.2767105917858430 23.312391476923892 |
| 2916 |
NH 10.376388653682454 25.565627357426592 |
| 2917 |
cg2d: Sum(rhs),rhsMax = 3.20625470617841E-13 5.32772670691127E+00 |
| 2918 |
SH 5.2815139403248281 23.314118547832152 |
| 2919 |
NH 10.370786591511035 25.566397306633576 |
| 2920 |
cg2d: Sum(rhs),rhsMax = 4.29038748972488E-13 4.81328439247420E+00 |
| 2921 |
SH 5.2857100536156167 23.315790577322105 |
| 2922 |
NH 10.364805610127746 25.566780028006690 |
| 2923 |
cg2d: Sum(rhs),rhsMax = 3.91145449363250E-13 4.27688077774321E+00 |
| 2924 |
SH 5.2891738947913041 23.317473397931735 |
| 2925 |
NH 10.358190016891854 25.566855653290588 |
| 2926 |
cg2d: Sum(rhs),rhsMax = 4.32306968001228E-13 4.08273968521705E+00 |
| 2927 |
SH 5.2917965103699203 23.319210258214753 |
| 2928 |
NH 10.350797384903501 25.566681379840020 |
| 2929 |
cg2d: Sum(rhs),rhsMax = 4.03968525297671E-13 4.69596425165897E+00 |
| 2930 |
SH 5.2934872167308527 23.321019626781776 |
| 2931 |
NH 10.342582254700403 25.566293875494353 |
| 2932 |
cg2d: Sum(rhs),rhsMax = 3.88945819995712E-13 5.24143689084386E+00 |
| 2933 |
SH 5.2941745064091492 23.322898186189491 |
| 2934 |
NH 10.333566201970655 25.565715211355837 |
| 2935 |
cg2d: Sum(rhs),rhsMax = 3.03423952630055E-13 5.71014649814156E+00 |
| 2936 |
SH 5.2938061279510293 23.324827737314138 |
| 2937 |
NH 10.323806191155995 25.564962981103349 |
| 2938 |
cg2d: Sum(rhs),rhsMax = 2.35346464538821E-13 6.09339485556255E+00 |
| 2939 |
SH 5.2923486253604324 23.326783166273742 |
| 2940 |
NH 10.313369586467445 25.564059364581965 |
| 2941 |
cg2d: Sum(rhs),rhsMax = 1.34101063586911E-13 6.38332974989480E+00 |
| 2942 |
SH 5.2897865322814255 23.328738785607243 |
| 2943 |
NH 10.302319331808405 25.563033144237750 |
| 2944 |
cg2d: Sum(rhs),rhsMax = 2.34860741965548E-13 6.57170770858923E+00 |
| 2945 |
SH 5.2861222392028253 23.330671641978199 |
| 2946 |
NH 10.290709122183046 25.561915910755943 |
| 2947 |
cg2d: Sum(rhs),rhsMax = 2.23938922960798E-13 6.89836981124376E+00 |
| 2948 |
SH 5.2813782693241933 23.332561923941853 |
| 2949 |
NH 10.278586387374844 25.560790218162936 |
| 2950 |
cg2d: Sum(rhs),rhsMax = 4.07264499902027E-13 7.30176005802665E+00 |
| 2951 |
SH 5.2756014402579581 23.334391630686866 |
| 2952 |
NH 10.266000968642913 25.559650528260192 |
| 2953 |
cg2d: Sum(rhs),rhsMax = 4.37198888203483E-13 7.63271204637427E+00 |
| 2954 |
SH 5.2688663321123954 23.336143012142884 |
| 2955 |
NH 10.253015199630283 25.558501777378012 |
| 2956 |
cg2d: Sum(rhs),rhsMax = 5.28459220827671E-13 7.88368953803325E+00 |
| 2957 |
SH 5.2612649696046674 23.337797783629867 |
| 2958 |
NH 10.239734075774777 25.557342931077812 |
| 2959 |
cg2d: Sum(rhs),rhsMax = 6.23542883992911E-13 8.05184511954610E+00 |
| 2960 |
SH 5.2528650505166752 23.339337510938833 |
| 2961 |
NH 10.226597642018874 25.556168893038034 |
| 2962 |
cg2d: Sum(rhs),rhsMax = 8.13418776779429E-13 8.13470799252046E+00 |
| 2963 |
SH 5.2437438242797043 23.340744946404925 |
| 2964 |
NH 10.212899105580107 25.554976076969638 |
| 2965 |
cg2d: Sum(rhs),rhsMax = 9.93802262705401E-13 8.13230625612170E+00 |
| 2966 |
SH 5.2339970127003994 23.342005896566150 |
| 2967 |
NH 10.198879556043778 25.553763659820447 |
| 2968 |
cg2d: Sum(rhs),rhsMax = 9.49934575444900E-13 8.04713418223154E+00 |
| 2969 |
SH 5.2237593252769443 23.343110877468405 |
| 2970 |
NH 10.184517899544744 25.552539736088193 |
| 2971 |
cg2d: Sum(rhs),rhsMax = 1.11255449297687E-12 7.88324085216566E+00 |
| 2972 |
SH 5.2131696910283836 23.344056104143021 |
| 2973 |
NH 10.169938671292414 25.551321189757118 |
| 2974 |
cg2d: Sum(rhs),rhsMax = 1.04984076987336E-12 7.64697395938259E+00 |
| 2975 |
SH 5.2023625824149349 23.344843478912537 |
| 2976 |
NH 10.155237768504662 25.550126198846669 |
| 2977 |
cg2d: Sum(rhs),rhsMax = 9.92768367513719E-13 7.34576345169311E+00 |
| 2978 |
SH 5.1914726705892917 23.345479711933194 |
| 2979 |
NH 10.140495466551158 25.548981129953859 |
| 2980 |
cg2d: Sum(rhs),rhsMax = 1.01298136545580E-12 6.98666247046484E+00 |
| 2981 |
SH 5.1806360758240544 23.345974839463338 |
| 2982 |
NH 10.125792370409158 25.547905865500979 |
| 2983 |
cg2d: Sum(rhs),rhsMax = 1.02219621656019E-12 6.57967688706010E+00 |
| 2984 |
SH 5.1699910161621005 23.346340465067215 |
| 2985 |
NH 10.111255236871330 25.546920693622042 |
| 2986 |
cg2d: Sum(rhs),rhsMax = 9.39914812647658E-13 6.13093584090618E+00 |
| 2987 |
SH 5.1596722700244868 23.346588088197109 |
| 2988 |
NH 10.097008387217898 25.546039860929511 |
| 2989 |
cg2d: Sum(rhs),rhsMax = 1.10972342426408E-12 5.65138446063898E+00 |
| 2990 |
SH 5.1498086366948996 23.346727792326931 |
| 2991 |
NH 10.083188375523548 25.545270994700786 |
| 2992 |
cg2d: Sum(rhs),rhsMax = 1.18514226210564E-12 5.41147372655572E+00 |
| 2993 |
SH 5.1405145624422062 23.346767457504143 |
| 2994 |
NH 10.069740859347519 25.544616146903593 |
| 2995 |
cg2d: Sum(rhs),rhsMax = 1.01557651177586E-12 6.03631493415161E+00 |
| 2996 |
SH 5.1319012368875292 23.346712524447184 |
| 2997 |
NH 10.056700502796616 25.544072656247295 |
| 2998 |
cg2d: Sum(rhs),rhsMax = 9.27015408880294E-13 6.60486688574339E+00 |
| 2999 |
SH 5.1240635362277658 23.346566294136096 |
| 3000 |
NH 10.044126025339324 25.543635476327324 |
| 3001 |
cg2d: Sum(rhs),rhsMax = 7.46805395301919E-13 7.10840570073356E+00 |
| 3002 |
SH 5.1170889319860180 23.346330549654738 |
| 3003 |
NH 10.032272673367913 25.543299287195111 |
| 3004 |
cg2d: Sum(rhs),rhsMax = 7.03916092081869E-13 7.53948025026929E+00 |
| 3005 |
SH 5.1110406754925748 23.346006395062773 |
| 3006 |
NH 10.021623188419710 25.543060366831071 |
| 3007 |
cg2d: Sum(rhs),rhsMax = 4.73412975487975E-13 7.89200581101693E+00 |
| 3008 |
SH 5.1059699919819650 23.345595071377886 |
| 3009 |
NH 10.012000184662838 25.542920326657224 |
| 3010 |
cg2d: Sum(rhs),rhsMax = 6.68777533352483E-13 8.16153502898791E+00 |
| 3011 |
SH 5.1018991726357967 23.345098699211462 |
| 3012 |
NH 10.002542762994267 25.542881670551708 |
| 3013 |
cg2d: Sum(rhs),rhsMax = 9.85815595822004E-13 8.34518940481278E+00 |
| 3014 |
SH 5.0988324416024966 23.344520779685240 |
| 3015 |
NH 9.9936592334883017 25.542949023710491 |
| 3016 |
cg2d: Sum(rhs),rhsMax = 1.05468064837133E-12 8.44169059638757E+00 |
| 3017 |
SH 5.0967484109584120 23.343866497124054 |
| 3018 |
NH 9.9853705759916807 25.543128866756547 |
| 3019 |
cg2d: Sum(rhs),rhsMax = 1.06985947878613E-12 8.58290101237820E+00 |
| 3020 |
SH 5.0956121505497549 23.343142783564929 |
| 3021 |
NH 9.9777378968104244 25.543428012607990 |
| 3022 |
cg2d: Sum(rhs),rhsMax = 1.28052082826180E-12 8.82948846977022E+00 |
| 3023 |
SH 5.0953832459889554 23.342358208368182 |
| 3024 |
NH 9.9709727630156522 25.543851780371199 |
| 3025 |
cg2d: Sum(rhs),rhsMax = 1.70016778433535E-12 8.98947150134546E+00 |
| 3026 |
SH 5.0960133131702605 23.341522755204835 |
| 3027 |
NH 9.9652655733851816 25.544403080275629 |
| 3028 |
cg2d: Sum(rhs),rhsMax = 1.37651001708150E-12 9.06327527205504E+00 |
| 3029 |
SH 5.0974476645017717 23.340647495581777 |
| 3030 |
NH 9.9611076716479943 25.545081226194554 |
| 3031 |
cg2d: Sum(rhs),rhsMax = 1.28560356804641E-12 9.05291618230793E+00 |
| 3032 |
SH 5.0996147043984479 23.339744230016777 |
| 3033 |
NH 9.9578556326922580 25.545882292991678 |
| 3034 |
cg2d: Sum(rhs),rhsMax = 1.17346410366537E-12 8.96087215613432E+00 |
| 3035 |
SH 5.1024365722283846 23.338825099203405 |
| 3036 |
NH 9.9539899266874272 25.546796338990134 |
| 3037 |
cg2d: Sum(rhs),rhsMax = 1.15048595650258E-12 8.79027967944530E+00 |
| 3038 |
SH 5.1058200203909223 23.337902244541738 |
| 3039 |
NH 9.9506238962056841 25.547806942009061 |
| 3040 |
cg2d: Sum(rhs),rhsMax = 1.09995346164737E-12 8.54488908045270E+00 |
| 3041 |
SH 5.1096695482717109 23.336987468459597 |
| 3042 |
NH 9.9477349539413922 25.548899263107160 |
| 3043 |
cg2d: Sum(rhs),rhsMax = 9.88039511318206E-13 8.22904590693673E+00 |
| 3044 |
SH 5.1138787300485546 23.336091960616670 |
| 3045 |
NH 9.9465201089012112 25.550056240040249 |
| 3046 |
cg2d: Sum(rhs),rhsMax = 1.04927178057324E-12 7.84751964505678E+00 |
| 3047 |
SH 5.1183423422977512 23.335226031803074 |
| 3048 |
NH 9.9445691340933422 25.551263843547815 |
| 3049 |
cg2d: Sum(rhs),rhsMax = 1.17669068933068E-12 7.40543434476514E+00 |
| 3050 |
SH 5.1229489021447421 23.334398908370702 |
| 3051 |
NH 9.9430455192213572 25.552502679184670 |
| 3052 |
cg2d: Sum(rhs),rhsMax = 1.32074212677580E-12 6.90840771249755E+00 |
| 3053 |
SH 5.1275912541890989 23.333618540019643 |
| 3054 |
NH 9.9418902900557669 25.553760825893505 |
| 3055 |
cg2d: Sum(rhs),rhsMax = 1.53128898450205E-12 6.36238439869691E+00 |
| 3056 |
(PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE |
| 3057 |
--> objf_test(bi,bj) = 0.000000000000000D+00 |
| 3058 |
--> objf_tracer(bi,bj) = 0.000000000000000D+00 |
| 3059 |
--> objf_atl(bi,bj) = -0.492261140913499D-01 |
| 3060 |
local fc = -0.492261140913499D-01 |
| 3061 |
global fc = -0.492261140913499D-01 |
| 3062 |
ph-check fcpertplus = -4.92261140913499221E-002 |
| 3063 |
ph-check fcpertminus = -4.92261139769933423E-002 |
| 3064 |
(PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 |
| 3065 |
(PID.TID 0000.0001) |
| 3066 |
(PID.TID 0000.0001) Start initial hydrostatic pressure computation |
| 3067 |
(PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC |
| 3068 |
(PID.TID 0000.0001) |
| 3069 |
(PID.TID 0000.0001) // ======================================================= |
| 3070 |
(PID.TID 0000.0001) // Model current state |
| 3071 |
(PID.TID 0000.0001) // ======================================================= |
| 3072 |
(PID.TID 0000.0001) |
| 3073 |
SH 5.2213752318418187 23.296536408581801 |
| 3074 |
NH 10.477982531836687 25.564398561832434 |
| 3075 |
(PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F |
| 3076 |
cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 |
| 3077 |
SH 5.2201055357530208 23.297498092456351 |
| 3078 |
NH 10.466538306882399 25.565240031177893 |
| 3079 |
cg2d: Sum(rhs),rhsMax = 3.21270787750905E-14 8.72197575655813E+00 |
| 3080 |
SH 5.2213077469803579 23.295110505872913 |
| 3081 |
NH 10.461108876579488 25.564424809910292 |
| 3082 |
cg2d: Sum(rhs),rhsMax = 9.97084359521949E-14 8.58491923245957E+00 |
| 3083 |
SH 5.2239617970200811 23.292330937983650 |
| 3084 |
NH 10.454544438166579 25.562857148905209 |
| 3085 |
cg2d: Sum(rhs),rhsMax = 1.79592452020927E-13 8.57300301477123E+00 |
| 3086 |
SH 5.2277749414750474 23.291025260281288 |
| 3087 |
NH 10.447075395351249 25.560581831835407 |
| 3088 |
cg2d: Sum(rhs),rhsMax = 1.51656465163796E-13 8.54199816484018E+00 |
| 3089 |
SH 5.2323490408621751 23.291656264225253 |
| 3090 |
NH 10.438753008259539 25.558131387009780 |
| 3091 |
cg2d: Sum(rhs),rhsMax = 3.50316997632660E-13 8.39983291447283E+00 |
| 3092 |
SH 5.2374086163554239 23.293835068023270 |
| 3093 |
NH 10.429688799523205 25.556353937978770 |
| 3094 |
cg2d: Sum(rhs),rhsMax = 2.83682799473439E-13 8.14938898165325E+00 |
| 3095 |
SH 5.2427959152182666 23.296876840818243 |
| 3096 |
NH 10.420249419175775 25.555836778419348 |
| 3097 |
cg2d: Sum(rhs),rhsMax = 3.32740779374063E-13 7.83063880232718E+00 |
| 3098 |
SH 5.2484162325908414 23.300154887864437 |
| 3099 |
NH 10.410965028947487 25.556641788688466 |
| 3100 |
cg2d: Sum(rhs),rhsMax = 5.04395136768920E-13 7.50867968213428E+00 |
| 3101 |
SH 5.2541903013832325 23.303266143602514 |
| 3102 |
NH 10.402332418393996 25.558401819352241 |
| 3103 |
cg2d: Sum(rhs),rhsMax = 4.12232747937225E-13 7.13635422652041E+00 |
| 3104 |
SH 5.2600261196207043 23.306034200695763 |
| 3105 |
NH 10.394646889962928 25.560572844750197 |
| 3106 |
cg2d: Sum(rhs),rhsMax = 6.30655250244416E-13 6.72826174801937E+00 |
| 3107 |
SH 5.2658100100883871 23.308436099766652 |
| 3108 |
NH 10.387931795720192 25.562670281143255 |
| 3109 |
cg2d: Sum(rhs),rhsMax = 3.47472051132058E-13 6.29061611878367E+00 |
| 3110 |
SH 5.2714098413931652 23.310526879338795 |
| 3111 |
NH 10.381968236880027 25.564392021161666 |
| 3112 |
cg2d: Sum(rhs),rhsMax = 1.87905246917808E-13 5.82354058079583E+00 |
| 3113 |
SH 5.2766832911291885 23.312391019217841 |
| 3114 |
NH 10.376388653385504 25.565627356796313 |
| 3115 |
cg2d: Sum(rhs),rhsMax = 1.91742455246668E-13 5.32772671372105E+00 |
| 3116 |
SH 5.2814867398175238 23.314118056479856 |
| 3117 |
NH 10.370786591351134 25.566397306008753 |
| 3118 |
cg2d: Sum(rhs),rhsMax = 2.51555720698349E-13 4.81328439651983E+00 |
| 3119 |
SH 5.2856829529216611 23.315790052562363 |
| 3120 |
NH 10.364805610064536 25.566780027344180 |
| 3121 |
cg2d: Sum(rhs),rhsMax = 3.39950290140223E-13 4.27688077962987E+00 |
| 3122 |
SH 5.2891468916468511 23.317472839983168 |
| 3123 |
NH 10.358190016874801 25.566855652558388 |
| 3124 |
cg2d: Sum(rhs),rhsMax = 3.52988471785665E-13 4.08273968492185E+00 |
| 3125 |
SH 5.2917696012132183 23.319209667277732 |
| 3126 |
NH 10.350797384885482 25.566681379014199 |
| 3127 |
cg2d: Sum(rhs),rhsMax = 3.16732751137749E-13 4.69596425036417E+00 |
| 3128 |
SH 5.2934603974383663 23.321019003043148 |
| 3129 |
NH 10.342582254645833 25.566293874555640 |
| 3130 |
cg2d: Sum(rhs),rhsMax = 3.31484839577456E-13 5.24143688885182E+00 |
| 3131 |
SH 5.2941477730013276 23.322897529827458 |
| 3132 |
NH 10.333566201857593 25.565715210287578 |
| 3133 |
cg2d: Sum(rhs),rhsMax = 2.03795313957755E-13 5.71014649589923E+00 |
| 3134 |
SH 5.2937794771298741 23.324827048502755 |
| 3135 |
NH 10.323806190974835 25.564962979891618 |
| 3136 |
cg2d: Sum(rhs),rhsMax = 2.07896200254964E-13 6.09339485362444E+00 |
| 3137 |
SH 5.2923220547925780 23.326782445185813 |
| 3138 |
NH 10.313369586217732 25.564059363216586 |
| 3139 |
cg2d: Sum(rhs),rhsMax = 1.58817403672629E-13 6.38332974882909E+00 |
| 3140 |
SH 5.2897600406109859 23.328738032415174 |
| 3141 |
NH 10.302319331495710 25.563033142712811 |
| 3142 |
cg2d: Sum(rhs),rhsMax = 1.88737914186277E-13 6.57170770887534E+00 |
| 3143 |
SH 5.2860958257736570 23.330670856854056 |
| 3144 |
NH 10.290709121816178 25.561915909069171 |
| 3145 |
cg2d: Sum(rhs),rhsMax = 1.82166781659276E-13 6.89836981185464E+00 |
| 3146 |
SH 5.2813519336385184 23.332561107056165 |
| 3147 |
NH 10.278586386963809 25.560790216314388 |
| 3148 |
cg2d: Sum(rhs),rhsMax = 3.60822483003176E-13 7.30176006054910E+00 |
| 3149 |
SH 5.2755751814033260 23.334390782207151 |
| 3150 |
NH 10.266000968197602 25.559650526250323 |
| 3151 |
cg2d: Sum(rhs),rhsMax = 3.91978116631719E-13 7.63271205078308E+00 |
| 3152 |
SH 5.2688401483866869 23.336142132232794 |
| 3153 |
NH 10.253015199159734 25.558501775205514 |
| 3154 |
cg2d: Sum(rhs),rhsMax = 4.92758611692068E-13 7.88368954403222E+00 |
| 3155 |
SH 5.2612388594835693 23.337796872447996 |
| 3156 |
NH 10.239734075287231 25.557342928738194 |
| 3157 |
cg2d: Sum(rhs),rhsMax = 5.92470517091215E-13 8.05184512665465E+00 |
| 3158 |
SH 5.2528390138138548 23.339336568640817 |
| 3159 |
NH 10.226597641520300 25.556168890522656 |
| 3160 |
cg2d: Sum(rhs),rhsMax = 7.11798675556707E-13 8.13470800018077E+00 |
| 3161 |
SH 5.2437178601754795 23.340743973146573 |
| 3162 |
NH 10.212899105073234 25.554976074265994 |
| 3163 |
cg2d: Sum(rhs),rhsMax = 9.02916630352024E-13 8.13230626380718E+00 |
| 3164 |
SH 5.2339711199696808 23.342004892502473 |
| 3165 |
NH 10.198879555534745 25.553763656912452 |
| 3166 |
cg2d: Sum(rhs),rhsMax = 9.08641217822748E-13 8.04713418952554E+00 |
| 3167 |
SH 5.2237335014384030 23.343109842753222 |
| 3168 |
NH 10.184517899032642 25.552539732957371 |
| 3169 |
cg2d: Sum(rhs),rhsMax = 1.03100167292425E-12 7.88324085880157E+00 |
| 3170 |
SH 5.2131439353078122 23.344055038927422 |
| 3171 |
NH 10.169938670777867 25.551321186384030 |
| 3172 |
cg2d: Sum(rhs),rhsMax = 9.10542474752418E-13 7.64697396525048E+00 |
| 3173 |
SH 5.2023368940019168 23.344842383349032 |
| 3174 |
NH 10.155237767986478 25.550126195212044 |
| 3175 |
cg2d: Sum(rhs),rhsMax = 9.19216092132302E-13 7.34576345681594E+00 |
| 3176 |
SH 5.1914470504558494 23.345478586173954 |
| 3177 |
NH 10.140495466026948 25.548981126039280 |
| 3178 |
cg2d: Sum(rhs),rhsMax = 9.19306297753053E-13 6.98666247496442E+00 |
| 3179 |
SH 5.1806105236990447 23.345973683663942 |
| 3180 |
NH 10.125792369875001 25.547905861289451 |
| 3181 |
cg2d: Sum(rhs),rhsMax = 9.63444601875807E-13 6.57967689112753E+00 |
| 3182 |
SH 5.1699655340615323 23.346339279382107 |
| 3183 |
NH 10.111255236326656 25.546920689097988 |
| 3184 |
cg2d: Sum(rhs),rhsMax = 8.50250425621368E-13 6.13093584475131E+00 |
| 3185 |
SH 5.1596468569388776 23.346586872785906 |
| 3186 |
NH 10.097008386656626 25.546039856078210 |
| 3187 |
cg2d: Sum(rhs),rhsMax = 1.02257785572490E-12 5.65138446447105E+00 |
| 3188 |
SH 5.1497832953480724 23.346726547346179 |
| 3189 |
NH 10.083188374941926 25.545270989507742 |
| 3190 |
cg2d: Sum(rhs),rhsMax = 1.11659292922894E-12 5.41147373094604E+00 |
| 3191 |
SH 5.1404892905242150 23.346766183118348 |
| 3192 |
NH 10.069740858739578 25.544616141353629 |
| 3193 |
cg2d: Sum(rhs),rhsMax = 9.60641288738628E-13 6.03631493895332E+00 |
| 3194 |
SH 5.1318760375258989 23.346711220815905 |
| 3195 |
NH 10.056700502156275 25.544072650324040 |
| 3196 |
cg2d: Sum(rhs),rhsMax = 8.36337943344034E-13 6.60486689106973E+00 |
| 3197 |
SH 5.1240384052909462 23.346564961429578 |
| 3198 |
NH 10.044126024661978 25.543635470012362 |
| 3199 |
cg2d: Sum(rhs),rhsMax = 6.46177555907457E-13 7.10840570665404E+00 |
| 3200 |
SH 5.1170638730665132 23.346329188034929 |
| 3201 |
NH 10.032272672654358 25.543299280468318 |
| 3202 |
cg2d: Sum(rhs),rhsMax = 6.50507425703495E-13 7.53948025681011E+00 |
| 3203 |
SH 5.1110156832852454 23.346005004706058 |
| 3204 |
NH 10.021623187672503 25.543060359670392 |
| 3205 |
cg2d: Sum(rhs),rhsMax = 4.13002965160558E-13 7.89200581816517E+00 |
| 3206 |
SH 5.1059450706817415 23.345593652449850 |
| 3207 |
NH 10.012000183874136 25.542920319039126 |
| 3208 |
cg2d: Sum(rhs),rhsMax = 5.77874553764346E-13 8.16153503669715E+00 |
| 3209 |
SH 5.1018743171333085 23.345097251894174 |
| 3210 |
NH 10.002542762148323 25.542881662451748 |
| 3211 |
cg2d: Sum(rhs),rhsMax = 9.13710079819552E-13 8.34518941301184E+00 |
| 3212 |
SH 5.0988076570308181 23.344519304149685 |
| 3213 |
NH 9.9936592325897209 25.542949015103659 |
| 3214 |
cg2d: Sum(rhs),rhsMax = 9.96501492434021E-13 8.44169060498709E+00 |
| 3215 |
SH 5.0967236939068243 23.343864993558839 |
| 3216 |
NH 9.9853705750344375 25.543128857618115 |
| 3217 |
cg2d: Sum(rhs),rhsMax = 1.04500783026928E-12 8.58290100550516E+00 |
| 3218 |
SH 5.0955875059203208 23.343141252149280 |
| 3219 |
NH 9.9777378958092982 25.543428002913743 |
| 3220 |
cg2d: Sum(rhs),rhsMax = 1.28624541573252E-12 8.82948846289617E+00 |
| 3221 |
SH 5.0953586702117377 23.342356649295994 |
| 3222 |
NH 9.9709727619606383 25.543851770097604 |
| 3223 |
cg2d: Sum(rhs),rhsMax = 1.64749117126384E-12 8.98947149454988E+00 |
| 3224 |
SH 5.0959888087248260 23.341521168659199 |
| 3225 |
NH 9.9652655722782129 25.544403069400232 |
| 3226 |
cg2d: Sum(rhs),rhsMax = 1.38242542413458E-12 9.06327526539944E+00 |
| 3227 |
SH 5.0974232281900527 23.340645881754142 |
| 3228 |
NH 9.9611076712430418 25.545081214695415 |
| 3229 |
cg2d: Sum(rhs),rhsMax = 1.21439663880452E-12 9.05291617583524E+00 |
| 3230 |
SH 5.0995903377675518 23.339742589089383 |
| 3231 |
NH 9.9578556314693287 25.545882280849412 |
| 3232 |
cg2d: Sum(rhs),rhsMax = 1.16055082211020E-12 8.96087214986633E+00 |
| 3233 |
SH 5.1024122730933641 23.338823431363267 |
| 3234 |
NH 9.9539899253803696 25.546796326181152 |
| 3235 |
cg2d: Sum(rhs),rhsMax = 1.10310371947975E-12 8.79027967338324E+00 |
| 3236 |
SH 5.1057957897916140 23.337900549968595 |
| 3237 |
NH 9.9506238948338819 25.547806928512841 |
| 3238 |
cg2d: Sum(rhs),rhsMax = 1.04242309229008E-12 8.54488907458038E+00 |
| 3239 |
SH 5.1096453846183749 23.336985747335120 |
| 3240 |
NH 9.9477349524992178 25.548899248902103 |
| 3241 |
cg2d: Sum(rhs),rhsMax = 8.72520805605959E-13 8.22904590122358E+00 |
| 3242 |
SH 5.1138546339579989 23.336090213116108 |
| 3243 |
NH 9.9465201073766139 25.550056225104186 |
| 3244 |
cg2d: Sum(rhs),rhsMax = 1.01732511303965E-12 7.84751963946154E+00 |
| 3245 |
SH 5.1183183124134075 23.335224258101846 |
| 3246 |
NH 9.9445691324746122 25.551263827857497 |
| 3247 |
cg2d: Sum(rhs),rhsMax = 1.13253850742012E-12 7.40543433924129E+00 |
| 3248 |
SH 5.1229249387938580 23.334397108638427 |
| 3249 |
NH 9.9430455174784242 25.552502662716392 |
| 3250 |
cg2d: Sum(rhs),rhsMax = 1.25644633586219E-12 6.90840770699694E+00 |
| 3251 |
SH 5.1275673560572841 23.333616714425148 |
| 3252 |
NH 9.9418902881122904 25.553760808622485 |
| 3253 |
cg2d: Sum(rhs),rhsMax = 1.36360367442023E-12 6.36238439317434E+00 |
| 3254 |
(PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE |
| 3255 |
--> objf_test(bi,bj) = 0.000000000000000D+00 |
| 3256 |
--> objf_tracer(bi,bj) = 0.000000000000000D+00 |
| 3257 |
--> objf_atl(bi,bj) = -0.492261138627231D-01 |
| 3258 |
local fc = -0.492261138627231D-01 |
| 3259 |
global fc = -0.492261138627231D-01 |
| 3260 |
grad-res ------------------------------- |
| 3261 |
grad-res 0 2 45 2 1 1 1 1 -4.92261139770E-02 -4.92261140913E-02 -4.92261138627E-02 |
| 3262 |
grad-res 0 2 2 2 0 1 1 1 -1.14307870099E-08 -1.14313405963E-08 -4.84294286902E-05 |
| 3263 |
(PID.TID 0000.0001) ADM ref_cost_function = -4.92261139769933E-02 |
| 3264 |
(PID.TID 0000.0001) ADM adjoint_gradient = -1.14307870098507E-08 |
| 3265 |
(PID.TID 0000.0001) ADM finite-diff_grad = -1.14313405963351E-08 |
| 3266 |
ph-grd ierr --------------------------- |
| 3267 |
ph-grd ierr = 0 , icomp = 2 , ichknum = 2 |
| 3268 |
(PID.TID 0000.0001) |
| 3269 |
(PID.TID 0000.0001) // ======================================================= |
| 3270 |
(PID.TID 0000.0001) // Gradient check results >>> START <<< |
| 3271 |
(PID.TID 0000.0001) // ======================================================= |
| 3272 |
(PID.TID 0000.0001) |
| 3273 |
(PID.TID 0000.0001) EPS = 1.000000E-02 |
| 3274 |
(PID.TID 0000.0001) |
| 3275 |
(PID.TID 0000.0001) grdchk output h.p: Id Itile Jtile LAYER bi bj X(Id) X(Id)+/-EPS |
| 3276 |
(PID.TID 0000.0001) grdchk output h.c: Id FC FC1 FC2 |
| 3277 |
(PID.TID 0000.0001) grdchk output h.g: Id FC1-FC2/(2*EPS) ADJ GRAD(FC) 1-FDGRD/ADGRD |
| 3278 |
(PID.TID 0000.0001) |
| 3279 |
(PID.TID 0000.0001) grdchk output (p): 1 44 2 1 1 1 0.000000000E+00 -1.000000000E-02 |
| 3280 |
(PID.TID 0000.0001) grdchk output (c): 1 -4.9226113976993E-02 -4.9226114104637E-02 -4.9226113849468E-02 |
| 3281 |
(PID.TID 0000.0001) grdchk output (g): 1 -1.2758439096872E-08 -1.2757946342544E-08 -3.8623326507503E-05 |
| 3282 |
(PID.TID 0000.0001) |
| 3283 |
(PID.TID 0000.0001) grdchk output (p): 2 45 2 1 1 1 0.000000000E+00 -1.000000000E-02 |
| 3284 |
(PID.TID 0000.0001) grdchk output (c): 2 -4.9226113976993E-02 -4.9226114091350E-02 -4.9226113862723E-02 |
| 3285 |
(PID.TID 0000.0001) grdchk output (g): 2 -1.1431340596335E-08 -1.1430787009851E-08 -4.8429428690211E-05 |
| 3286 |
(PID.TID 0000.0001) |
| 3287 |
(PID.TID 0000.0001) // ======================================================= |
| 3288 |
(PID.TID 0000.0001) // Gradient check results >>> END <<< |
| 3289 |
(PID.TID 0000.0001) // ======================================================= |
| 3290 |
(PID.TID 0000.0001) |
| 3291 |
(PID.TID 0000.0001) Seconds in section "ALL [THE_MODEL_MAIN]": |
| 3292 |
(PID.TID 0000.0001) User time: 460.94999999999999 |
| 3293 |
(PID.TID 0000.0001) System time: 1.1500000000000001 |
| 3294 |
(PID.TID 0000.0001) Wall clock time: 465.22785305976868 |
| 3295 |
(PID.TID 0000.0001) No. starts: 1 |
| 3296 |
(PID.TID 0000.0001) No. stops: 1 |
| 3297 |
(PID.TID 0000.0001) Seconds in section "INITIALISE_FIXED [THE_MODEL_MAIN]": |
| 3298 |
(PID.TID 0000.0001) User time: 0.20000000000000001 |
| 3299 |
(PID.TID 0000.0001) System time: 2.00000000000000004E-002 |
| 3300 |
(PID.TID 0000.0001) Wall clock time: 0.29745221138000488 |
| 3301 |
(PID.TID 0000.0001) No. starts: 1 |
| 3302 |
(PID.TID 0000.0001) No. stops: 1 |
| 3303 |
(PID.TID 0000.0001) Seconds in section "ADTHE_MAIN_LOOP [ADJOINT RUN]": |
| 3304 |
(PID.TID 0000.0001) User time: 274.78000000000003 |
| 3305 |
(PID.TID 0000.0001) System time: 1.0700000000000001 |
| 3306 |
(PID.TID 0000.0001) Wall clock time: 278.38291811943054 |
| 3307 |
(PID.TID 0000.0001) No. starts: 1 |
| 3308 |
(PID.TID 0000.0001) No. stops: 1 |
| 3309 |
(PID.TID 0000.0001) Seconds in section "LOAD_FIELDS_DRIVER [FORWARD_STEP]": |
| 3310 |
(PID.TID 0000.0001) User time: 9.99999999999090505E-003 |
| 3311 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3312 |
(PID.TID 0000.0001) Wall clock time: 9.97376441955566406E-003 |
| 3313 |
(PID.TID 0000.0001) No. starts: 360 |
| 3314 |
(PID.TID 0000.0001) No. stops: 360 |
| 3315 |
(PID.TID 0000.0001) Seconds in section "EXTERNAL_FLDS_LOAD [LOAD_FLDS_DRIVER]": |
| 3316 |
(PID.TID 0000.0001) User time: 0.0000000000000000 |
| 3317 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3318 |
(PID.TID 0000.0001) Wall clock time: 4.66156005859375000E-003 |
| 3319 |
(PID.TID 0000.0001) No. starts: 480 |
| 3320 |
(PID.TID 0000.0001) No. stops: 480 |
| 3321 |
(PID.TID 0000.0001) Seconds in section "EBM [FORWARD_STEP]": |
| 3322 |
(PID.TID 0000.0001) User time: 0.77999999999997272 |
| 3323 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3324 |
(PID.TID 0000.0001) Wall clock time: 0.85756707191467285 |
| 3325 |
(PID.TID 0000.0001) No. starts: 360 |
| 3326 |
(PID.TID 0000.0001) No. stops: 360 |
| 3327 |
(PID.TID 0000.0001) Seconds in section "DO_ATMOSPHERIC_PHYS [FORWARD_STEP]": |
| 3328 |
(PID.TID 0000.0001) User time: 9.99999999999090505E-003 |
| 3329 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3330 |
(PID.TID 0000.0001) Wall clock time: 3.32140922546386719E-003 |
| 3331 |
(PID.TID 0000.0001) No. starts: 360 |
| 3332 |
(PID.TID 0000.0001) No. stops: 360 |
| 3333 |
(PID.TID 0000.0001) Seconds in section "DO_OCEANIC_PHYS [FORWARD_STEP]": |
| 3334 |
(PID.TID 0000.0001) User time: 37.500000000000114 |
| 3335 |
(PID.TID 0000.0001) System time: 5.00000000000000444E-002 |
| 3336 |
(PID.TID 0000.0001) Wall clock time: 37.684072971343994 |
| 3337 |
(PID.TID 0000.0001) No. starts: 360 |
| 3338 |
(PID.TID 0000.0001) No. stops: 360 |
| 3339 |
(PID.TID 0000.0001) Seconds in section "THERMODYNAMICS [FORWARD_STEP]": |
| 3340 |
(PID.TID 0000.0001) User time: 72.590000000000600 |
| 3341 |
(PID.TID 0000.0001) System time: 4.00000000000000355E-002 |
| 3342 |
(PID.TID 0000.0001) Wall clock time: 72.803764104843140 |
| 3343 |
(PID.TID 0000.0001) No. starts: 360 |
| 3344 |
(PID.TID 0000.0001) No. stops: 360 |
| 3345 |
(PID.TID 0000.0001) Seconds in section "DYNAMICS [FORWARD_STEP]": |
| 3346 |
(PID.TID 0000.0001) User time: 102.84999999999860 |
| 3347 |
(PID.TID 0000.0001) System time: 1.00000000000000089E-002 |
| 3348 |
(PID.TID 0000.0001) Wall clock time: 103.09774994850159 |
| 3349 |
(PID.TID 0000.0001) No. starts: 360 |
| 3350 |
(PID.TID 0000.0001) No. stops: 360 |
| 3351 |
(PID.TID 0000.0001) Seconds in section "SOLVE_FOR_PRESSURE [FORWARD_STEP]": |
| 3352 |
(PID.TID 0000.0001) User time: 47.849999999999909 |
| 3353 |
(PID.TID 0000.0001) System time: 3.00000000000000266E-002 |
| 3354 |
(PID.TID 0000.0001) Wall clock time: 47.921215772628784 |
| 3355 |
(PID.TID 0000.0001) No. starts: 360 |
| 3356 |
(PID.TID 0000.0001) No. stops: 360 |
| 3357 |
(PID.TID 0000.0001) Seconds in section "MOM_CORRECTION_STEP [FORWARD_STEP]": |
| 3358 |
(PID.TID 0000.0001) User time: 5.7200000000000841 |
| 3359 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3360 |
(PID.TID 0000.0001) Wall clock time: 5.6509144306182861 |
| 3361 |
(PID.TID 0000.0001) No. starts: 360 |
| 3362 |
(PID.TID 0000.0001) No. stops: 360 |
| 3363 |
(PID.TID 0000.0001) Seconds in section "TRC_CORRECTION_STEP [FORWARD_STEP]": |
| 3364 |
(PID.TID 0000.0001) User time: 0.95999999999986585 |
| 3365 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3366 |
(PID.TID 0000.0001) Wall clock time: 1.0772595405578613 |
| 3367 |
(PID.TID 0000.0001) No. starts: 360 |
| 3368 |
(PID.TID 0000.0001) No. stops: 360 |
| 3369 |
(PID.TID 0000.0001) Seconds in section "BLOCKING_EXCHANGES [FORWARD_STEP]": |
| 3370 |
(PID.TID 0000.0001) User time: 1.4900000000002365 |
| 3371 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3372 |
(PID.TID 0000.0001) Wall clock time: 1.4177455902099609 |
| 3373 |
(PID.TID 0000.0001) No. starts: 360 |
| 3374 |
(PID.TID 0000.0001) No. stops: 360 |
| 3375 |
(PID.TID 0000.0001) Seconds in section "DO_STATEVARS_TAVE [FORWARD_STEP]": |
| 3376 |
(PID.TID 0000.0001) User time: 2.9599999999999795 |
| 3377 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3378 |
(PID.TID 0000.0001) Wall clock time: 2.9761230945587158 |
| 3379 |
(PID.TID 0000.0001) No. starts: 360 |
| 3380 |
(PID.TID 0000.0001) No. stops: 360 |
| 3381 |
(PID.TID 0000.0001) Seconds in section "MONITOR [FORWARD_STEP]": |
| 3382 |
(PID.TID 0000.0001) User time: 7.99999999999840838E-002 |
| 3383 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3384 |
(PID.TID 0000.0001) Wall clock time: 9.04154777526855469E-002 |
| 3385 |
(PID.TID 0000.0001) No. starts: 360 |
| 3386 |
(PID.TID 0000.0001) No. stops: 360 |
| 3387 |
(PID.TID 0000.0001) Seconds in section "COST_TILE [FORWARD_STEP]": |
| 3388 |
(PID.TID 0000.0001) User time: 5.5500000000000682 |
| 3389 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3390 |
(PID.TID 0000.0001) Wall clock time: 5.5640499591827393 |
| 3391 |
(PID.TID 0000.0001) No. starts: 360 |
| 3392 |
(PID.TID 0000.0001) No. stops: 360 |
| 3393 |
(PID.TID 0000.0001) Seconds in section "DO_THE_MODEL_IO [FORWARD_STEP]": |
| 3394 |
(PID.TID 0000.0001) User time: 0.59999999999996589 |
| 3395 |
(PID.TID 0000.0001) System time: 5.00000000000000444E-002 |
| 3396 |
(PID.TID 0000.0001) Wall clock time: 0.75163173675537109 |
| 3397 |
(PID.TID 0000.0001) No. starts: 360 |
| 3398 |
(PID.TID 0000.0001) No. stops: 360 |
| 3399 |
(PID.TID 0000.0001) Seconds in section "DO_WRITE_PICKUP [FORWARD_STEP]": |
| 3400 |
(PID.TID 0000.0001) User time: 8.99999999999749889E-002 |
| 3401 |
(PID.TID 0000.0001) System time: 4.00000000000000355E-002 |
| 3402 |
(PID.TID 0000.0001) Wall clock time: 0.20849919319152832 |
| 3403 |
(PID.TID 0000.0001) No. starts: 360 |
| 3404 |
(PID.TID 0000.0001) No. stops: 360 |
| 3405 |
(PID.TID 0000.0001) Seconds in section "CTRL_PACK [THE_MODEL_MAIN]": |
| 3406 |
(PID.TID 0000.0001) User time: 6.99999999999931788E-002 |
| 3407 |
(PID.TID 0000.0001) System time: 1.00000000000000089E-002 |
| 3408 |
(PID.TID 0000.0001) Wall clock time: 0.15191316604614258 |
| 3409 |
(PID.TID 0000.0001) No. starts: 1 |
| 3410 |
(PID.TID 0000.0001) No. stops: 1 |
| 3411 |
(PID.TID 0000.0001) Seconds in section "CTRL_PACK [THE_MODEL_MAIN]": |
| 3412 |
(PID.TID 0000.0001) User time: 6.00000000000022737E-002 |
| 3413 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3414 |
(PID.TID 0000.0001) Wall clock time: 7.63089656829833984E-002 |
| 3415 |
(PID.TID 0000.0001) No. starts: 1 |
| 3416 |
(PID.TID 0000.0001) No. stops: 1 |
| 3417 |
(PID.TID 0000.0001) Seconds in section "GRDCHK_MAIN [THE_MODEL_MAIN]": |
| 3418 |
(PID.TID 0000.0001) User time: 185.83999999999997 |
| 3419 |
(PID.TID 0000.0001) System time: 5.00000000000000444E-002 |
| 3420 |
(PID.TID 0000.0001) Wall clock time: 186.31916904449463 |
| 3421 |
(PID.TID 0000.0001) No. starts: 1 |
| 3422 |
(PID.TID 0000.0001) No. stops: 1 |
| 3423 |
(PID.TID 0000.0001) Seconds in section "INITIALISE_VARIA [THE_MAIN_LOOP]": |
| 3424 |
(PID.TID 0000.0001) User time: 0.34999999999990905 |
| 3425 |
(PID.TID 0000.0001) System time: 1.00000000000000089E-002 |
| 3426 |
(PID.TID 0000.0001) Wall clock time: 0.34795093536376953 |
| 3427 |
(PID.TID 0000.0001) No. starts: 4 |
| 3428 |
(PID.TID 0000.0001) No. stops: 4 |
| 3429 |
(PID.TID 0000.0001) Seconds in section "MAIN LOOP [THE_MAIN_LOOP]": |
| 3430 |
(PID.TID 0000.0001) User time: 185.42000000000007 |
| 3431 |
(PID.TID 0000.0001) System time: 4.00000000000000355E-002 |
| 3432 |
(PID.TID 0000.0001) Wall clock time: 185.87140989303589 |
| 3433 |
(PID.TID 0000.0001) No. starts: 4 |
| 3434 |
(PID.TID 0000.0001) No. stops: 4 |
| 3435 |
(PID.TID 0000.0001) Seconds in section "FORWARD_STEP [THE_MAIN_LOOP]": |
| 3436 |
(PID.TID 0000.0001) User time: 183.17999999999859 |
| 3437 |
(PID.TID 0000.0001) System time: 4.00000000000000355E-002 |
| 3438 |
(PID.TID 0000.0001) Wall clock time: 183.64452123641968 |
| 3439 |
(PID.TID 0000.0001) No. starts: 240 |
| 3440 |
(PID.TID 0000.0001) No. stops: 240 |
| 3441 |
(PID.TID 0000.0001) Seconds in section "COST_FINAL [ADJOINT SPIN-DOWN]": |
| 3442 |
(PID.TID 0000.0001) User time: 0.0000000000000000 |
| 3443 |
(PID.TID 0000.0001) System time: 0.0000000000000000 |
| 3444 |
(PID.TID 0000.0001) Wall clock time: 4.95195388793945313E-004 |
| 3445 |
(PID.TID 0000.0001) No. starts: 4 |
| 3446 |
(PID.TID 0000.0001) No. stops: 4 |
| 3447 |
(PID.TID 0000.0001) // ====================================================== |
| 3448 |
(PID.TID 0000.0001) // Tile <-> Tile communication statistics |
| 3449 |
(PID.TID 0000.0001) // ====================================================== |
| 3450 |
(PID.TID 0000.0001) // o Tile number: 000001 |
| 3451 |
(PID.TID 0000.0001) // No. X exchanges = 0 |
| 3452 |
(PID.TID 0000.0001) // Max. X spins = 0 |
| 3453 |
(PID.TID 0000.0001) // Min. X spins = 1000000000 |
| 3454 |
(PID.TID 0000.0001) // Total. X spins = 0 |
| 3455 |
(PID.TID 0000.0001) // Avg. X spins = 0.00E+00 |
| 3456 |
(PID.TID 0000.0001) // No. Y exchanges = 0 |
| 3457 |
(PID.TID 0000.0001) // Max. Y spins = 0 |
| 3458 |
(PID.TID 0000.0001) // Min. Y spins = 1000000000 |
| 3459 |
(PID.TID 0000.0001) // Total. Y spins = 0 |
| 3460 |
(PID.TID 0000.0001) // Avg. Y spins = 0.00E+00 |
| 3461 |
(PID.TID 0000.0001) // o Thread number: 000001 |
| 3462 |
(PID.TID 0000.0001) // No. barriers = 356726 |
| 3463 |
(PID.TID 0000.0001) // Max. barrier spins = 1 |
| 3464 |
(PID.TID 0000.0001) // Min. barrier spins = 1 |
| 3465 |
(PID.TID 0000.0001) // Total barrier spins = 356726 |
| 3466 |
(PID.TID 0000.0001) // Avg. barrier spins = 1.00E+00 |
| 3467 |
PROGRAM MAIN: Execution ended Normally |
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