(PID.TID 0000.0001) (PID.TID 0000.0001) // ====================================================== (PID.TID 0000.0001) // MITgcm UV (PID.TID 0000.0001) // ========= (PID.TID 0000.0001) // ====================================================== (PID.TID 0000.0001) // execution environment starting up... (PID.TID 0000.0001) (PID.TID 0000.0001) // MITgcmUV version: checkpoint63a (PID.TID 0000.0001) // Build user: jmc (PID.TID 0000.0001) // Build host: baudelaire (PID.TID 0000.0001) // Build date: Sun Aug 28 15:15:38 EDT 2011 (PID.TID 0000.0001) (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Execution Environment parameter file "eedata" (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) ># Example "eedata" file (PID.TID 0000.0001) ># Lines beginning "#" are comments (PID.TID 0000.0001) ># nTx - No. threads per process in X (PID.TID 0000.0001) ># nTy - No. threads per process in Y (PID.TID 0000.0001) > &EEPARMS (PID.TID 0000.0001) > nTx=1, (PID.TID 0000.0001) > nTy=1, (PID.TID 0000.0001) > / (PID.TID 0000.0001) ># Note: Some systems use & as the (PID.TID 0000.0001) ># namelist terminator. Other systems (PID.TID 0000.0001) ># use a / character (as shown here). (PID.TID 0000.0001) (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Computational Grid Specification ( see files "SIZE.h" ) (PID.TID 0000.0001) // ( and "eedata" ) (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) nPx = 1 ; /* No. processes in X */ (PID.TID 0000.0001) nPy = 1 ; /* No. processes in Y */ (PID.TID 0000.0001) nSx = 1 ; /* No. tiles in X per process */ (PID.TID 0000.0001) nSy = 1 ; /* No. tiles in Y per process */ (PID.TID 0000.0001) sNx = 90 ; /* Tile size in X */ (PID.TID 0000.0001) sNy = 40 ; /* Tile size in Y */ (PID.TID 0000.0001) OLx = 3 ; /* Tile overlap distance in X */ (PID.TID 0000.0001) OLy = 3 ; /* Tile overlap distance in Y */ (PID.TID 0000.0001) nTx = 1 ; /* No. threads in X per process */ (PID.TID 0000.0001) nTy = 1 ; /* No. threads in Y per process */ (PID.TID 0000.0001) Nr = 15 ; /* No. levels in the vertical */ (PID.TID 0000.0001) Nx = 90 ; /* Total domain size in X ( = nPx*nSx*sNx ) */ (PID.TID 0000.0001) Ny = 40 ; /* Total domain size in Y ( = nPy*nSy*sNy ) */ (PID.TID 0000.0001) nTiles = 1 ; /* Total no. tiles per process ( = nSx*nSy ) */ (PID.TID 0000.0001) nProcs = 1 ; /* Total no. processes ( = nPx*nPy ) */ (PID.TID 0000.0001) nThreads = 1 ; /* Total no. threads per process ( = nTx*nTy ) */ (PID.TID 0000.0001) usingMPI = F ; /* Flag used to control whether MPI is in use */ (PID.TID 0000.0001) /* note: To execute a program with MPI calls */ (PID.TID 0000.0001) /* it must be launched appropriately e.g */ (PID.TID 0000.0001) /* "mpirun -np 64 ......" */ (PID.TID 0000.0001) useCoupler= F ;/* Flag used to control communications with */ (PID.TID 0000.0001) /* other model components, through a coupler */ (PID.TID 0000.0001) debugMode = F ; /* print debug msg. (sequence of S/R calls) */ (PID.TID 0000.0001) printMapIncludesZeros= F ; /* print zeros in Std.Output maps */ (PID.TID 0000.0001) maxLengthPrt1D= 65 /* maxLength of 1D array printed to StdOut */ (PID.TID 0000.0001) (PID.TID 0000.0001) // ====================================================== (PID.TID 0000.0001) // Mapping of tiles to threads (PID.TID 0000.0001) // ====================================================== (PID.TID 0000.0001) // -o- Thread 1, tiles ( 1: 1, 1: 1) (PID.TID 0000.0001) (PID.TID 0000.0001) // ====================================================== (PID.TID 0000.0001) // Tile <-> Tile connectvity table (PID.TID 0000.0001) // ====================================================== (PID.TID 0000.0001) // Tile number: 000001 (process no. = 000001) (PID.TID 0000.0001) // WEST: Tile = 000001, Process = 000001, Comm = put (PID.TID 0000.0001) // bi = 000001, bj = 000001 (PID.TID 0000.0001) // EAST: Tile = 000001, Process = 000001, Comm = put (PID.TID 0000.0001) // bi = 000001, bj = 000001 (PID.TID 0000.0001) // SOUTH: Tile = 000001, Process = 000001, Comm = put (PID.TID 0000.0001) // bi = 000001, bj = 000001 (PID.TID 0000.0001) // NORTH: Tile = 000001, Process = 000001, Comm = put (PID.TID 0000.0001) // bi = 000001, bj = 000001 (PID.TID 0000.0001) (PID.TID 0000.0001) INI_PARMS: opening model parameter file "data" (PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Parameter file "data" (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) ># ==================== (PID.TID 0000.0001) ># | Model parameters | (PID.TID 0000.0001) ># ==================== (PID.TID 0000.0001) ># (PID.TID 0000.0001) ># Continuous equation parameters (PID.TID 0000.0001) > &PARM01 (PID.TID 0000.0001) > tRef = 15*20., (PID.TID 0000.0001) > sRef = 15*35., (PID.TID 0000.0001) > viscAr=1.E-3, (PID.TID 0000.0001) > viscAh=5.E5, (PID.TID 0000.0001) > diffKhT=0., (PID.TID 0000.0001) > diffKrT=3.E-5, (PID.TID 0000.0001) > diffKhS=0., (PID.TID 0000.0001) > diffKrS=3.E-5, (PID.TID 0000.0001) > rhoConst=1035., (PID.TID 0000.0001) > rhoConstFresh=1000., (PID.TID 0000.0001) > eosType = 'POLY3', (PID.TID 0000.0001) > ivdc_kappa=10., (PID.TID 0000.0001) > implicitDiffusion=.TRUE., (PID.TID 0000.0001) > allowFreezing=.TRUE., (PID.TID 0000.0001) >#exactConserv=.TRUE., (PID.TID 0000.0001) >#- runoff missing in SSH forcing => comment out realFreshWaterFlux (PID.TID 0000.0001) >#useRealFreshWaterFlux=.TRUE., (PID.TID 0000.0001) > useCDscheme=.TRUE., (PID.TID 0000.0001) ># turn on looped cells (PID.TID 0000.0001) > hFacMin=.05, (PID.TID 0000.0001) > hFacMindr=50., (PID.TID 0000.0001) ># set precision of data files (PID.TID 0000.0001) > readBinaryPrec=32, (PID.TID 0000.0001) > / (PID.TID 0000.0001) > (PID.TID 0000.0001) ># Elliptic solver parameters (PID.TID 0000.0001) > &PARM02 (PID.TID 0000.0001) > cg2dMaxIters=500, (PID.TID 0000.0001) > cg2dTargetResidual=1.E-13, (PID.TID 0000.0001) > / (PID.TID 0000.0001) > (PID.TID 0000.0001) ># Time stepping parameters (PID.TID 0000.0001) > &PARM03 (PID.TID 0000.0001) > nIter0 = 0, (PID.TID 0000.0001) > nTimeSteps = 60, (PID.TID 0000.0001) ># 100 years of integration will yield a reasonable flow field (PID.TID 0000.0001) ># startTime = 0., (PID.TID 0000.0001) ># endTime = 3110400000., (PID.TID 0000.0001) > deltaTmom = 1200., (PID.TID 0000.0001) > tauCD = 321428., (PID.TID 0000.0001) > deltaTtracer = 43200., (PID.TID 0000.0001) > deltaTClock = 43200., (PID.TID 0000.0001) > deltaTfreesurf=43200., (PID.TID 0000.0001) > abEps = 0.1, (PID.TID 0000.0001) > pChkptFreq= 311040000., (PID.TID 0000.0001) > dumpFreq= 311040000., (PID.TID 0000.0001) > taveFreq= 311040000., (PID.TID 0000.0001) > dumpFreq= 864000., (PID.TID 0000.0001) > taveFreq= 864000., (PID.TID 0000.0001) >#monitorFreq=31104000., (PID.TID 0000.0001) > monitorFreq=2592000., (PID.TID 0000.0001) ># 2 months restoring timescale for temperature (PID.TID 0000.0001) >#tauThetaClimRelax = 5184000.0, (PID.TID 0000.0001) ># 6 months restoring timescale for salinity (PID.TID 0000.0001) > tauSaltClimRelax = 15552000.0, (PID.TID 0000.0001) >#periodicExternalForcing=.TRUE., (PID.TID 0000.0001) >#externForcingPeriod=2592000., (PID.TID 0000.0001) >#externForcingCycle=31104000., (PID.TID 0000.0001) > / (PID.TID 0000.0001) > (PID.TID 0000.0001) ># Gridding parameters (PID.TID 0000.0001) > &PARM04 (PID.TID 0000.0001) > usingSphericalPolarGrid=.TRUE., (PID.TID 0000.0001) > delR= 50., 70., 100., 140., 190., (PID.TID 0000.0001) > 240., 290., 340., 390., 440., (PID.TID 0000.0001) > 490., 540., 590., 640., 690., (PID.TID 0000.0001) > ygOrigin=-80., (PID.TID 0000.0001) > dySpacing=4., (PID.TID 0000.0001) > dxSpacing=4., (PID.TID 0000.0001) > / (PID.TID 0000.0001) > (PID.TID 0000.0001) ># Input datasets (PID.TID 0000.0001) > &PARM05 (PID.TID 0000.0001) > bathyFile= 'Topog.bin', (PID.TID 0000.0001) > hydrogThetaFile='Lev_clim_theta.bin', (PID.TID 0000.0001) > hydrogSaltFile= 'Lev_clim_salt.bin', (PID.TID 0000.0001) > zonalWindFile= 'Taux.bin', (PID.TID 0000.0001) > meridWindFile= 'Tauy.bin', (PID.TID 0000.0001) >#thetaClimFile= 'SST.bin', (PID.TID 0000.0001) > saltClimFile= 'SSS.bin', (PID.TID 0000.0001) > / (PID.TID 0000.0001) (PID.TID 0000.0001) INI_PARMS ; starts to read PARM01 (PID.TID 0000.0001) INI_PARMS ; read PARM01 : OK (PID.TID 0000.0001) S/R INI_PARMS: No request for barotropic solver (PID.TID 0000.0001) S/R INI_PARMS: => Use implicitFreeSurface as default (PID.TID 0000.0001) INI_PARMS ; starts to read PARM02 (PID.TID 0000.0001) INI_PARMS ; read PARM02 : OK (PID.TID 0000.0001) INI_PARMS ; starts to read PARM03 (PID.TID 0000.0001) INI_PARMS ; read PARM03 : OK (PID.TID 0000.0001) INI_PARMS ; starts to read PARM04 (PID.TID 0000.0001) INI_PARMS ; read PARM04 : OK (PID.TID 0000.0001) INI_PARMS ; starts to read PARM05 (PID.TID 0000.0001) INI_PARMS ; read PARM05 : OK (PID.TID 0000.0001) INI_PARMS: finished reading file "data" (PID.TID 0000.0001) PACKAGES_BOOT: opening data.pkg (PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.pkg (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Parameter file "data.pkg" (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) ># Packages (PID.TID 0000.0001) > &PACKAGES (PID.TID 0000.0001) > useGMRedi=.TRUE., (PID.TID 0000.0001) > useEBM=.TRUE., (PID.TID 0000.0001) > useGrdchk=.TRUE., (PID.TID 0000.0001) > / (PID.TID 0000.0001) > (PID.TID 0000.0001) (PID.TID 0000.0001) PACKAGES_BOOT: finished reading data.pkg (PID.TID 0000.0001) GM_READPARMS: opening data.gmredi (PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.gmredi (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Parameter file "data.gmredi" (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) ># GM+Redi package parameters: (PID.TID 0000.0001) > (PID.TID 0000.0001) >#-from MOM : (PID.TID 0000.0001) ># GM_background_K: G & Mc.W diffusion coefficient (PID.TID 0000.0001) ># GM_maxSlope : max slope of isopycnals (PID.TID 0000.0001) ># GM_Scrit : transition for scaling diffusion coefficient (PID.TID 0000.0001) ># GM_Sd : half width scaling for diffusion coefficient (PID.TID 0000.0001) ># GM_taper_scheme: slope clipping or one of the tapering schemes (PID.TID 0000.0001) ># GM_Kmin_horiz : horizontal diffusion minimum value (PID.TID 0000.0001) > (PID.TID 0000.0001) >#-Option parameters (needs to "define" options in GMREDI_OPTIONS.h") (PID.TID 0000.0001) ># GM_isopycK : isopycnal diffusion coefficient (default=GM_background_K) (PID.TID 0000.0001) ># GM_AdvForm : turn on GM Advective form (default=Skew flux form) (PID.TID 0000.0001) > (PID.TID 0000.0001) > &GM_PARM01 (PID.TID 0000.0001) > GM_background_K = 1.e+3, (PID.TID 0000.0001) > GM_taper_scheme = 'gkw91', (PID.TID 0000.0001) > GM_maxSlope = 1.e-2, (PID.TID 0000.0001) > GM_Kmin_horiz = 50., (PID.TID 0000.0001) > GM_Scrit = 4.e-3, (PID.TID 0000.0001) > GM_Sd = 1.e-3, (PID.TID 0000.0001) ># GM_Visbeck_alpha = 0., (PID.TID 0000.0001) ># GM_Visbeck_length = 2.e+5, (PID.TID 0000.0001) ># GM_Visbeck_depth = 1.e+3, (PID.TID 0000.0001) ># GM_Visbeck_maxval_K= 2.5e+3, (PID.TID 0000.0001) > / (PID.TID 0000.0001) > (PID.TID 0000.0001) > (PID.TID 0000.0001) (PID.TID 0000.0001) GM_READPARMS: finished reading data.gmredi (PID.TID 0000.0001) OPTIM_READPARMS: opening data.optim (PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.optim (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Parameter file "data.optim" (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) ># (PID.TID 0000.0001) ># ******************************** (PID.TID 0000.0001) ># Off-line optimization parameters (PID.TID 0000.0001) ># ******************************** (PID.TID 0000.0001) > &OPTIM (PID.TID 0000.0001) > optimcycle=0, (PID.TID 0000.0001) > / (PID.TID 0000.0001) (PID.TID 0000.0001) OPTIM_READPARMS: finished reading data.optim (PID.TID 0000.0001) CTRL_READPARMS: opening data.ctrl (PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.ctrl (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Parameter file "data.ctrl" (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) ># (PID.TID 0000.0001) ># (PID.TID 0000.0001) ># ********************* (PID.TID 0000.0001) ># ECCO controlvariables (PID.TID 0000.0001) ># ********************* (PID.TID 0000.0001) > &CTRL_NML (PID.TID 0000.0001) > xx_theta_file = 'xx_theta', (PID.TID 0000.0001) > xx_salt_file = 'xx_salt', (PID.TID 0000.0001) > xx_tr1_file = 'xx_tr1', (PID.TID 0000.0001) > xx_hflux_file = 'xx_hflux', (PID.TID 0000.0001) > xx_sflux_file = 'xx_sflux', (PID.TID 0000.0001) > xx_tauu_file = 'xx_tauu', (PID.TID 0000.0001) > xx_tauv_file = 'xx_tauv', (PID.TID 0000.0001) > xx_diffkr_file = 'xx_diffkr', (PID.TID 0000.0001) > xx_kapgm_file = 'xx_kapgm', (PID.TID 0000.0001) > / (PID.TID 0000.0001) ># (PID.TID 0000.0001) ># ********************* (PID.TID 0000.0001) ># names for ctrl_pack/unpack (PID.TID 0000.0001) ># ********************* (PID.TID 0000.0001) > &CTRL_PACKNAMES (PID.TID 0000.0001) > / (PID.TID 0000.0001) > (PID.TID 0000.0001) (PID.TID 0000.0001) CTRL_READPARMS: finished reading data.ctrl (PID.TID 0000.0001) COST_READPARMS: opening data.cost (PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.cost (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Parameter file "data.cost" (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) ># (PID.TID 0000.0001) ># (PID.TID 0000.0001) ># ****************** (PID.TID 0000.0001) ># ECCO cost function (PID.TID 0000.0001) ># ****************** (PID.TID 0000.0001) > &COST_NML (PID.TID 0000.0001) ># (PID.TID 0000.0001) > mult_tracer = 1., (PID.TID 0000.0001) > mult_test = 1., (PID.TID 0000.0001) > mult_atl = 1., (PID.TID 0000.0001) > / (PID.TID 0000.0001) (PID.TID 0000.0001) COST_READPARMS: finished reading data.cost (PID.TID 0000.0001) GRDCHK_READPARMS: opening data.grdchk (PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.grdchk (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Parameter file "data.grdchk" (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) > (PID.TID 0000.0001) ># ******************* (PID.TID 0000.0001) ># ECCO gradient check (PID.TID 0000.0001) ># ******************* (PID.TID 0000.0001) > &GRDCHK_NML (PID.TID 0000.0001) > grdchk_eps = 1.d-2, (PID.TID 0000.0001) > nbeg = 1, (PID.TID 0000.0001) > nstep = 1, (PID.TID 0000.0001) > nend = 2, (PID.TID 0000.0001) > grdchkvarindex = 1, (PID.TID 0000.0001) > / (PID.TID 0000.0001) (PID.TID 0000.0001) GRDCHK_READPARMS: finished reading data.grdchk (PID.TID 0000.0001) (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Gradient check configuration >>> START <<< (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) (PID.TID 0000.0001) eps: 0.100E-01 (PID.TID 0000.0001) First location: 1 (PID.TID 0000.0001) Last location: 2 (PID.TID 0000.0001) Increment: 1 (PID.TID 0000.0001) grdchkWhichProc: 0 (PID.TID 0000.0001) iLocTile = 1 , jLocTile = 1 (PID.TID 0000.0001) (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Gradient check configuration >>> END <<< (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) (PID.TID 0000.0001) ebm_readparms: opening data.ebm (PID.TID 0000.0001) OPEN_COPY_DATA_FILE: opening file data.ebm (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Parameter file "data.ebm" (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) ># Packages (PID.TID 0000.0001) > &EBM_PARM01 (PID.TID 0000.0001) ># convert from mm/year to m/sec and change sign (see ebm_forcing_surf.F) (PID.TID 0000.0001) > scale_runoff = -3.170979198E-11, (PID.TID 0000.0001) > tauThetaZonRelax = 5184000.0, (PID.TID 0000.0001) > RunoffFile = 'Runoff.bin', (PID.TID 0000.0001) > / (PID.TID 0000.0001) (PID.TID 0000.0001) ebm_readparms: finished reading data.ebm (PID.TID 0000.0001) SET_PARMS: done (PID.TID 0000.0001) Enter INI_VERTICAL_GRID: setInterFDr= T ; setCenterDr= F (PID.TID 0000.0001) %MON XC_max = 3.5800000000000E+02 (PID.TID 0000.0001) %MON XC_min = 2.0000000000000E+00 (PID.TID 0000.0001) %MON XC_mean = 1.8000000000000E+02 (PID.TID 0000.0001) %MON XC_sd = 1.0391663325314E+02 (PID.TID 0000.0001) %MON XG_max = 3.5600000000000E+02 (PID.TID 0000.0001) %MON XG_min = 0.0000000000000E+00 (PID.TID 0000.0001) %MON XG_mean = 1.7800000000000E+02 (PID.TID 0000.0001) %MON XG_sd = 1.0391663325314E+02 (PID.TID 0000.0001) %MON DXC_max = 4.4443898815675E+05 (PID.TID 0000.0001) %MON DXC_min = 9.2460385861875E+04 (PID.TID 0000.0001) %MON DXC_mean = 3.1372497618153E+05 (PID.TID 0000.0001) %MON DXC_sd = 1.1216447457560E+05 (PID.TID 0000.0001) %MON DXF_max = 4.4443898815675E+05 (PID.TID 0000.0001) %MON DXF_min = 9.2460385861875E+04 (PID.TID 0000.0001) %MON DXF_mean = 3.1372497618153E+05 (PID.TID 0000.0001) %MON DXF_sd = 1.1216447457560E+05 (PID.TID 0000.0001) %MON DXG_max = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DXG_min = 7.7223062580781E+04 (PID.TID 0000.0001) %MON DXG_mean = 3.1353386340260E+05 (PID.TID 0000.0001) %MON DXG_sd = 1.1256651772502E+05 (PID.TID 0000.0001) %MON DXV_max = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DXV_min = 7.7223062580781E+04 (PID.TID 0000.0001) %MON DXV_mean = 3.1353386340260E+05 (PID.TID 0000.0001) %MON DXV_sd = 1.1256651772502E+05 (PID.TID 0000.0001) %MON YC_max = 7.8000000000000E+01 (PID.TID 0000.0001) %MON YC_min = -7.8000000000000E+01 (PID.TID 0000.0001) %MON YC_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON YC_sd = 4.6173585522461E+01 (PID.TID 0000.0001) %MON YG_max = 7.6000000000000E+01 (PID.TID 0000.0001) %MON YG_min = -8.0000000000000E+01 (PID.TID 0000.0001) %MON YG_mean = -2.0000000000000E+00 (PID.TID 0000.0001) %MON YG_sd = 4.6173585522461E+01 (PID.TID 0000.0001) %MON DYC_max = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DYC_min = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DYC_mean = 4.4470989340814E+05 (PID.TID 0000.0001) %MON DYC_sd = 1.9848812371492E-08 (PID.TID 0000.0001) %MON DYF_max = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DYF_min = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DYF_mean = 4.4470989340814E+05 (PID.TID 0000.0001) %MON DYF_sd = 1.9848812371492E-08 (PID.TID 0000.0001) %MON DYG_max = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DYG_min = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DYG_mean = 4.4470989340814E+05 (PID.TID 0000.0001) %MON DYG_sd = 1.9848812371492E-08 (PID.TID 0000.0001) %MON DYU_max = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DYU_min = 4.4470989340816E+05 (PID.TID 0000.0001) %MON DYU_mean = 4.4470989340814E+05 (PID.TID 0000.0001) %MON DYU_sd = 1.9848812371492E-08 (PID.TID 0000.0001) %MON RA_max = 1.9760627980089E+11 (PID.TID 0000.0001) %MON RA_min = 4.1109698667290E+10 (PID.TID 0000.0001) %MON RA_mean = 1.3948826965197E+11 (PID.TID 0000.0001) %MON RA_sd = 4.9870522472902E+10 (PID.TID 0000.0001) %MON RAW_max = 1.9760627980089E+11 (PID.TID 0000.0001) %MON RAW_min = 4.1109698667290E+10 (PID.TID 0000.0001) %MON RAW_mean = 1.3948826965197E+11 (PID.TID 0000.0001) %MON RAW_sd = 4.9870522472902E+10 (PID.TID 0000.0001) %MON RAS_max = 1.9772672958215E+11 (PID.TID 0000.0001) %MON RAS_min = 3.4334886267983E+10 (PID.TID 0000.0001) %MON RAS_mean = 1.3940329716694E+11 (PID.TID 0000.0001) %MON RAS_sd = 5.0049278732354E+10 (PID.TID 0000.0001) %MON RAZ_max = 1.9772672958215E+11 (PID.TID 0000.0001) %MON RAZ_min = 3.4334886267983E+10 (PID.TID 0000.0001) %MON RAZ_mean = 1.3940329716694E+11 (PID.TID 0000.0001) %MON RAZ_sd = 5.0049278732354E+10 (PID.TID 0000.0001) %MON AngleCS_max = 1.0000000000000E+00 (PID.TID 0000.0001) %MON AngleCS_min = 1.0000000000000E+00 (PID.TID 0000.0001) %MON AngleCS_mean = 1.0000000000000E+00 (PID.TID 0000.0001) %MON AngleCS_sd = 0.0000000000000E+00 (PID.TID 0000.0001) %MON AngleSN_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON AngleSN_min = 0.0000000000000E+00 (PID.TID 0000.0001) %MON AngleSN_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON AngleSN_sd = 0.0000000000000E+00 (PID.TID 0000.0001) GAD_INIT_FIXED: GAD_OlMinSize= 1 0 1 (PID.TID 0000.0001) (PID.TID 0000.0001) // =================================== (PID.TID 0000.0001) // GAD parameters : (PID.TID 0000.0001) // =================================== (PID.TID 0000.0001) tempAdvScheme = /* Temp. Horiz.Advection scheme selector */ (PID.TID 0000.0001) 2 (PID.TID 0000.0001) ; (PID.TID 0000.0001) tempVertAdvScheme = /* Temp. Vert. Advection scheme selector */ (PID.TID 0000.0001) 2 (PID.TID 0000.0001) ; (PID.TID 0000.0001) tempMultiDimAdvec = /* use Muti-Dim Advec method for Temp */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) tempSOM_Advection = /* use 2nd Order Moment Advection for Temp */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) AdamsBashforthGt = /* apply Adams-Bashforth extrapolation on Gt */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) AdamsBashforth_T = /* apply Adams-Bashforth extrapolation on Temp */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) saltAdvScheme = /* Salt. Horiz.advection scheme selector */ (PID.TID 0000.0001) 2 (PID.TID 0000.0001) ; (PID.TID 0000.0001) saltVertAdvScheme = /* Salt. Vert. Advection scheme selector */ (PID.TID 0000.0001) 2 (PID.TID 0000.0001) ; (PID.TID 0000.0001) saltMultiDimAdvec = /* use Muti-Dim Advec method for Salt */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) saltSOM_Advection = /* use 2nd Order Moment Advection for Salt */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) AdamsBashforthGs = /* apply Adams-Bashforth extrapolation on Gs */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) AdamsBashforth_S = /* apply Adams-Bashforth extrapolation on Salt */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) // =================================== (PID.TID 0000.0001) ctrl-wet 1: nvarlength = 91470 (PID.TID 0000.0001) ctrl-wet 2: surface wet C = 2158 (PID.TID 0000.0001) ctrl-wet 3: surface wet W = 2052 (PID.TID 0000.0001) ctrl-wet 4: surface wet S = 2004 (PID.TID 0000.0001) ctrl-wet 4a:surface wet V = 0 (PID.TID 0000.0001) ctrl-wet 5: 3D wet points = 29138 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 1 1 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 2 1 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 3 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 4 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 5 1 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 6 1 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 7 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 8 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 9 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 10 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 11 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 12 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 13 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 14 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 15 1 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 16 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 17 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 18 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 19 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 20 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 21 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 22 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 23 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 24 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 25 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 26 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 27 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 28 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 29 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 30 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 31 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 32 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 33 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 34 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 35 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 36 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 37 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 38 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 39 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 40 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 41 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 42 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 43 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 44 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 45 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 46 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 47 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 48 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 49 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 50 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 51 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 52 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 53 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 54 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 55 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 56 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 57 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 58 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 59 0 (PID.TID 0000.0001) ctrl-wet 6: no recs for i = 60 0 (PID.TID 0000.0001) ctrl-wet 7: flux 62332 (PID.TID 0000.0001) ctrl-wet 8: atmos 58276 (PID.TID 0000.0001) ctrl-wet ------------------------------------------------- (PID.TID 0000.0001) ctrl-wet 13: global nvarlength for Nr = 15 91470 (PID.TID 0000.0001) ctrl-wet ------------------------------------------------- (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 1 2158 2004 2052 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 2 2155 2003 2049 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 3 2151 2000 2047 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 4 2143 1993 2040 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 5 2141 1993 2038 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 6 2139 1991 2036 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 7 2126 1977 2022 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 8 2108 1961 2003 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 9 2101 1954 1995 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 10 2086 1938 1981 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 11 2054 1903 1946 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 12 1998 1841 1879 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 13 1844 1650 1702 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 14 1180 951 996 0 (PID.TID 0000.0001) ctrl-wet 14: global nWet C/S/W/V k= 15 754 556 602 0 (PID.TID 0000.0001) ctrl-wet ------------------------------------------------- (PID.TID 0000.0001) ctrl-wet ------------------------------------------------- (PID.TID 0000.0001) ctrl-wet ------------------------------------------------- (PID.TID 0000.0001) ctrl_init: no. of control variables: 5 (PID.TID 0000.0001) ctrl_init: control vector length: 91470 (PID.TID 0000.0001) %MON fCori_max = 1.4265546244797E-04 (PID.TID 0000.0001) %MON fCori_min = -1.4265546244797E-04 (PID.TID 0000.0001) %MON fCori_mean = -1.2347858075529E-21 (PID.TID 0000.0001) %MON fCori_sd = 9.6599226301547E-05 (PID.TID 0000.0001) %MON fCoriG_max = 1.4151032568025E-04 (PID.TID 0000.0001) %MON fCoriG_min = -1.4362679550910E-04 (PID.TID 0000.0001) %MON fCoriG_mean = -3.5906698877274E-06 (PID.TID 0000.0001) %MON fCoriG_sd = 9.6548915696244E-05 (PID.TID 0000.0001) %MON fCoriCos_max = 1.4575362704741E-04 (PID.TID 0000.0001) %MON fCoriCos_min = 3.0322354601388E-05 (PID.TID 0000.0001) %MON fCoriCos_mean = 1.0288600773632E-04 (PID.TID 0000.0001) %MON fCoriCos_sd = 3.6784304327266E-05 (PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 (PID.TID 0000.0001) (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Model configuration (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // (PID.TID 0000.0001) // "Physical" paramters ( PARM01 in namelist ) (PID.TID 0000.0001) // (PID.TID 0000.0001) buoyancyRelation = /* Type of relation to get Buoyancy */ (PID.TID 0000.0001) 'OCEANIC' (PID.TID 0000.0001) ; (PID.TID 0000.0001) fluidIsAir = /* fluid major constituent is Air */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) fluidIsWater = /* fluid major constituent is Water */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) usingPCoords = /* use p (or p*) vertical coordinate */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) usingZCoords = /* use z (or z*) vertical coordinate */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) tRef = /* Reference temperature profile ( oC or K ) */ (PID.TID 0000.0001) 15 @ 2.000000000000000E+01 /* K = 1: 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) sRef = /* Reference salinity profile ( psu ) */ (PID.TID 0000.0001) 15 @ 3.500000000000000E+01 /* K = 1: 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscAh = /* Lateral eddy viscosity ( m^2/s ) */ (PID.TID 0000.0001) 5.000000000000000E+05 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscAhMax = /* Maximum lateral eddy viscosity ( m^2/s ) */ (PID.TID 0000.0001) 1.000000000000000E+21 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscAhGrid = /* Grid dependent lateral eddy viscosity ( non-dim. ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) useFullLeith = /* Use Full Form of Leith Viscosity on/off flag*/ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) useStrainTensionVisc= /* Use StrainTension Form of Viscous Operator flag*/ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) useAreaViscLength = /* Use area for visc length instead of geom. mean*/ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscC2leith = /* Leith harmonic visc. factor (on grad(vort),non-dim.) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscC2leithD = /* Leith harmonic viscosity factor (on grad(div),non-dim.)*/ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscC2smag = /* Smagorinsky harmonic viscosity factor (non-dim.) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscA4 = /* Lateral biharmonic viscosity ( m^4/s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscA4Max = /* Maximum biharmonic viscosity ( m^2/s ) */ (PID.TID 0000.0001) 1.000000000000000E+21 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscA4Grid = /* Grid dependent biharmonic viscosity ( non-dim. ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscC4leith = /* Leith biharm viscosity factor (on grad(vort), non-dim.)*/ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscC4leithD = /* Leith biharm viscosity factor (on grad(div), non-dim.) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscC4Smag = /* Smagorinsky biharm viscosity factor (non-dim) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) no_slip_sides = /* Viscous BCs: No-slip sides */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) sideDragFactor = /* side-drag scaling factor (non-dim) */ (PID.TID 0000.0001) 2.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) viscArNr = /* vertical profile of vertical viscosity ( m^2/s )*/ (PID.TID 0000.0001) 15 @ 1.000000000000000E-03 /* K = 1: 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) no_slip_bottom = /* Viscous BCs: No-slip bottom */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) bottomDragLinear = /* linear bottom-drag coefficient ( m/s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) bottomDragQuadratic = /* quadratic bottom-drag coefficient (-) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffKhT = /* Laplacian diffusion of heat laterally ( m^2/s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffK4T = /* Biharmonic diffusion of heat laterally ( m^4/s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffKhS = /* Laplacian diffusion of salt laterally ( m^2/s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffK4S = /* Biharmonic diffusion of salt laterally ( m^4/s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffKrNrT = /* vertical profile of vertical diffusion of Temp ( m^2/s )*/ (PID.TID 0000.0001) 15 @ 3.000000000000000E-05 /* K = 1: 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffKrNrS = /* vertical profile of vertical diffusion of Salt ( m^2/s )*/ (PID.TID 0000.0001) 15 @ 3.000000000000000E-05 /* K = 1: 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffKrBL79surf = /* Surface diffusion for Bryan and Lewis 79 ( m^2/s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffKrBL79deep = /* Deep diffusion for Bryan and Lewis 1979 ( m^2/s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffKrBL79scl = /* Depth scale for Bryan and Lewis 1979 ( m ) */ (PID.TID 0000.0001) 2.000000000000000E+02 (PID.TID 0000.0001) ; (PID.TID 0000.0001) diffKrBL79Ho = /* Turning depth for Bryan and Lewis 1979 ( m ) */ (PID.TID 0000.0001) -2.000000000000000E+03 (PID.TID 0000.0001) ; (PID.TID 0000.0001) ivdc_kappa = /* Implicit Vertical Diffusivity for Convection ( m^2/s) */ (PID.TID 0000.0001) 1.000000000000000E+01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) hMixCriteria= /* Criteria for mixed-layer diagnostic */ (PID.TID 0000.0001) -8.000000000000000E-01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) dRhoSmall = /* Parameter for mixed-layer diagnostic */ (PID.TID 0000.0001) 1.000000000000000E-06 (PID.TID 0000.0001) ; (PID.TID 0000.0001) hMixSmooth= /* Smoothing parameter for mixed-layer diagnostic */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) eosType = /* Type of Equation of State */ (PID.TID 0000.0001) 'POLY3 ' (PID.TID 0000.0001) ; (PID.TID 0000.0001) tAlpha = /* Linear EOS thermal expansion coefficient ( 1/oC ) */ (PID.TID 0000.0001) 1.234567000000000E+05 (PID.TID 0000.0001) ; (PID.TID 0000.0001) sBeta = /* Linear EOS haline contraction coefficient ( 1/psu ) */ (PID.TID 0000.0001) 1.234567000000000E+05 (PID.TID 0000.0001) ; (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 (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 (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 (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 (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 (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 (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 (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 (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 (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 (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 (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 (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 (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 (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 (PID.TID 0000.0001) rhonil = /* Reference density ( kg/m^3 ) */ (PID.TID 0000.0001) 9.998000000000000E+02 (PID.TID 0000.0001) ; (PID.TID 0000.0001) rhoConst = /* Reference density ( kg/m^3 ) */ (PID.TID 0000.0001) 1.035000000000000E+03 (PID.TID 0000.0001) ; (PID.TID 0000.0001) rhoFacC = /* normalized Reference density @ cell-Center (-) */ (PID.TID 0000.0001) 15 @ 1.000000000000000E+00 /* K = 1: 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rhoFacF = /* normalized Reference density @ W-Interface (-) */ (PID.TID 0000.0001) 16 @ 1.000000000000000E+00 /* K = 1: 16 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rhoConstFresh = /* Reference density ( kg/m^3 ) */ (PID.TID 0000.0001) 1.000000000000000E+03 (PID.TID 0000.0001) ; (PID.TID 0000.0001) gravity = /* Gravitational acceleration ( m/s^2 ) */ (PID.TID 0000.0001) 9.810000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) gBaro = /* Barotropic gravity ( m/s^2 ) */ (PID.TID 0000.0001) 9.810000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) rotationPeriod = /* Rotation Period ( s ) */ (PID.TID 0000.0001) 8.616400000000000E+04 (PID.TID 0000.0001) ; (PID.TID 0000.0001) omega = /* Angular velocity ( rad/s ) */ (PID.TID 0000.0001) 7.292123516990375E-05 (PID.TID 0000.0001) ; (PID.TID 0000.0001) f0 = /* Reference coriolis parameter ( 1/s ) */ (PID.TID 0000.0001) 1.000000000000000E-04 (PID.TID 0000.0001) ; (PID.TID 0000.0001) beta = /* Beta ( 1/(m.s) ) */ (PID.TID 0000.0001) 9.999999999999999E-12 (PID.TID 0000.0001) ; (PID.TID 0000.0001) fPrime = /* Second coriolis parameter ( 1/s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) rigidLid = /* Rigid lid on/off flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) implicitFreeSurface = /* Implicit free surface on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) freeSurfFac = /* Implicit free surface factor */ (PID.TID 0000.0001) 1.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) implicSurfPress = /* Surface Pressure implicit factor (0-1)*/ (PID.TID 0000.0001) 1.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) implicDiv2Dflow = /* Barot. Flow Div. implicit factor (0-1)*/ (PID.TID 0000.0001) 1.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) exactConserv = /* Exact Volume Conservation on/off flag*/ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) linFSConserveTr = /* Tracer correction for Lin Free Surface on/off flag*/ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) uniformLin_PhiSurf = /* use uniform Bo_surf on/off flag*/ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) hFacMin = /* minimum partial cell factor (hFac) */ (PID.TID 0000.0001) 5.000000000000000E-02 (PID.TID 0000.0001) ; (PID.TID 0000.0001) hFacMinDr = /* minimum partial cell thickness ( m) */ (PID.TID 0000.0001) 5.000000000000000E-02 (PID.TID 0000.0001) ; (PID.TID 0000.0001) nonlinFreeSurf = /* Non-linear Free Surf. options (-1,0,1,2,3)*/ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) -1,0= Off ; 1,2,3= On, 2=+rescale gU,gV, 3=+update cg2d solv. (PID.TID 0000.0001) ; (PID.TID 0000.0001) hFacInf = /* lower threshold for hFac (nonlinFreeSurf only)*/ (PID.TID 0000.0001) 2.000000000000000E-01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) hFacSup = /* upper threshold for hFac (nonlinFreeSurf only)*/ (PID.TID 0000.0001) 2.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) select_rStar = /* r* Vertical coord. options (=0 r coord.; >0 uses r*)*/ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) ; (PID.TID 0000.0001) selectAddFluid = /* option for mass source/sink of fluid (=0: off) */ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) ; (PID.TID 0000.0001) useRealFreshWaterFlux = /* Real Fresh Water Flux on/off flag*/ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) temp_EvPrRn = /* Temp. of Evap/Prec/R (UNSET=use local T)(oC)*/ (PID.TID 0000.0001) 1.234567000000000E+05 (PID.TID 0000.0001) ; (PID.TID 0000.0001) salt_EvPrRn = /* Salin. of Evap/Prec/R (UNSET=use local S)(psu)*/ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) temp_addMass = /* Temp. of addMass array (UNSET=use local T)(oC)*/ (PID.TID 0000.0001) 1.234567000000000E+05 (PID.TID 0000.0001) ; (PID.TID 0000.0001) salt_addMass = /* Salin. of addMass array (UNSET=use local S)(psu)*/ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) convertFW2Salt = /* convert F.W. Flux to Salt Flux (-1=use local S)(psu)*/ (PID.TID 0000.0001) 3.500000000000000E+01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) use3Dsolver = /* use 3-D pressure solver on/off flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) nonHydrostatic = /* Non-Hydrostatic on/off flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) nh_Am2 = /* Non-Hydrostatic terms scaling factor */ (PID.TID 0000.0001) 1.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) implicitNHPress = /* Non-Hyd Pressure implicit factor (0-1)*/ (PID.TID 0000.0001) 1.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) selectNHfreeSurf = /* Non-Hyd (free-)Surface option */ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) ; (PID.TID 0000.0001) quasiHydrostatic = /* Quasi-Hydrostatic on/off flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) momStepping = /* Momentum equation on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) vectorInvariantMomentum= /* Vector-Invariant Momentum on/off */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) momAdvection = /* Momentum advection on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) momViscosity = /* Momentum viscosity on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) momImplVertAdv= /* Momentum implicit vert. advection on/off*/ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) implicitViscosity = /* Implicit viscosity on/off flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) metricTerms = /* metric-Terms on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) useNHMTerms = /* Non-Hydrostatic Metric-Terms on/off */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) selectCoriMap = /* Coriolis Map options (0,1,2,3)*/ (PID.TID 0000.0001) 2 (PID.TID 0000.0001) 0= f-Plane ; 1= Beta-Plane ; 2= Spherical ; 3= read from file (PID.TID 0000.0001) ; (PID.TID 0000.0001) use3dCoriolis = /* 3-D Coriolis on/off flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) useCoriolis = /* Coriolis on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) useCDscheme = /* CD scheme on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) useEnergyConservingCoriolis= /* Flx-Form Coriolis scheme flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) useJamartWetPoints= /* Coriolis WetPoints method flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) useJamartMomAdv= /* V.I Non-linear terms Jamart flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) useAbsVorticity= /* V.I Works with f+zeta in Coriolis */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) selectVortScheme= /* V.I Scheme selector for Vorticity-Term */ (PID.TID 0000.0001) 123456789 (PID.TID 0000.0001) = 0 : enstrophy (Shallow-Water Eq.) conserving scheme by Sadourny, JAS 75 (PID.TID 0000.0001) = 1 : same as 0 with modified hFac (PID.TID 0000.0001) = 2 : energy conserving scheme (used by Sadourny in JAS 75 paper) (PID.TID 0000.0001) = 3 : energy (general) and enstrophy (2D, nonDiv.) conserving scheme (PID.TID 0000.0001) from Sadourny (Burridge & Haseler, ECMWF Rep.4, 1977) (PID.TID 0000.0001) ; (PID.TID 0000.0001) upwindVorticity= /* V.I Upwind bias vorticity flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) highOrderVorticity= /* V.I High order vort. advect. flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) upwindShear= /* V.I Upwind vertical Shear advection flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) selectKEscheme= /* V.I Kinetic Energy scheme selector */ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) ; (PID.TID 0000.0001) momForcing = /* Momentum forcing on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) momPressureForcing = /* Momentum pressure term on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) implicitIntGravWave= /* Implicit Internal Gravity Wave flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) staggerTimeStep = /* Stagger time stepping on/off flag */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) multiDimAdvection = /* enable/disable Multi-Dim Advection */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) useMultiDimAdvec = /* Multi-Dim Advection is/is-not used */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) implicitDiffusion = /* Implicit Diffusion on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) tempStepping = /* Temperature equation on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) tempAdvection= /* Temperature advection on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) tempImplVertAdv = /* Temp. implicit vert. advection on/off */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) tempForcing = /* Temperature forcing on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) tempIsActiveTr = /* Temp. is a dynamically Active Tracer */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) saltStepping = /* Salinity equation on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) saltAdvection= /* Salinity advection on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) saltImplVertAdv = /* Sali. implicit vert. advection on/off */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) saltForcing = /* Salinity forcing on/off flag */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) saltIsActiveTr = /* Salt is a dynamically Active Tracer */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) readBinaryPrec = /* Precision used for reading binary files */ (PID.TID 0000.0001) 32 (PID.TID 0000.0001) ; (PID.TID 0000.0001) writeBinaryPrec = /* Precision used for writing binary files */ (PID.TID 0000.0001) 32 (PID.TID 0000.0001) ; (PID.TID 0000.0001) globalFiles = /* write "global" (=not per tile) files */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) useSingleCpuIO = /* only master MPI process does I/O */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) /* debLev[*] : level of debug & auxiliary message printing */ (PID.TID 0000.0001) debLevZero = 0 ; /* level of disabled aux. msg printing */ (PID.TID 0000.0001) debLevA = 1 ; /* level of minimum aux. msg printing */ (PID.TID 0000.0001) debLevB = 2 ; /* level of low aux. print (report read-file opening)*/ (PID.TID 0000.0001) debLevC = 3 ; /* level of moderate debug prt (most pkgs debug msg) */ (PID.TID 0000.0001) debLevD = 4 ; /* level of enhanced debug prt (add DEBUG_STATS prt) */ (PID.TID 0000.0001) debLevE = 5 ; /* level of extensive debug printing */ (PID.TID 0000.0001) debugLevel = /* select debug printing level */ (PID.TID 0000.0001) 1 (PID.TID 0000.0001) ; (PID.TID 0000.0001) // (PID.TID 0000.0001) // Elliptic solver(s) paramters ( PARM02 in namelist ) (PID.TID 0000.0001) // (PID.TID 0000.0001) cg2dMaxIters = /* Upper limit on 2d con. grad iterations */ (PID.TID 0000.0001) 500 (PID.TID 0000.0001) ; (PID.TID 0000.0001) cg2dChkResFreq = /* 2d con. grad convergence test frequency */ (PID.TID 0000.0001) 1 (PID.TID 0000.0001) ; (PID.TID 0000.0001) cg2dTargetResidual = /* 2d con. grad target residual */ (PID.TID 0000.0001) 1.000000000000000E-13 (PID.TID 0000.0001) ; (PID.TID 0000.0001) cg2dTargetResWunit = /* CG2d target residual [W units] */ (PID.TID 0000.0001) -1.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) cg2dPreCondFreq = /* Freq. for updating cg2d preconditioner */ (PID.TID 0000.0001) 1 (PID.TID 0000.0001) ; (PID.TID 0000.0001) useSRCGSolver = /* use single reduction CG solver(s) */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) printResidualFreq = /* Freq. for printing CG residual */ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) ; (PID.TID 0000.0001) // (PID.TID 0000.0001) // Time stepping paramters ( PARM03 in namelist ) (PID.TID 0000.0001) // (PID.TID 0000.0001) deltaTmom = /* Momentum equation timestep ( s ) */ (PID.TID 0000.0001) 1.200000000000000E+03 (PID.TID 0000.0001) ; (PID.TID 0000.0001) deltaTfreesurf = /* FreeSurface equation timestep ( s ) */ (PID.TID 0000.0001) 4.320000000000000E+04 (PID.TID 0000.0001) ; (PID.TID 0000.0001) dTtracerLev = /* Tracer equation timestep ( s ) */ (PID.TID 0000.0001) 15 @ 4.320000000000000E+04 /* K = 1: 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) deltaTClock = /* Model clock timestep ( s ) */ (PID.TID 0000.0001) 4.320000000000000E+04 (PID.TID 0000.0001) ; (PID.TID 0000.0001) cAdjFreq = /* Convective adjustment interval ( s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) momForcingOutAB = /* =1: take Momentum Forcing out of Adams-Bash. stepping */ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) ; (PID.TID 0000.0001) tracForcingOutAB = /* =1: take T,S,pTr Forcing out of Adams-Bash. stepping */ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) ; (PID.TID 0000.0001) momDissip_In_AB = /* put Dissipation Tendency in Adams-Bash. stepping */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) doAB_onGtGs = /* apply AB on Tendencies (rather than on T,S)*/ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) abEps = /* Adams-Bashforth-2 stabilizing weight */ (PID.TID 0000.0001) 1.000000000000000E-01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) tauCD = /* CD coupling time-scale ( s ) */ (PID.TID 0000.0001) 3.214280000000000E+05 (PID.TID 0000.0001) ; (PID.TID 0000.0001) rCD = /* Normalised CD coupling parameter */ (PID.TID 0000.0001) 9.962666600296178E-01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) epsAB_CD = /* AB-2 stabilizing weight for CD-scheme*/ (PID.TID 0000.0001) 1.000000000000000E-01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) pickupStrictlyMatch= /* stop if pickup do not strictly match */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) nIter0 = /* Run starting timestep number */ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) ; (PID.TID 0000.0001) nTimeSteps = /* Number of timesteps */ (PID.TID 0000.0001) 60 (PID.TID 0000.0001) ; (PID.TID 0000.0001) nEndIter = /* Run ending timestep number */ (PID.TID 0000.0001) 60 (PID.TID 0000.0001) ; (PID.TID 0000.0001) baseTime = /* Model base time ( s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) startTime = /* Run start time ( s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) endTime = /* Integration ending time ( s ) */ (PID.TID 0000.0001) 2.592000000000000E+06 (PID.TID 0000.0001) ; (PID.TID 0000.0001) pChkPtFreq = /* Permanent restart/pickup file interval ( s ) */ (PID.TID 0000.0001) 3.110400000000000E+08 (PID.TID 0000.0001) ; (PID.TID 0000.0001) chkPtFreq = /* Rolling restart/pickup file interval ( s ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) pickup_write_mdsio = /* Model IO flag. */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) pickup_read_mdsio = /* Model IO flag. */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) pickup_write_immed = /* Model IO flag. */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) writePickupAtEnd = /* Model IO flag. */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) dumpFreq = /* Model state write out interval ( s ). */ (PID.TID 0000.0001) 8.640000000000000E+05 (PID.TID 0000.0001) ; (PID.TID 0000.0001) dumpInitAndLast= /* write out Initial & Last iter. model state */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) snapshot_mdsio = /* Model IO flag. */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) monitorFreq = /* Monitor output interval ( s ). */ (PID.TID 0000.0001) 2.592000000000000E+06 (PID.TID 0000.0001) ; (PID.TID 0000.0001) monitorSelect = /* select group of variables to monitor */ (PID.TID 0000.0001) 3 (PID.TID 0000.0001) ; (PID.TID 0000.0001) monitor_stdio = /* Model IO flag. */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) externForcingPeriod = /* forcing period (s) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) externForcingCycle = /* period of the cyle (s). */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) tauThetaClimRelax = /* relaxation time scale (s) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) tauSaltClimRelax = /* relaxation time scale (s) */ (PID.TID 0000.0001) 1.555200000000000E+07 (PID.TID 0000.0001) ; (PID.TID 0000.0001) latBandClimRelax = /* max. Lat. where relaxation */ (PID.TID 0000.0001) 1.800000000000000E+02 (PID.TID 0000.0001) ; (PID.TID 0000.0001) // (PID.TID 0000.0001) // Gridding paramters ( PARM04 in namelist ) (PID.TID 0000.0001) // (PID.TID 0000.0001) usingCartesianGrid = /* Cartesian coordinates flag ( True/False ) */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) usingCylindricalGrid = /* Cylindrical coordinates flag ( True/False ) */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) usingSphericalPolarGrid = /* Spherical coordinates flag ( True/False ) */ (PID.TID 0000.0001) T (PID.TID 0000.0001) ; (PID.TID 0000.0001) usingCurvilinearGrid = /* Curvilinear coordinates flag ( True/False ) */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) selectSigmaCoord = /* Hybrid-Sigma Vert. Coordinate option */ (PID.TID 0000.0001) 0 (PID.TID 0000.0001) ; (PID.TID 0000.0001) Ro_SeaLevel = /* r(1) ( units of r == m ) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) rSigmaBnd = /* r/sigma transition ( units of r == m ) */ (PID.TID 0000.0001) 1.234567000000000E+05 (PID.TID 0000.0001) ; (PID.TID 0000.0001) rkSign = /* index orientation relative to vertical coordinate */ (PID.TID 0000.0001) -1.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) gravitySign = /* gravity orientation relative to vertical coordinate */ (PID.TID 0000.0001) -1.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) mass2rUnit = /* convert mass per unit area [kg/m2] to r-units [m] */ (PID.TID 0000.0001) 9.661835748792270E-04 (PID.TID 0000.0001) ; (PID.TID 0000.0001) rUnit2mass = /* convert r-units [m] to mass per unit area [kg/m2] */ (PID.TID 0000.0001) 1.035000000000000E+03 (PID.TID 0000.0001) ; (PID.TID 0000.0001) drC = /* C spacing ( units of r ) */ (PID.TID 0000.0001) 2.500000000000000E+01, /* K = 1 */ (PID.TID 0000.0001) 6.000000000000000E+01, /* K = 2 */ (PID.TID 0000.0001) 8.500000000000000E+01, /* K = 3 */ (PID.TID 0000.0001) 1.200000000000000E+02, /* K = 4 */ (PID.TID 0000.0001) 1.650000000000000E+02, /* K = 5 */ (PID.TID 0000.0001) 2.150000000000000E+02, /* K = 6 */ (PID.TID 0000.0001) 2.650000000000000E+02, /* K = 7 */ (PID.TID 0000.0001) 3.150000000000000E+02, /* K = 8 */ (PID.TID 0000.0001) 3.650000000000000E+02, /* K = 9 */ (PID.TID 0000.0001) 4.150000000000000E+02, /* K = 10 */ (PID.TID 0000.0001) 4.650000000000000E+02, /* K = 11 */ (PID.TID 0000.0001) 5.150000000000000E+02, /* K = 12 */ (PID.TID 0000.0001) 5.650000000000000E+02, /* K = 13 */ (PID.TID 0000.0001) 6.150000000000000E+02, /* K = 14 */ (PID.TID 0000.0001) 6.650000000000000E+02 /* K = 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) drF = /* W spacing ( units of r ) */ (PID.TID 0000.0001) 5.000000000000000E+01, /* K = 1 */ (PID.TID 0000.0001) 7.000000000000000E+01, /* K = 2 */ (PID.TID 0000.0001) 1.000000000000000E+02, /* K = 3 */ (PID.TID 0000.0001) 1.400000000000000E+02, /* K = 4 */ (PID.TID 0000.0001) 1.900000000000000E+02, /* K = 5 */ (PID.TID 0000.0001) 2.400000000000000E+02, /* K = 6 */ (PID.TID 0000.0001) 2.900000000000000E+02, /* K = 7 */ (PID.TID 0000.0001) 3.400000000000000E+02, /* K = 8 */ (PID.TID 0000.0001) 3.900000000000000E+02, /* K = 9 */ (PID.TID 0000.0001) 4.400000000000000E+02, /* K = 10 */ (PID.TID 0000.0001) 4.900000000000000E+02, /* K = 11 */ (PID.TID 0000.0001) 5.400000000000000E+02, /* K = 12 */ (PID.TID 0000.0001) 5.900000000000000E+02, /* K = 13 */ (PID.TID 0000.0001) 6.400000000000000E+02, /* K = 14 */ (PID.TID 0000.0001) 6.900000000000000E+02 /* K = 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) delX = /* U spacing ( m - cartesian, degrees - spherical ) */ (PID.TID 0000.0001) 90 @ 4.000000000000000E+00 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) delY = /* V spacing ( m - cartesian, degrees - spherical ) */ (PID.TID 0000.0001) 40 @ 4.000000000000000E+00 /* J = 1: 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) xgOrigin = /* X-axis origin of West edge (cartesian: m, lat-lon: deg.) */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) ygOrigin = /* Y-axis origin of South edge (cartesian: m, lat-lon: deg.) */ (PID.TID 0000.0001) -8.000000000000000E+01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) rSphere = /* Radius ( ignored - cartesian, m - spherical ) */ (PID.TID 0000.0001) 6.370000000000000E+06 (PID.TID 0000.0001) ; (PID.TID 0000.0001) deepAtmosphere = /* Deep/Shallow Atmosphere flag (True/False) */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) xC = /* xC(:,1,:,1) : P-point X coord ( deg. or m if cartesian) */ (PID.TID 0000.0001) 2.000000000000000E+00, /* I = 1 */ (PID.TID 0000.0001) 6.000000000000000E+00, /* I = 2 */ (PID.TID 0000.0001) 1.000000000000000E+01, /* I = 3 */ (PID.TID 0000.0001) . . . (PID.TID 0000.0001) 8.200000000000000E+01, /* I = 21 */ (PID.TID 0000.0001) 8.600000000000000E+01, /* I = 22 */ (PID.TID 0000.0001) 9.000000000000000E+01, /* I = 23 */ (PID.TID 0000.0001) 9.400000000000000E+01, /* I = 24 */ (PID.TID 0000.0001) 9.800000000000000E+01, /* I = 25 */ (PID.TID 0000.0001) 1.020000000000000E+02, /* I = 26 */ (PID.TID 0000.0001) . . . (PID.TID 0000.0001) 1.700000000000000E+02, /* I = 43 */ (PID.TID 0000.0001) 1.740000000000000E+02, /* I = 44 */ (PID.TID 0000.0001) 1.780000000000000E+02, /* I = 45 */ (PID.TID 0000.0001) 1.820000000000000E+02, /* I = 46 */ (PID.TID 0000.0001) 1.860000000000000E+02, /* I = 47 */ (PID.TID 0000.0001) 1.900000000000000E+02, /* I = 48 */ (PID.TID 0000.0001) . . . (PID.TID 0000.0001) 2.580000000000000E+02, /* I = 65 */ (PID.TID 0000.0001) 2.620000000000000E+02, /* I = 66 */ (PID.TID 0000.0001) 2.660000000000000E+02, /* I = 67 */ (PID.TID 0000.0001) 2.700000000000000E+02, /* I = 68 */ (PID.TID 0000.0001) 2.740000000000000E+02, /* I = 69 */ (PID.TID 0000.0001) 2.780000000000000E+02, /* I = 70 */ (PID.TID 0000.0001) . . . (PID.TID 0000.0001) 3.500000000000000E+02, /* I = 88 */ (PID.TID 0000.0001) 3.540000000000000E+02, /* I = 89 */ (PID.TID 0000.0001) 3.580000000000000E+02 /* I = 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) yC = /* yC(1,:,1,:) : P-point Y coord ( deg. or m if cartesian) */ (PID.TID 0000.0001) -7.800000000000000E+01, /* J = 1 */ (PID.TID 0000.0001) -7.400000000000000E+01, /* J = 2 */ (PID.TID 0000.0001) -7.000000000000000E+01, /* J = 3 */ (PID.TID 0000.0001) -6.600000000000000E+01, /* J = 4 */ (PID.TID 0000.0001) -6.200000000000000E+01, /* J = 5 */ (PID.TID 0000.0001) -5.800000000000000E+01, /* J = 6 */ (PID.TID 0000.0001) -5.400000000000000E+01, /* J = 7 */ (PID.TID 0000.0001) -5.000000000000000E+01, /* J = 8 */ (PID.TID 0000.0001) -4.600000000000000E+01, /* J = 9 */ (PID.TID 0000.0001) -4.200000000000000E+01, /* J = 10 */ (PID.TID 0000.0001) -3.800000000000000E+01, /* J = 11 */ (PID.TID 0000.0001) -3.400000000000000E+01, /* J = 12 */ (PID.TID 0000.0001) -3.000000000000000E+01, /* J = 13 */ (PID.TID 0000.0001) -2.600000000000000E+01, /* J = 14 */ (PID.TID 0000.0001) -2.200000000000000E+01, /* J = 15 */ (PID.TID 0000.0001) -1.800000000000000E+01, /* J = 16 */ (PID.TID 0000.0001) -1.400000000000000E+01, /* J = 17 */ (PID.TID 0000.0001) -1.000000000000000E+01, /* J = 18 */ (PID.TID 0000.0001) -6.000000000000000E+00, /* J = 19 */ (PID.TID 0000.0001) -2.000000000000000E+00, /* J = 20 */ (PID.TID 0000.0001) 2.000000000000000E+00, /* J = 21 */ (PID.TID 0000.0001) 6.000000000000000E+00, /* J = 22 */ (PID.TID 0000.0001) 1.000000000000000E+01, /* J = 23 */ (PID.TID 0000.0001) 1.400000000000000E+01, /* J = 24 */ (PID.TID 0000.0001) 1.800000000000000E+01, /* J = 25 */ (PID.TID 0000.0001) 2.200000000000000E+01, /* J = 26 */ (PID.TID 0000.0001) 2.600000000000000E+01, /* J = 27 */ (PID.TID 0000.0001) 3.000000000000000E+01, /* J = 28 */ (PID.TID 0000.0001) 3.400000000000000E+01, /* J = 29 */ (PID.TID 0000.0001) 3.800000000000000E+01, /* J = 30 */ (PID.TID 0000.0001) 4.200000000000000E+01, /* J = 31 */ (PID.TID 0000.0001) 4.600000000000000E+01, /* J = 32 */ (PID.TID 0000.0001) 5.000000000000000E+01, /* J = 33 */ (PID.TID 0000.0001) 5.400000000000000E+01, /* J = 34 */ (PID.TID 0000.0001) 5.800000000000000E+01, /* J = 35 */ (PID.TID 0000.0001) 6.200000000000000E+01, /* J = 36 */ (PID.TID 0000.0001) 6.600000000000000E+01, /* J = 37 */ (PID.TID 0000.0001) 7.000000000000000E+01, /* J = 38 */ (PID.TID 0000.0001) 7.400000000000000E+01, /* J = 39 */ (PID.TID 0000.0001) 7.800000000000000E+01 /* J = 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rcoord = /* P-point R coordinate ( units of r ) */ (PID.TID 0000.0001) -2.500000000000000E+01, /* K = 1 */ (PID.TID 0000.0001) -8.500000000000000E+01, /* K = 2 */ (PID.TID 0000.0001) -1.700000000000000E+02, /* K = 3 */ (PID.TID 0000.0001) -2.900000000000000E+02, /* K = 4 */ (PID.TID 0000.0001) -4.550000000000000E+02, /* K = 5 */ (PID.TID 0000.0001) -6.700000000000000E+02, /* K = 6 */ (PID.TID 0000.0001) -9.350000000000000E+02, /* K = 7 */ (PID.TID 0000.0001) -1.250000000000000E+03, /* K = 8 */ (PID.TID 0000.0001) -1.615000000000000E+03, /* K = 9 */ (PID.TID 0000.0001) -2.030000000000000E+03, /* K = 10 */ (PID.TID 0000.0001) -2.495000000000000E+03, /* K = 11 */ (PID.TID 0000.0001) -3.010000000000000E+03, /* K = 12 */ (PID.TID 0000.0001) -3.575000000000000E+03, /* K = 13 */ (PID.TID 0000.0001) -4.190000000000000E+03, /* K = 14 */ (PID.TID 0000.0001) -4.855000000000000E+03 /* K = 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rF = /* W-Interf. R coordinate ( units of r ) */ (PID.TID 0000.0001) 0.000000000000000E+00, /* K = 1 */ (PID.TID 0000.0001) -5.000000000000000E+01, /* K = 2 */ (PID.TID 0000.0001) -1.200000000000000E+02, /* K = 3 */ (PID.TID 0000.0001) -2.200000000000000E+02, /* K = 4 */ (PID.TID 0000.0001) -3.600000000000000E+02, /* K = 5 */ (PID.TID 0000.0001) -5.500000000000000E+02, /* K = 6 */ (PID.TID 0000.0001) -7.900000000000000E+02, /* K = 7 */ (PID.TID 0000.0001) -1.080000000000000E+03, /* K = 8 */ (PID.TID 0000.0001) -1.420000000000000E+03, /* K = 9 */ (PID.TID 0000.0001) -1.810000000000000E+03, /* K = 10 */ (PID.TID 0000.0001) -2.250000000000000E+03, /* K = 11 */ (PID.TID 0000.0001) -2.740000000000000E+03, /* K = 12 */ (PID.TID 0000.0001) -3.280000000000000E+03, /* K = 13 */ (PID.TID 0000.0001) -3.870000000000000E+03, /* K = 14 */ (PID.TID 0000.0001) -4.510000000000000E+03, /* K = 15 */ (PID.TID 0000.0001) -5.200000000000000E+03 /* K = 16 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) deepFacC = /* deep-model grid factor @ cell-Center (-) */ (PID.TID 0000.0001) 15 @ 1.000000000000000E+00 /* K = 1: 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) deepFacF = /* deep-model grid factor @ W-Interface (-) */ (PID.TID 0000.0001) 16 @ 1.000000000000000E+00 /* K = 1: 16 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rVel2wUnit = /* convert units: rVel -> wSpeed (=1 if z-coord)*/ (PID.TID 0000.0001) 16 @ 1.000000000000000E+00 /* K = 1: 16 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) wUnit2rVel = /* convert units: wSpeed -> rVel (=1 if z-coord)*/ (PID.TID 0000.0001) 16 @ 1.000000000000000E+00 /* K = 1: 16 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dBdrRef = /* Vertical grad. of reference buoyancy [(m/s/r)^2] */ (PID.TID 0000.0001) 15 @ 0.000000000000000E+00 /* K = 1: 15 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rotateGrid = /* use rotated grid ( True/False ) */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) phiEuler = /* Euler angle, rotation about original z-coordinate [rad] */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) thetaEuler = /* Euler angle, rotation about new x-coordinate [rad] */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) psiEuler = /* Euler angle, rotation about new z-coordinate [rad] */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) dxF = /* dxF(:,1,:,1) ( units: m ) */ (PID.TID 0000.0001) 90 @ 9.246038586187513E+04 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dxF = /* dxF(1,:,1,:) ( units: m ) */ (PID.TID 0000.0001) 9.246038586187513E+04, /* J = 1 */ (PID.TID 0000.0001) 1.225786591246834E+05, /* J = 2 */ (PID.TID 0000.0001) 1.520997414818001E+05, /* J = 3 */ (PID.TID 0000.0001) 1.808798091874300E+05, /* J = 4 */ (PID.TID 0000.0001) 2.087786486446736E+05, /* J = 5 */ (PID.TID 0000.0001) 2.356603395120765E+05, /* J = 6 */ (PID.TID 0000.0001) 2.613939168938713E+05, /* J = 7 */ (PID.TID 0000.0001) 2.858540093877838E+05, /* J = 8 */ (PID.TID 0000.0001) 3.089214498819034E+05, /* J = 9 */ (PID.TID 0000.0001) 3.304838561248741E+05, /* J = 10 */ (PID.TID 0000.0001) 3.504361782409254E+05, /* J = 11 */ (PID.TID 0000.0001) 3.686812105223082E+05, /* J = 12 */ (PID.TID 0000.0001) 3.851300650057323E+05, /* J = 13 */ (PID.TID 0000.0001) 3.997026045255871E+05, /* J = 14 */ (PID.TID 0000.0001) 4.123278331341585E+05, /* J = 15 */ (PID.TID 0000.0001) 4.229442419867491E+05, /* J = 16 */ (PID.TID 0000.0001) 4.315001090065870E+05, /* J = 17 */ (PID.TID 0000.0001) 4.379537508695838E+05, /* J = 18 */ (PID.TID 0000.0001) 4.422737260813012E+05, /* J = 19 */ (PID.TID 0000.0001) 2 @ 4.444389881567502E+05, /* J = 20: 21 */ (PID.TID 0000.0001) 4.422737260813012E+05, /* J = 22 */ (PID.TID 0000.0001) 4.379537508695838E+05, /* J = 23 */ (PID.TID 0000.0001) 4.315001090065870E+05, /* J = 24 */ (PID.TID 0000.0001) 4.229442419867491E+05, /* J = 25 */ (PID.TID 0000.0001) 4.123278331341585E+05, /* J = 26 */ (PID.TID 0000.0001) 3.997026045255871E+05, /* J = 27 */ (PID.TID 0000.0001) 3.851300650057323E+05, /* J = 28 */ (PID.TID 0000.0001) 3.686812105223082E+05, /* J = 29 */ (PID.TID 0000.0001) 3.504361782409254E+05, /* J = 30 */ (PID.TID 0000.0001) 3.304838561248741E+05, /* J = 31 */ (PID.TID 0000.0001) 3.089214498819034E+05, /* J = 32 */ (PID.TID 0000.0001) 2.858540093877838E+05, /* J = 33 */ (PID.TID 0000.0001) 2.613939168938713E+05, /* J = 34 */ (PID.TID 0000.0001) 2.356603395120765E+05, /* J = 35 */ (PID.TID 0000.0001) 2.087786486446736E+05, /* J = 36 */ (PID.TID 0000.0001) 1.808798091874300E+05, /* J = 37 */ (PID.TID 0000.0001) 1.520997414818001E+05, /* J = 38 */ (PID.TID 0000.0001) 1.225786591246834E+05, /* J = 39 */ (PID.TID 0000.0001) 9.246038586187513E+04 /* J = 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dyF = /* dyF(:,1,:,1) ( units: m ) */ (PID.TID 0000.0001) 90 @ 4.447098934081552E+05 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dyF = /* dyF(1,:,1,:) ( units: m ) */ (PID.TID 0000.0001) 40 @ 4.447098934081552E+05 /* J = 1: 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dxG = /* dxG(:,1,:,1) ( units: m ) */ (PID.TID 0000.0001) 90 @ 7.722306258078101E+04 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dxG = /* dxG(1,:,1,:) ( units: m ) */ (PID.TID 0000.0001) 7.722306258078101E+04, /* J = 1 */ (PID.TID 0000.0001) 1.075850604052271E+05, /* J = 2 */ (PID.TID 0000.0001) 1.374229146297914E+05, /* J = 3 */ (PID.TID 0000.0001) 1.665912582279823E+05, /* J = 4 */ (PID.TID 0000.0001) 1.949479859617814E+05, /* J = 5 */ (PID.TID 0000.0001) 2.223549467040777E+05, /* J = 6 */ (PID.TID 0000.0001) 2.486786164970726E+05, /* J = 7 */ (PID.TID 0000.0001) 2.737907490675810E+05, /* J = 8 */ (PID.TID 0000.0001) 2.975690006299821E+05, /* J = 9 */ (PID.TID 0000.0001) 3.198975259328452E+05, /* J = 10 */ (PID.TID 0000.0001) 3.406675426453503E+05, /* J = 11 */ (PID.TID 0000.0001) 3.597778613338690E+05, /* J = 12 */ (PID.TID 0000.0001) 3.771353784467131E+05, /* J = 13 */ (PID.TID 0000.0001) 3.926555299052806E+05, /* J = 14 */ (PID.TID 0000.0001) 4.062627030917454E+05, /* J = 15 */ (PID.TID 0000.0001) 4.178906052261313E+05, /* J = 16 */ (PID.TID 0000.0001) 4.274825863380723E+05, /* J = 17 */ (PID.TID 0000.0001) 4.349919152597734E+05, /* J = 18 */ (PID.TID 0000.0001) 4.403820072955634E+05, /* J = 19 */ (PID.TID 0000.0001) 4.436266024588540E+05, /* J = 20 */ (PID.TID 0000.0001) 4.447098934081552E+05, /* J = 21 */ (PID.TID 0000.0001) 4.436266024588540E+05, /* J = 22 */ (PID.TID 0000.0001) 4.403820072955634E+05, /* J = 23 */ (PID.TID 0000.0001) 4.349919152597734E+05, /* J = 24 */ (PID.TID 0000.0001) 4.274825863380723E+05, /* J = 25 */ (PID.TID 0000.0001) 4.178906052261313E+05, /* J = 26 */ (PID.TID 0000.0001) 4.062627030917454E+05, /* J = 27 */ (PID.TID 0000.0001) 3.926555299052806E+05, /* J = 28 */ (PID.TID 0000.0001) 3.771353784467131E+05, /* J = 29 */ (PID.TID 0000.0001) 3.597778613338690E+05, /* J = 30 */ (PID.TID 0000.0001) 3.406675426453503E+05, /* J = 31 */ (PID.TID 0000.0001) 3.198975259328452E+05, /* J = 32 */ (PID.TID 0000.0001) 2.975690006299821E+05, /* J = 33 */ (PID.TID 0000.0001) 2.737907490675810E+05, /* J = 34 */ (PID.TID 0000.0001) 2.486786164970726E+05, /* J = 35 */ (PID.TID 0000.0001) 2.223549467040777E+05, /* J = 36 */ (PID.TID 0000.0001) 1.949479859617814E+05, /* J = 37 */ (PID.TID 0000.0001) 1.665912582279823E+05, /* J = 38 */ (PID.TID 0000.0001) 1.374229146297914E+05, /* J = 39 */ (PID.TID 0000.0001) 1.075850604052271E+05 /* J = 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dyG = /* dyG(:,1,:,1) ( units: m ) */ (PID.TID 0000.0001) 90 @ 4.447098934081552E+05 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dyG = /* dyG(1,:,1,:) ( units: m ) */ (PID.TID 0000.0001) 40 @ 4.447098934081552E+05 /* J = 1: 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dxC = /* dxC(:,1,:,1) ( units: m ) */ (PID.TID 0000.0001) 90 @ 9.246038586187513E+04 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dxC = /* dxC(1,:,1,:) ( units: m ) */ (PID.TID 0000.0001) 9.246038586187513E+04, /* J = 1 */ (PID.TID 0000.0001) 1.225786591246834E+05, /* J = 2 */ (PID.TID 0000.0001) 1.520997414818001E+05, /* J = 3 */ (PID.TID 0000.0001) 1.808798091874300E+05, /* J = 4 */ (PID.TID 0000.0001) 2.087786486446736E+05, /* J = 5 */ (PID.TID 0000.0001) 2.356603395120765E+05, /* J = 6 */ (PID.TID 0000.0001) 2.613939168938713E+05, /* J = 7 */ (PID.TID 0000.0001) 2.858540093877838E+05, /* J = 8 */ (PID.TID 0000.0001) 3.089214498819034E+05, /* J = 9 */ (PID.TID 0000.0001) 3.304838561248741E+05, /* J = 10 */ (PID.TID 0000.0001) 3.504361782409254E+05, /* J = 11 */ (PID.TID 0000.0001) 3.686812105223082E+05, /* J = 12 */ (PID.TID 0000.0001) 3.851300650057323E+05, /* J = 13 */ (PID.TID 0000.0001) 3.997026045255871E+05, /* J = 14 */ (PID.TID 0000.0001) 4.123278331341585E+05, /* J = 15 */ (PID.TID 0000.0001) 4.229442419867491E+05, /* J = 16 */ (PID.TID 0000.0001) 4.315001090065870E+05, /* J = 17 */ (PID.TID 0000.0001) 4.379537508695838E+05, /* J = 18 */ (PID.TID 0000.0001) 4.422737260813012E+05, /* J = 19 */ (PID.TID 0000.0001) 2 @ 4.444389881567502E+05, /* J = 20: 21 */ (PID.TID 0000.0001) 4.422737260813012E+05, /* J = 22 */ (PID.TID 0000.0001) 4.379537508695838E+05, /* J = 23 */ (PID.TID 0000.0001) 4.315001090065870E+05, /* J = 24 */ (PID.TID 0000.0001) 4.229442419867491E+05, /* J = 25 */ (PID.TID 0000.0001) 4.123278331341585E+05, /* J = 26 */ (PID.TID 0000.0001) 3.997026045255871E+05, /* J = 27 */ (PID.TID 0000.0001) 3.851300650057323E+05, /* J = 28 */ (PID.TID 0000.0001) 3.686812105223082E+05, /* J = 29 */ (PID.TID 0000.0001) 3.504361782409254E+05, /* J = 30 */ (PID.TID 0000.0001) 3.304838561248741E+05, /* J = 31 */ (PID.TID 0000.0001) 3.089214498819034E+05, /* J = 32 */ (PID.TID 0000.0001) 2.858540093877838E+05, /* J = 33 */ (PID.TID 0000.0001) 2.613939168938713E+05, /* J = 34 */ (PID.TID 0000.0001) 2.356603395120765E+05, /* J = 35 */ (PID.TID 0000.0001) 2.087786486446736E+05, /* J = 36 */ (PID.TID 0000.0001) 1.808798091874300E+05, /* J = 37 */ (PID.TID 0000.0001) 1.520997414818001E+05, /* J = 38 */ (PID.TID 0000.0001) 1.225786591246834E+05, /* J = 39 */ (PID.TID 0000.0001) 9.246038586187513E+04 /* J = 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dyC = /* dyC(:,1,:,1) ( units: m ) */ (PID.TID 0000.0001) 90 @ 4.447098934081552E+05 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dyC = /* dyC(1,:,1,:) ( units: m ) */ (PID.TID 0000.0001) 40 @ 4.447098934081552E+05 /* J = 1: 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dxV = /* dxV(:,1,:,1) ( units: m ) */ (PID.TID 0000.0001) 90 @ 7.722306258078101E+04 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dxV = /* dxV(1,:,1,:) ( units: m ) */ (PID.TID 0000.0001) 7.722306258078101E+04, /* J = 1 */ (PID.TID 0000.0001) 1.075850604052271E+05, /* J = 2 */ (PID.TID 0000.0001) 1.374229146297914E+05, /* J = 3 */ (PID.TID 0000.0001) 1.665912582279823E+05, /* J = 4 */ (PID.TID 0000.0001) 1.949479859617814E+05, /* J = 5 */ (PID.TID 0000.0001) 2.223549467040777E+05, /* J = 6 */ (PID.TID 0000.0001) 2.486786164970726E+05, /* J = 7 */ (PID.TID 0000.0001) 2.737907490675810E+05, /* J = 8 */ (PID.TID 0000.0001) 2.975690006299821E+05, /* J = 9 */ (PID.TID 0000.0001) 3.198975259328452E+05, /* J = 10 */ (PID.TID 0000.0001) 3.406675426453503E+05, /* J = 11 */ (PID.TID 0000.0001) 3.597778613338690E+05, /* J = 12 */ (PID.TID 0000.0001) 3.771353784467131E+05, /* J = 13 */ (PID.TID 0000.0001) 3.926555299052806E+05, /* J = 14 */ (PID.TID 0000.0001) 4.062627030917454E+05, /* J = 15 */ (PID.TID 0000.0001) 4.178906052261313E+05, /* J = 16 */ (PID.TID 0000.0001) 4.274825863380723E+05, /* J = 17 */ (PID.TID 0000.0001) 4.349919152597734E+05, /* J = 18 */ (PID.TID 0000.0001) 4.403820072955634E+05, /* J = 19 */ (PID.TID 0000.0001) 4.436266024588540E+05, /* J = 20 */ (PID.TID 0000.0001) 4.447098934081552E+05, /* J = 21 */ (PID.TID 0000.0001) 4.436266024588540E+05, /* J = 22 */ (PID.TID 0000.0001) 4.403820072955634E+05, /* J = 23 */ (PID.TID 0000.0001) 4.349919152597734E+05, /* J = 24 */ (PID.TID 0000.0001) 4.274825863380723E+05, /* J = 25 */ (PID.TID 0000.0001) 4.178906052261313E+05, /* J = 26 */ (PID.TID 0000.0001) 4.062627030917454E+05, /* J = 27 */ (PID.TID 0000.0001) 3.926555299052806E+05, /* J = 28 */ (PID.TID 0000.0001) 3.771353784467131E+05, /* J = 29 */ (PID.TID 0000.0001) 3.597778613338690E+05, /* J = 30 */ (PID.TID 0000.0001) 3.406675426453503E+05, /* J = 31 */ (PID.TID 0000.0001) 3.198975259328452E+05, /* J = 32 */ (PID.TID 0000.0001) 2.975690006299821E+05, /* J = 33 */ (PID.TID 0000.0001) 2.737907490675810E+05, /* J = 34 */ (PID.TID 0000.0001) 2.486786164970726E+05, /* J = 35 */ (PID.TID 0000.0001) 2.223549467040777E+05, /* J = 36 */ (PID.TID 0000.0001) 1.949479859617814E+05, /* J = 37 */ (PID.TID 0000.0001) 1.665912582279823E+05, /* J = 38 */ (PID.TID 0000.0001) 1.374229146297914E+05, /* J = 39 */ (PID.TID 0000.0001) 1.075850604052271E+05 /* J = 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dyU = /* dyU(:,1,:,1) ( units: m ) */ (PID.TID 0000.0001) 90 @ 4.447098934081552E+05 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) dyU = /* dyU(1,:,1,:) ( units: m ) */ (PID.TID 0000.0001) 40 @ 4.447098934081552E+05 /* J = 1: 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rA = /* rA (:,1,:,1) ( units: m^2 ) */ (PID.TID 0000.0001) 90 @ 4.110969866729047E+10 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rA = /* rA (1,:,1,:) ( units: m^2 ) */ (PID.TID 0000.0001) 4.110969866729047E+10, /* J = 1 */ (PID.TID 0000.0001) 5.450087291636665E+10, /* J = 2 */ (PID.TID 0000.0001) 6.762652439100235E+10, /* J = 3 */ (PID.TID 0000.0001) 8.042270623659998E+10, /* J = 4 */ (PID.TID 0000.0001) 9.282707674147523E+10, /* J = 5 */ (PID.TID 0000.0001) 1.047792030594103E+11, /* J = 6 */ (PID.TID 0000.0001) 1.162208556324093E+11, /* J = 7 */ (PID.TID 0000.0001) 1.270962918792468E+11, /* J = 8 */ (PID.TID 0000.0001) 1.373525277677229E+11, /* J = 9 */ (PID.TID 0000.0001) 1.469395959475426E+11, /* J = 10 */ (PID.TID 0000.0001) 1.558107891862220E+11, /* J = 11 */ (PID.TID 0000.0001) 1.639228879220326E+11, /* J = 12 */ (PID.TID 0000.0001) 1.712363708253573E+11, /* J = 13 */ (PID.TID 0000.0001) 1.777156073426415E+11, /* J = 14 */ (PID.TID 0000.0001) 1.833290312848623E+11, /* J = 15 */ (PID.TID 0000.0001) 1.880492946148330E+11, /* J = 16 */ (PID.TID 0000.0001) 1.918534006840893E+11, /* J = 17 */ (PID.TID 0000.0001) 1.947228162702492E+11, /* J = 18 */ (PID.TID 0000.0001) 1.966435618690094E+11, /* J = 19 */ (PID.TID 0000.0001) 2 @ 1.976062798008856E+11, /* J = 20: 21 */ (PID.TID 0000.0001) 1.966435618690094E+11, /* J = 22 */ (PID.TID 0000.0001) 1.947228162702492E+11, /* J = 23 */ (PID.TID 0000.0001) 1.918534006840893E+11, /* J = 24 */ (PID.TID 0000.0001) 1.880492946148330E+11, /* J = 25 */ (PID.TID 0000.0001) 1.833290312848623E+11, /* J = 26 */ (PID.TID 0000.0001) 1.777156073426415E+11, /* J = 27 */ (PID.TID 0000.0001) 1.712363708253573E+11, /* J = 28 */ (PID.TID 0000.0001) 1.639228879220326E+11, /* J = 29 */ (PID.TID 0000.0001) 1.558107891862220E+11, /* J = 30 */ (PID.TID 0000.0001) 1.469395959475426E+11, /* J = 31 */ (PID.TID 0000.0001) 1.373525277677229E+11, /* J = 32 */ (PID.TID 0000.0001) 1.270962918792468E+11, /* J = 33 */ (PID.TID 0000.0001) 1.162208556324093E+11, /* J = 34 */ (PID.TID 0000.0001) 1.047792030594103E+11, /* J = 35 */ (PID.TID 0000.0001) 9.282707674147523E+10, /* J = 36 */ (PID.TID 0000.0001) 8.042270623659998E+10, /* J = 37 */ (PID.TID 0000.0001) 6.762652439100235E+10, /* J = 38 */ (PID.TID 0000.0001) 5.450087291636665E+10, /* J = 39 */ (PID.TID 0000.0001) 4.110969866729047E+10 /* J = 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rAw = /* rAw(:,1,:,1) ( units: m^2 ) */ (PID.TID 0000.0001) 90 @ 4.110969866729047E+10 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rAw = /* rAw(1,:,1,:) ( units: m^2 ) */ (PID.TID 0000.0001) 4.110969866729047E+10, /* J = 1 */ (PID.TID 0000.0001) 5.450087291636665E+10, /* J = 2 */ (PID.TID 0000.0001) 6.762652439100235E+10, /* J = 3 */ (PID.TID 0000.0001) 8.042270623659998E+10, /* J = 4 */ (PID.TID 0000.0001) 9.282707674147523E+10, /* J = 5 */ (PID.TID 0000.0001) 1.047792030594103E+11, /* J = 6 */ (PID.TID 0000.0001) 1.162208556324093E+11, /* J = 7 */ (PID.TID 0000.0001) 1.270962918792468E+11, /* J = 8 */ (PID.TID 0000.0001) 1.373525277677229E+11, /* J = 9 */ (PID.TID 0000.0001) 1.469395959475426E+11, /* J = 10 */ (PID.TID 0000.0001) 1.558107891862220E+11, /* J = 11 */ (PID.TID 0000.0001) 1.639228879220326E+11, /* J = 12 */ (PID.TID 0000.0001) 1.712363708253573E+11, /* J = 13 */ (PID.TID 0000.0001) 1.777156073426415E+11, /* J = 14 */ (PID.TID 0000.0001) 1.833290312848623E+11, /* J = 15 */ (PID.TID 0000.0001) 1.880492946148330E+11, /* J = 16 */ (PID.TID 0000.0001) 1.918534006840893E+11, /* J = 17 */ (PID.TID 0000.0001) 1.947228162702492E+11, /* J = 18 */ (PID.TID 0000.0001) 1.966435618690094E+11, /* J = 19 */ (PID.TID 0000.0001) 2 @ 1.976062798008856E+11, /* J = 20: 21 */ (PID.TID 0000.0001) 1.966435618690094E+11, /* J = 22 */ (PID.TID 0000.0001) 1.947228162702492E+11, /* J = 23 */ (PID.TID 0000.0001) 1.918534006840893E+11, /* J = 24 */ (PID.TID 0000.0001) 1.880492946148330E+11, /* J = 25 */ (PID.TID 0000.0001) 1.833290312848623E+11, /* J = 26 */ (PID.TID 0000.0001) 1.777156073426415E+11, /* J = 27 */ (PID.TID 0000.0001) 1.712363708253573E+11, /* J = 28 */ (PID.TID 0000.0001) 1.639228879220326E+11, /* J = 29 */ (PID.TID 0000.0001) 1.558107891862220E+11, /* J = 30 */ (PID.TID 0000.0001) 1.469395959475426E+11, /* J = 31 */ (PID.TID 0000.0001) 1.373525277677229E+11, /* J = 32 */ (PID.TID 0000.0001) 1.270962918792468E+11, /* J = 33 */ (PID.TID 0000.0001) 1.162208556324093E+11, /* J = 34 */ (PID.TID 0000.0001) 1.047792030594103E+11, /* J = 35 */ (PID.TID 0000.0001) 9.282707674147523E+10, /* J = 36 */ (PID.TID 0000.0001) 8.042270623659998E+10, /* J = 37 */ (PID.TID 0000.0001) 6.762652439100235E+10, /* J = 38 */ (PID.TID 0000.0001) 5.450087291636665E+10, /* J = 39 */ (PID.TID 0000.0001) 4.110969866729047E+10 /* J = 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rAs = /* rAs(:,1,:,1) ( units: m^2 ) */ (PID.TID 0000.0001) 90 @ 3.433488626798250E+10 /* I = 1: 90 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) rAs = /* rAs(1,:,1,:) ( units: m^2 ) */ (PID.TID 0000.0001) 3.433488626798250E+10, /* J = 1 */ (PID.TID 0000.0001) 4.783442523123625E+10, /* J = 2 */ (PID.TID 0000.0001) 6.110091968306414E+10, /* J = 3 */ (PID.TID 0000.0001) 7.406973659603818E+10, /* J = 4 */ (PID.TID 0000.0001) 8.667769319778079E+10, /* J = 5 */ (PID.TID 0000.0001) 9.886336479107463E+10, /* J = 6 */ (PID.TID 0000.0001) 1.105673840088173E+11, /* J = 7 */ (PID.TID 0000.0001) 1.217327300458638E+11, /* J = 8 */ (PID.TID 0000.0001) 1.323050064586578E+11, /* J = 9 */ (PID.TID 0000.0001) 1.422327061792377E+11, /* J = 10 */ (PID.TID 0000.0001) 1.514674624524945E+11, /* J = 11 */ (PID.TID 0000.0001) 1.599642844741385E+11, /* J = 12 */ (PID.TID 0000.0001) 1.676817765813788E+11, /* J = 13 */ (PID.TID 0000.0001) 1.745823399284268E+11, /* J = 14 */ (PID.TID 0000.0001) 1.806323556642996E+11, /* J = 15 */ (PID.TID 0000.0001) 1.858023487204767E+11, /* J = 16 */ (PID.TID 0000.0001) 1.900671314104743E+11, /* J = 17 */ (PID.TID 0000.0001) 1.934059261417216E+11, /* J = 18 */ (PID.TID 0000.0001) 1.958024666419019E+11, /* J = 19 */ (PID.TID 0000.0001) 1.972450772065981E+11, /* J = 20 */ (PID.TID 0000.0001) 1.977267295821495E+11, /* J = 21 */ (PID.TID 0000.0001) 1.972450772065981E+11, /* J = 22 */ (PID.TID 0000.0001) 1.958024666419019E+11, /* J = 23 */ (PID.TID 0000.0001) 1.934059261417216E+11, /* J = 24 */ (PID.TID 0000.0001) 1.900671314104743E+11, /* J = 25 */ (PID.TID 0000.0001) 1.858023487204767E+11, /* J = 26 */ (PID.TID 0000.0001) 1.806323556642996E+11, /* J = 27 */ (PID.TID 0000.0001) 1.745823399284268E+11, /* J = 28 */ (PID.TID 0000.0001) 1.676817765813788E+11, /* J = 29 */ (PID.TID 0000.0001) 1.599642844741385E+11, /* J = 30 */ (PID.TID 0000.0001) 1.514674624524945E+11, /* J = 31 */ (PID.TID 0000.0001) 1.422327061792377E+11, /* J = 32 */ (PID.TID 0000.0001) 1.323050064586578E+11, /* J = 33 */ (PID.TID 0000.0001) 1.217327300458638E+11, /* J = 34 */ (PID.TID 0000.0001) 1.105673840088173E+11, /* J = 35 */ (PID.TID 0000.0001) 9.886336479107463E+10, /* J = 36 */ (PID.TID 0000.0001) 8.667769319778079E+10, /* J = 37 */ (PID.TID 0000.0001) 7.406973659603818E+10, /* J = 38 */ (PID.TID 0000.0001) 6.110091968306414E+10, /* J = 39 */ (PID.TID 0000.0001) 4.783442523123625E+10 /* J = 40 */ (PID.TID 0000.0001) ; (PID.TID 0000.0001) globalArea = /* Integrated horizontal Area (m^2) */ (PID.TID 0000.0001) 3.335490855875365E+14 (PID.TID 0000.0001) ; (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // End of Model config. summary (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) (PID.TID 0000.0001) == Packages configuration : Check & print summary == (PID.TID 0000.0001) (PID.TID 0000.0001) GMREDI_CHECK: #define GMREDI (PID.TID 0000.0001) GM_AdvForm = /* if FALSE => use SkewFlux Form */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_InMomAsStress = /* if TRUE => apply as Eddy Stress */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_AdvSeparate = /* Calc Bolus & Euler Adv. separately */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_ExtraDiag = /* Tensor Extra Diag (line 1&2) non 0 */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_isopycK = /* Background Isopyc. Diffusivity [m^2/s] */ (PID.TID 0000.0001) 1.000000000000000E+03 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_skewflx*K = /* Background GM_SkewFlx Diffusivity [m^2/s] */ (PID.TID 0000.0001) 1.000000000000000E+03 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_advec*K = /* Backg. GM-Advec(=Bolus) Diffusivity [m^2/s]*/ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_Kmin_horiz = /* Minimum Horizontal Diffusivity [m^2/s] */ (PID.TID 0000.0001) 5.000000000000000E+01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_Visbeck_alpha = /* Visbeck alpha coeff. [-] */ (PID.TID 0000.0001) 0.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_Small_Number = /* epsilon used in slope calc */ (PID.TID 0000.0001) 9.999999999999999E-21 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_slopeSqCutoff = /* Slope^2 cut-off value */ (PID.TID 0000.0001) 1.000000000000000E+48 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_taper_scheme = /* Type of Tapering/Clipping scheme */ (PID.TID 0000.0001) 'gkw91 ' (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_maxSlope = /* Maximum Slope (Tapering/Clipping) */ (PID.TID 0000.0001) 1.000000000000000E-02 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_facTrL2dz = /* Minimum Trans.Layer Thick. (factor of dz) */ (PID.TID 0000.0001) 1.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_facTrL2ML = /* Max.Trans.Layer Thick. (factor of MxL Depth)*/ (PID.TID 0000.0001) 5.000000000000000E+00 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_maxTransLay = /* Maximum Transition Layer Thickness [m] */ (PID.TID 0000.0001) 5.000000000000000E+02 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_UseBVP = /* if TRUE => use bvp a la Ferrari et al. (2010) */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_BVP_ModeNumber = /* Vertical mode number for BVP wave speed */ (PID.TID 0000.0001) 1 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_BVP_cMin = /* Minimum wave speed for BVP [m/s] */ (PID.TID 0000.0001) 1.000000000000000E-01 (PID.TID 0000.0001) ; (PID.TID 0000.0001) GM_useSubMeso = /* if TRUE => use Sub-Meso param. (B.Fox-Kemper) */ (PID.TID 0000.0001) F (PID.TID 0000.0001) ; (PID.TID 0000.0001) subMeso_Ceff = /* efficiency coeff. of Mixed-Layer Eddies [-] */ (PID.TID 0000.0001) 7.000000000000001E-02 (PID.TID 0000.0001) ; (PID.TID 0000.0001) subMeso_invTau = /* inverse of Sub-Meso mixing time-scale [/s] */ (PID.TID 0000.0001) 2.000000000000000E-06 (PID.TID 0000.0001) ; (PID.TID 0000.0001) subMeso_LfMin = /* minimum length-scale "Lf" [m] */ (PID.TID 0000.0001) 1.000000000000000E+03 (PID.TID 0000.0001) ; (PID.TID 0000.0001) subMeso_Lmax = /* maximum grid-scale length [m] */ (PID.TID 0000.0001) 1.100000000000000E+05 (PID.TID 0000.0001) ; (PID.TID 0000.0001) CTRL_CHECK: ctrl package (PID.TID 0000.0001) COST_CHECK: cost package (PID.TID 0000.0001) GRDCHK_CHECK: grdchk package (PID.TID 0000.0001) GAD_CHECK: #define ALLOW_GENERIC_ADVDIFF (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // CONFIG_CHECK : Normal End (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) (PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 (PID.TID 0000.0001) (PID.TID 0000.0001) Start initial hydrostatic pressure computation (PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC (PID.TID 0000.0001) SH 5.2213892178558012 23.296536408581801 NH 10.477982531836687 25.564398561832434 5.2213953213714035 23.296542512097403 10.477988635352290 25.564404665348036 (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Begin MONITOR dynamic field statistics (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) %MON time_tsnumber = 0 (PID.TID 0000.0001) %MON time_secondsf = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_eta_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_eta_min = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_eta_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_eta_sd = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_eta_del2 = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_uvel_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_uvel_min = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_uvel_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_uvel_sd = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_uvel_del2 = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_vvel_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_vvel_min = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_vvel_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_vvel_sd = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_vvel_del2 = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_wvel_max = -0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_wvel_min = -0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_wvel_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_wvel_sd = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_wvel_del2 = 0.0000000000000E+00 (PID.TID 0000.0001) %MON dynstat_theta_max = 2.9329580307007E+01 (PID.TID 0000.0001) %MON dynstat_theta_min = -1.8507585525513E+00 (PID.TID 0000.0001) %MON dynstat_theta_mean = 3.4385862740244E+00 (PID.TID 0000.0001) %MON dynstat_theta_sd = 4.1126810597647E+00 (PID.TID 0000.0001) %MON dynstat_theta_del2 = 5.2167403232002E-03 (PID.TID 0000.0001) %MON dynstat_salt_max = 3.7439460754395E+01 (PID.TID 0000.0001) %MON dynstat_salt_min = 3.1028352737427E+01 (PID.TID 0000.0001) %MON dynstat_salt_mean = 3.4715046474649E+01 (PID.TID 0000.0001) %MON dynstat_salt_sd = 2.7634376761929E-01 (PID.TID 0000.0001) %MON dynstat_salt_del2 = 8.6201567836572E-04 (PID.TID 0000.0001) %MON dynstat_sst_max = 2.9329580307007E+01 (PID.TID 0000.0001) %MON dynstat_sst_min = -1.6685600280762E+00 (PID.TID 0000.0001) %MON dynstat_sst_mean = 1.8594263769391E+01 (PID.TID 0000.0001) %MON dynstat_sst_sd = 9.1650029901491E+00 (PID.TID 0000.0001) %MON dynstat_sst_del2 = 2.5285957321204E-02 (PID.TID 0000.0001) %MON dynstat_sss_max = 3.7439460754395E+01 (PID.TID 0000.0001) %MON dynstat_sss_min = 3.1028352737427E+01 (PID.TID 0000.0001) %MON dynstat_sss_mean = 3.4857417798106E+01 (PID.TID 0000.0001) %MON dynstat_sss_sd = 9.3856650790078E-01 (PID.TID 0000.0001) %MON dynstat_sss_del2 = 7.1164020534050E-03 (PID.TID 0000.0001) %MON forcing_qnet_max = 1.3199679941600E+02 (PID.TID 0000.0001) %MON forcing_qnet_min = -3.5049627091214E+01 (PID.TID 0000.0001) %MON forcing_qnet_mean = -6.8984510202482E-01 (PID.TID 0000.0001) %MON forcing_qnet_sd = 2.2692302782162E+01 (PID.TID 0000.0001) %MON forcing_qnet_del2 = 1.1257799519057E-01 (PID.TID 0000.0001) %MON forcing_qsw_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_qsw_min = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_qsw_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_qsw_sd = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_qsw_del2 = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_empmr_max = 3.7600374110707E-05 (PID.TID 0000.0001) %MON forcing_empmr_min = -1.7559553618097E-05 (PID.TID 0000.0001) %MON forcing_empmr_mean = 1.5643147523703E-06 (PID.TID 0000.0001) %MON forcing_empmr_sd = 1.1909008207927E-05 (PID.TID 0000.0001) %MON forcing_empmr_del2 = 7.3093651236609E-08 (PID.TID 0000.0001) %MON forcing_fu_max = 1.6004334390163E-01 (PID.TID 0000.0001) %MON forcing_fu_min = -1.0329221189022E-01 (PID.TID 0000.0001) %MON forcing_fu_mean = 4.1280488583042E-03 (PID.TID 0000.0001) %MON forcing_fu_sd = 5.5800359441598E-02 (PID.TID 0000.0001) %MON forcing_fu_del2 = 3.2370368543277E-04 (PID.TID 0000.0001) %MON forcing_fv_max = 8.4633164107800E-02 (PID.TID 0000.0001) %MON forcing_fv_min = -7.0490099489689E-02 (PID.TID 0000.0001) %MON forcing_fv_mean = 2.8803575798275E-03 (PID.TID 0000.0001) %MON forcing_fv_sd = 2.2193297771215E-02 (PID.TID 0000.0001) %MON forcing_fv_del2 = 2.1170835219132E-04 (PID.TID 0000.0001) %MON advcfl_uvel_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON advcfl_vvel_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON advcfl_wvel_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON advcfl_W_hf_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON pe_b_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON ke_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON ke_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON ke_vol = 1.4101703507226E+18 (PID.TID 0000.0001) %MON vort_r_min = 0.0000000000000E+00 (PID.TID 0000.0001) %MON vort_r_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON vort_a_mean = -1.9976608796703E-05 (PID.TID 0000.0001) %MON vort_a_sd = 7.3718720794771E-05 (PID.TID 0000.0001) %MON vort_p_mean = -2.3730263022062E-05 (PID.TID 0000.0001) %MON vort_p_sd = 1.0369776513329E-04 (PID.TID 0000.0001) %MON surfExpan_theta_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON surfExpan_salt_mean = 0.0000000000000E+00 (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // End MONITOR dynamic field statistics (PID.TID 0000.0001) // ======================================================= SH 5.2213892178558012 23.296536408581801 NH 10.477982531836687 25.564398561832434 (PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 SH 5.2201194813001734 23.297498110483730 NH 10.466538306882399 25.565240031177893 cg2d: Sum(rhs),rhsMax = 1.34510458327242E-14 8.72197575655387E+00 SH 5.2213217366822278 23.295110541783401 NH 10.461108876579829 25.564424809914442 cg2d: Sum(rhs),rhsMax = 1.23737825541426E-13 8.58491923240257E+00 SH 5.2239758527201161 23.292330991848473 NH 10.454544438170274 25.562857148937155 cg2d: Sum(rhs),rhsMax = 1.79526532528840E-13 8.57300301452757E+00 SH 5.2277890242648937 23.291025332157801 NH 10.447075395367449 25.560581831928403 cg2d: Sum(rhs),rhsMax = 1.14856041344424E-13 8.54199816412785E+00 SH 5.2323630972755382 23.291656354054112 NH 10.438753008306207 25.558131387204696 cg2d: Sum(rhs),rhsMax = 3.23518989375771E-13 8.39983291285460E+00 SH 5.2374226153361292 23.293835175661229 NH 10.429688799623705 25.556353938299310 cg2d: Sum(rhs),rhsMax = 3.25940663348234E-13 8.14938897866035E+00 SH 5.2428098519675359 23.296876966114610 NH 10.420249419348920 25.555836778851869 cg2d: Sum(rhs),rhsMax = 4.08305333987613E-13 7.83063879768700E+00 SH 5.2484301144941696 23.300155030698079 NH 10.410965029195040 25.556641789184368 cg2d: Sum(rhs),rhsMax = 4.94493335168045E-13 7.50867967598465E+00 SH 5.2542041359492941 23.303266303870714 NH 10.402332418694868 25.558401819850985 cg2d: Sum(rhs),rhsMax = 4.93403928825131E-13 7.13635421945481E+00 SH 5.2600399099036395 23.306034378293475 NH 10.394646890277841 25.560572845205797 cg2d: Sum(rhs),rhsMax = 6.35373698099073E-13 6.72826174090870E+00 SH 5.2658237553761751 23.308436294575813 NH 10.387931796005716 25.562670281538317 cg2d: Sum(rhs),rhsMax = 4.03788114056169E-13 6.29061611247720E+00 SH 5.2714235394728348 23.310527091229915 NH 10.381968237103536 25.564392021505057 cg2d: Sum(rhs),rhsMax = 2.56683563293336E-13 5.82354057585761E+00 SH 5.2766969400194057 23.312391248058475 NH 10.376388653533922 25.565627357111339 cg2d: Sum(rhs),rhsMax = 3.06546454886814E-13 5.32772671031818E+00 SH 5.2815003385481987 23.314118302141765 NH 10.370786591431056 25.566397306321107 cg2d: Sum(rhs),rhsMax = 4.52568538200637E-13 4.81328439449789E+00 SH 5.2856965016658819 23.315790314925948 NH 10.364805610096198 25.566780027675406 cg2d: Sum(rhs),rhsMax = 4.11275180578485E-13 4.27688077868653E+00 SH 5.2891603915413157 23.317473118939176 NH 10.358190016883384 25.566855652924460 cg2d: Sum(rhs),rhsMax = 5.72458747072346E-13 4.08273968506829E+00 SH 5.2917830540431510 23.319209962725836 NH 10.350797384894520 25.566681379427052 cg2d: Sum(rhs),rhsMax = 4.42354486374086E-13 4.69596425101010E+00 SH 5.2934738052695707 23.321019314889838 NH 10.342582254673175 25.566293875024883 cg2d: Sum(rhs),rhsMax = 3.69072827854922E-13 5.24143688984593E+00 SH 5.2941611378271887 23.322897857983492 NH 10.333566201914152 25.565715210821566 cg2d: Sum(rhs),rhsMax = 3.31762395333612E-13 5.71014649701825E+00 (PID.TID 0000.0001) // Time-average data written, t-step 20 (PID.TID 0000.0001) SH 5.2937928006026596 23.324827392881105 NH 10.323806191065387 25.564962980497398 cg2d: Sum(rhs),rhsMax = 2.67730282388356E-13 6.09339485459147E+00 SH 5.2923353380821254 23.326782805700020 NH 10.313369586342560 25.564059363899105 cg2d: Sum(rhs),rhsMax = 1.77469150486331E-13 6.38332974936056E+00 SH 5.2897732843981089 23.328738408978893 NH 10.302319331652029 25.563033143475138 cg2d: Sum(rhs),rhsMax = 2.65648614217184E-13 6.57170770873123E+00 SH 5.2861090303890137 23.330671249381282 NH 10.290709121999498 25.561915909912386 cg2d: Sum(rhs),rhsMax = 2.29385954675365E-13 6.89836981154885E+00 SH 5.2813650993334136 23.332561515461521 NH 10.278586387169241 25.560790217238491 cg2d: Sum(rhs),rhsMax = 4.39204228541712E-13 7.30176005928820E+00 SH 5.2755883086360313 23.334391206406849 NH 10.266000968420144 25.559650527255030 cg2d: Sum(rhs),rhsMax = 4.76958750272871E-13 7.63271204857980E+00 SH 5.2688532380099105 23.336142572144922 NH 10.253015199394895 25.558501776291621 cg2d: Sum(rhs),rhsMax = 5.30339661075629E-13 7.88368954103447E+00 SH 5.2612519122608887 23.337797327993201 NH 10.239734075530862 25.557342929907804 cg2d: Sum(rhs),rhsMax = 6.70893895993174E-13 8.05184512310246E+00 SH 5.2528520298396870 23.339337039741281 NH 10.226597641769445 25.556168891780146 cg2d: Sum(rhs),rhsMax = 8.42319269889202E-13 8.13470799635288E+00 SH 5.2437308398605751 23.340744459724306 NH 10.212899105326585 25.554976075617674 cg2d: Sum(rhs),rhsMax = 1.00851271778168E-12 8.13230625996658E+00 SH 5.2339840639273802 23.342005394479941 NH 10.198879555789176 25.553763658366336 cg2d: Sum(rhs),rhsMax = 9.97514570943991E-13 8.04713418588045E+00 SH 5.2237464109099392 23.343110360053515 NH 10.184517899288608 25.552539734522611 cg2d: Sum(rhs),rhsMax = 1.14076109669625E-12 7.88324085548532E+00 SH 5.2131568106809141 23.344055571474826 NH 10.169938671035084 25.551321188070403 cg2d: Sum(rhs),rhsMax = 1.06376712993850E-12 7.64697396231798E+00 SH 5.2023497356822759 23.344842931067319 NH 10.155237768245456 25.550126197029158 cg2d: Sum(rhs),rhsMax = 1.10172287959287E-12 7.34576345425539E+00 SH 5.1914598579580797 23.345479148986954 NH 10.140495466288996 25.548981127996342 cg2d: Sum(rhs),rhsMax = 1.06911701713841E-12 6.98666247271537E+00 SH 5.1806232971593431 23.345974261493893 NH 10.125792370141994 25.547905863394931 cg2d: Sum(rhs),rhsMax = 1.07781145120001E-12 6.57967688909440E+00 SH 5.1699782724725196 23.346339872151702 NH 10.111255236598936 25.546920691359787 cg2d: Sum(rhs),rhsMax = 1.04967423641966E-12 6.13093584282923E+00 SH 5.1596595608059488 23.346587480415280 NH 10.097008386937205 25.546039858503605 cg2d: Sum(rhs),rhsMax = 1.12416326247811E-12 5.65138446255542E+00 SH 5.1497959633100550 23.346727169757060 NH 10.083188375232680 25.545270992104008 cg2d: Sum(rhs),rhsMax = 1.22839932670260E-12 5.41147372875118E+00 SH 5.1405019237366218 23.346766820228368 NH 10.069740859043520 25.544616144128327 cg2d: Sum(rhs),rhsMax = 1.18417775585300E-12 6.03631493655282E+00 (PID.TID 0000.0001) // Time-average data written, t-step 40 (PID.TID 0000.0001) SH 5.1318886344257635 23.346711872545313 NH 10.056700502476360 25.544072653285355 cg2d: Sum(rhs),rhsMax = 9.45854505829402E-13 6.60486688840702E+00 SH 5.1240509679444699 23.346565627693280 NH 10.044126025000594 25.543635473169502 cg2d: Sum(rhs),rhsMax = 7.78259401368331E-13 7.10840570369448E+00 SH 5.1170763996782966 23.346329868751809 NH 10.032272673011050 25.543299283831402 cg2d: Sum(rhs),rhsMax = 7.91609833239448E-13 7.53948025354033E+00 SH 5.1110281765082277 23.346005699787895 NH 10.021623188046078 25.543060363250390 cg2d: Sum(rhs),rhsMax = 5.38930011728667E-13 7.89200581459178E+00 SH 5.1059575284193670 23.345594361813880 NH 10.012000184268459 25.542920322847749 cg2d: Sum(rhs),rhsMax = 7.30776550383894E-13 8.16153503284351E+00 SH 5.1018867419407457 23.345097975449221 NH 10.002542762571181 25.542881666501330 cg2d: Sum(rhs),rhsMax = 9.95120652547143E-13 8.34518940891349E+00 SH 5.0988200463425528 23.344520041810370 NH 9.9936592330388976 25.542949019406649 cg2d: Sum(rhs),rhsMax = 1.09038819640084E-12 8.44169060068847E+00 SH 5.0967360494290119 23.343865745230744 NH 9.9853705755130022 25.543128862186848 cg2d: Sum(rhs),rhsMax = 1.14145151663969E-12 8.58290100893960E+00 SH 5.0955998252028962 23.343142017742764 NH 9.9777378963098045 25.543428007760269 cg2d: Sum(rhs),rhsMax = 1.38102029811904E-12 8.82948846633102E+00 SH 5.0953709550405506 23.342357428714081 NH 9.9709727624880884 25.543851775233804 cg2d: Sum(rhs),rhsMax = 1.77583295291051E-12 8.98947149794561E+00 SH 5.0960010578610309 23.341521961810372 NH 9.9652655728315835 25.544403074837305 cg2d: Sum(rhs),rhsMax = 1.47861931032445E-12 9.06327526872528E+00 SH 5.0974354432336213 23.340646688542620 NH 9.9611076714455180 25.545081220444331 cg2d: Sum(rhs),rhsMax = 1.35565864090026E-12 9.05291617906969E+00 SH 5.0996025179459821 23.339743409424045 NH 9.9578556320807365 25.545882286919834 cg2d: Sum(rhs),rhsMax = 1.24715168747791E-12 8.96087215299851E+00 SH 5.1024244195000961 23.338824265150549 NH 9.9539899260337279 25.546796332584847 cg2d: Sum(rhs),rhsMax = 1.18829251993802E-12 8.79027967641253E+00 SH 5.1058079019076672 23.337901397118628 NH 9.9506238955197546 25.547806935260098 cg2d: Sum(rhs),rhsMax = 1.16912729497543E-12 8.54488907751481E+00 SH 5.1096574632395573 23.336986607757012 NH 9.9477349532201060 25.548899256003722 cg2d: Sum(rhs),rhsMax = 1.05964889640653E-12 8.22904590407866E+00 SH 5.1138666787769012 23.336091086722320 NH 9.9465201081384862 25.550056232571251 cg2d: Sum(rhs),rhsMax = 1.10216696880272E-12 7.84751964225792E+00 SH 5.1183303241091380 23.335225144804610 NH 9.9445691332830393 25.551263835701661 cg2d: Sum(rhs),rhsMax = 1.21357091042995E-12 7.40543434200199E+00 SH 5.1229369172036741 23.334398008352821 NH 9.9430455183479012 25.552502670949480 cg2d: Sum(rhs),rhsMax = 1.39925571129851E-12 6.90840770974627E+00 SH 5.1275793018391482 23.333617627066872 NH 9.9418902890795380 25.553760817256887 cg2d: Sum(rhs),rhsMax = 1.52771545414154E-12 6.36238439593457E+00 (PID.TID 0000.0001) cg2d_init_res = 1.94991372198695E-01 (PID.TID 0000.0001) cg2d_iters = 87 (PID.TID 0000.0001) cg2d_res = 6.69823184102310E-14 (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Begin MONITOR dynamic field statistics (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) %MON time_tsnumber = 60 (PID.TID 0000.0001) %MON time_secondsf = 2.5920000000000E+06 (PID.TID 0000.0001) %MON dynstat_eta_max = 1.2759685746780E+00 (PID.TID 0000.0001) %MON dynstat_eta_min = -1.6227229972223E+00 (PID.TID 0000.0001) %MON dynstat_eta_mean = -1.6492811244513E-14 (PID.TID 0000.0001) %MON dynstat_eta_sd = 5.3142784627227E-01 (PID.TID 0000.0001) %MON dynstat_eta_del2 = 2.3055579184416E-03 (PID.TID 0000.0001) %MON dynstat_uvel_max = 2.1675644681788E-01 (PID.TID 0000.0001) %MON dynstat_uvel_min = -3.3312786806524E-01 (PID.TID 0000.0001) %MON dynstat_uvel_mean = 4.7065782964335E-04 (PID.TID 0000.0001) %MON dynstat_uvel_sd = 1.5761215097025E-02 (PID.TID 0000.0001) %MON dynstat_uvel_del2 = 1.0677503227590E-04 (PID.TID 0000.0001) %MON dynstat_vvel_max = 3.0512650011549E-01 (PID.TID 0000.0001) %MON dynstat_vvel_min = -4.3300491946661E-01 (PID.TID 0000.0001) %MON dynstat_vvel_mean = -3.1737479569590E-05 (PID.TID 0000.0001) %MON dynstat_vvel_sd = 1.4302384074292E-02 (PID.TID 0000.0001) %MON dynstat_vvel_del2 = 1.2783322881163E-04 (PID.TID 0000.0001) %MON dynstat_wvel_max = 8.3857934975092E-04 (PID.TID 0000.0001) %MON dynstat_wvel_min = -4.0733491328546E-04 (PID.TID 0000.0001) %MON dynstat_wvel_mean = 1.1417632187935E-22 (PID.TID 0000.0001) %MON dynstat_wvel_sd = 3.7449075849130E-05 (PID.TID 0000.0001) %MON dynstat_wvel_del2 = 3.7767706923668E-07 (PID.TID 0000.0001) %MON dynstat_theta_max = 2.8796494539970E+01 (PID.TID 0000.0001) %MON dynstat_theta_min = -2.5301571755260E+00 (PID.TID 0000.0001) %MON dynstat_theta_mean = 3.4376916405572E+00 (PID.TID 0000.0001) %MON dynstat_theta_sd = 4.1080233418764E+00 (PID.TID 0000.0001) %MON dynstat_theta_del2 = 4.4954198947623E-03 (PID.TID 0000.0001) %MON dynstat_salt_max = 3.7461687412327E+01 (PID.TID 0000.0001) %MON dynstat_salt_min = 3.1085234255445E+01 (PID.TID 0000.0001) %MON dynstat_salt_mean = 3.4715029865567E+01 (PID.TID 0000.0001) %MON dynstat_salt_sd = 2.7626973772551E-01 (PID.TID 0000.0001) %MON dynstat_salt_del2 = 8.1927370630181E-04 (PID.TID 0000.0001) %MON dynstat_sst_max = 2.8796494539970E+01 (PID.TID 0000.0001) %MON dynstat_sst_min = -1.5963045809145E+00 (PID.TID 0000.0001) %MON dynstat_sst_mean = 1.8534528421813E+01 (PID.TID 0000.0001) %MON dynstat_sst_sd = 9.1616954879768E+00 (PID.TID 0000.0001) %MON dynstat_sst_del2 = 1.9352857926901E-02 (PID.TID 0000.0001) %MON dynstat_sss_max = 3.7461687412327E+01 (PID.TID 0000.0001) %MON dynstat_sss_min = 3.1085234255445E+01 (PID.TID 0000.0001) %MON dynstat_sss_mean = 3.4861403367431E+01 (PID.TID 0000.0001) %MON dynstat_sss_sd = 9.4589918119814E-01 (PID.TID 0000.0001) %MON dynstat_sss_del2 = 6.7968839668569E-03 (PID.TID 0000.0001) %MON forcing_qnet_max = 7.8568697208305E+01 (PID.TID 0000.0001) %MON forcing_qnet_min = -3.3831367324873E+01 (PID.TID 0000.0001) %MON forcing_qnet_mean = -1.1480323764744E+00 (PID.TID 0000.0001) %MON forcing_qnet_sd = 1.6945265588451E+01 (PID.TID 0000.0001) %MON forcing_qnet_del2 = 9.6362994447362E-02 (PID.TID 0000.0001) %MON forcing_qsw_max = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_qsw_min = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_qsw_mean = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_qsw_sd = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_qsw_del2 = 0.0000000000000E+00 (PID.TID 0000.0001) %MON forcing_empmr_max = 3.7600374110707E-05 (PID.TID 0000.0001) %MON forcing_empmr_min = -1.7559553618097E-05 (PID.TID 0000.0001) %MON forcing_empmr_mean = 1.5643147523703E-06 (PID.TID 0000.0001) %MON forcing_empmr_sd = 1.1909008207927E-05 (PID.TID 0000.0001) %MON forcing_empmr_del2 = 7.3093651236609E-08 (PID.TID 0000.0001) %MON forcing_fu_max = 1.6004334390163E-01 (PID.TID 0000.0001) %MON forcing_fu_min = -1.0329221189022E-01 (PID.TID 0000.0001) %MON forcing_fu_mean = 4.1280488583042E-03 (PID.TID 0000.0001) %MON forcing_fu_sd = 5.5800359441598E-02 (PID.TID 0000.0001) %MON forcing_fu_del2 = 3.2370368543277E-04 (PID.TID 0000.0001) %MON forcing_fv_max = 8.4633164107800E-02 (PID.TID 0000.0001) %MON forcing_fv_min = -7.0490099489689E-02 (PID.TID 0000.0001) %MON forcing_fv_mean = 2.8803575798275E-03 (PID.TID 0000.0001) %MON forcing_fv_sd = 2.2193297771215E-02 (PID.TID 0000.0001) %MON forcing_fv_del2 = 2.1170835219132E-04 (PID.TID 0000.0001) %MON advcfl_uvel_max = 3.2538952806283E-02 (PID.TID 0000.0001) %MON advcfl_vvel_max = 4.2062955644185E-02 (PID.TID 0000.0001) %MON advcfl_wvel_max = 8.6126937244627E-02 (PID.TID 0000.0001) %MON advcfl_W_hf_max = 9.8660299977011E-02 (PID.TID 0000.0001) %MON pe_b_mean = 3.2765424682864E-04 (PID.TID 0000.0001) %MON ke_max = 5.4835152003477E-02 (PID.TID 0000.0001) %MON ke_mean = 2.0784944732441E-04 (PID.TID 0000.0001) %MON ke_vol = 1.4101703507226E+18 (PID.TID 0000.0001) %MON vort_r_min = -1.1168304101919E-06 (PID.TID 0000.0001) %MON vort_r_max = 1.0949699649271E-06 (PID.TID 0000.0001) %MON vort_a_mean = -1.9976608796703E-05 (PID.TID 0000.0001) %MON vort_a_sd = 7.3718758643668E-05 (PID.TID 0000.0001) %MON vort_p_mean = -2.3730263022062E-05 (PID.TID 0000.0001) %MON vort_p_sd = 1.0369738673784E-04 (PID.TID 0000.0001) %MON surfExpan_theta_mean = 1.8896589017670E-08 (PID.TID 0000.0001) %MON surfExpan_salt_mean = 2.1381383585457E-08 (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // End MONITOR dynamic field statistics (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Time-average data written, t-step 60 (PID.TID 0000.0001) (PID.TID 0000.0001) %CHECKPOINT 60 ckptA --> objf_test(bi,bj) = 0.000000000000000D+00 --> objf_tracer(bi,bj) = 0.000000000000000D+00 --> objf_atl(bi,bj) = -0.492261139769933D-01 local fc = -0.492261139769933D-01 global fc = -0.492261139769933D-01 SH 5.2213892178558012 23.296536408581801 NH 10.477982531836687 25.564398561832434 (PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 SH 5.2201194813001734 23.297498110483730 NH 10.466538306882399 25.565240031177893 cg2d: Sum(rhs),rhsMax = 1.34510458327242E-14 8.72197575655387E+00 SH 5.2213217366822278 23.295110541783401 NH 10.461108876579829 25.564424809914442 cg2d: Sum(rhs),rhsMax = 1.23737825541426E-13 8.58491923240257E+00 SH 5.2239758527201161 23.292330991848473 NH 10.454544438170274 25.562857148937155 cg2d: Sum(rhs),rhsMax = 1.79526532528840E-13 8.57300301452757E+00 SH 5.2277890242648937 23.291025332157801 NH 10.447075395367449 25.560581831928403 cg2d: Sum(rhs),rhsMax = 1.14856041344424E-13 8.54199816412785E+00 SH 5.2323630972755382 23.291656354054112 NH 10.438753008306207 25.558131387204696 cg2d: Sum(rhs),rhsMax = 3.23518989375771E-13 8.39983291285460E+00 SH 5.2374226153361292 23.293835175661229 NH 10.429688799623705 25.556353938299310 cg2d: Sum(rhs),rhsMax = 3.25940663348234E-13 8.14938897866035E+00 SH 5.2428098519675359 23.296876966114610 NH 10.420249419348920 25.555836778851869 cg2d: Sum(rhs),rhsMax = 4.08305333987613E-13 7.83063879768700E+00 SH 5.2484301144941696 23.300155030698079 NH 10.410965029195040 25.556641789184368 cg2d: Sum(rhs),rhsMax = 4.94493335168045E-13 7.50867967598465E+00 SH 5.2542041359492941 23.303266303870714 NH 10.402332418694868 25.558401819850985 cg2d: Sum(rhs),rhsMax = 4.93403928825131E-13 7.13635421945481E+00 SH 5.2600399099036395 23.306034378293475 NH 10.394646890277841 25.560572845205797 cg2d: Sum(rhs),rhsMax = 6.35373698099073E-13 6.72826174090870E+00 SH 5.2658237553761751 23.308436294575813 NH 10.387931796005716 25.562670281538317 cg2d: Sum(rhs),rhsMax = 4.03788114056169E-13 6.29061611247720E+00 SH 5.2714235394728348 23.310527091229915 NH 10.381968237103536 25.564392021505057 cg2d: Sum(rhs),rhsMax = 2.56683563293336E-13 5.82354057585761E+00 SH 5.2766969400194057 23.312391248058475 NH 10.376388653533922 25.565627357111339 cg2d: Sum(rhs),rhsMax = 3.06546454886814E-13 5.32772671031818E+00 SH 5.2815003385481987 23.314118302141765 NH 10.370786591431056 25.566397306321107 cg2d: Sum(rhs),rhsMax = 4.52568538200637E-13 4.81328439449789E+00 SH 5.2856965016658819 23.315790314925948 NH 10.364805610096198 25.566780027675406 cg2d: Sum(rhs),rhsMax = 4.11275180578485E-13 4.27688077868653E+00 SH 5.2891603915413157 23.317473118939176 NH 10.358190016883384 25.566855652924460 cg2d: Sum(rhs),rhsMax = 5.72458747072346E-13 4.08273968506829E+00 SH 5.2917830540431510 23.319209962725836 NH 10.350797384894520 25.566681379427052 cg2d: Sum(rhs),rhsMax = 4.42354486374086E-13 4.69596425101010E+00 SH 5.2934738052695707 23.321019314889838 NH 10.342582254673175 25.566293875024883 cg2d: Sum(rhs),rhsMax = 3.69072827854922E-13 5.24143688984593E+00 SH 5.2941611378271887 23.322897857983492 NH 10.333566201914152 25.565715210821566 cg2d: Sum(rhs),rhsMax = 3.31762395333612E-13 5.71014649701825E+00 SH 5.2937928006026596 23.324827392881105 NH 10.323806191065387 25.564962980497398 cg2d: Sum(rhs),rhsMax = 2.67730282388356E-13 6.09339485459147E+00 SH 5.2923353380821254 23.326782805700020 NH 10.313369586342560 25.564059363899105 cg2d: Sum(rhs),rhsMax = 1.77469150486331E-13 6.38332974936056E+00 SH 5.2897732843981089 23.328738408978893 NH 10.302319331652029 25.563033143475138 cg2d: Sum(rhs),rhsMax = 2.65648614217184E-13 6.57170770873123E+00 SH 5.2861090303890137 23.330671249381282 NH 10.290709121999498 25.561915909912386 cg2d: Sum(rhs),rhsMax = 2.29385954675365E-13 6.89836981154885E+00 SH 5.2813650993334136 23.332561515461521 NH 10.278586387169241 25.560790217238491 cg2d: Sum(rhs),rhsMax = 4.39204228541712E-13 7.30176005928820E+00 SH 5.2755883086360313 23.334391206406849 NH 10.266000968420144 25.559650527255030 cg2d: Sum(rhs),rhsMax = 4.76958750272871E-13 7.63271204857980E+00 SH 5.2688532380099105 23.336142572144922 NH 10.253015199394895 25.558501776291621 cg2d: Sum(rhs),rhsMax = 5.30339661075629E-13 7.88368954103447E+00 SH 5.2612519122608887 23.337797327993201 NH 10.239734075530862 25.557342929907804 cg2d: Sum(rhs),rhsMax = 6.70893895993174E-13 8.05184512310246E+00 SH 5.2528520298396870 23.339337039741281 NH 10.226597641769445 25.556168891780146 cg2d: Sum(rhs),rhsMax = 8.42319269889202E-13 8.13470799635288E+00 SH 5.2437308398605751 23.340744459724306 NH 10.212899105326585 25.554976075617674 cg2d: Sum(rhs),rhsMax = 1.00851271778168E-12 8.13230625996658E+00 SH 5.2339840639273802 23.342005394479941 NH 10.198879555789176 25.553763658366336 cg2d: Sum(rhs),rhsMax = 9.97514570943991E-13 8.04713418588045E+00 SH 5.2237464109099392 23.343110360053515 NH 10.184517899288608 25.552539734522611 cg2d: Sum(rhs),rhsMax = 1.14076109669625E-12 7.88324085548532E+00 SH 5.2131568106809141 23.344055571474826 NH 10.169938671035084 25.551321188070403 cg2d: Sum(rhs),rhsMax = 1.06376712993850E-12 7.64697396231798E+00 SH 5.2023497356822759 23.344842931067319 NH 10.155237768245456 25.550126197029158 cg2d: Sum(rhs),rhsMax = 1.10172287959287E-12 7.34576345425539E+00 SH 5.1914598579580797 23.345479148986954 NH 10.140495466288996 25.548981127996342 cg2d: Sum(rhs),rhsMax = 1.06911701713841E-12 6.98666247271537E+00 SH 5.1806232971593431 23.345974261493893 NH 10.125792370141994 25.547905863394931 cg2d: Sum(rhs),rhsMax = 1.07781145120001E-12 6.57967688909440E+00 SH 5.1699782724725196 23.346339872151702 NH 10.111255236598936 25.546920691359787 cg2d: Sum(rhs),rhsMax = 1.04967423641966E-12 6.13093584282923E+00 SH 5.1596595608059488 23.346587480415280 NH 10.097008386937205 25.546039858503605 cg2d: Sum(rhs),rhsMax = 1.12416326247811E-12 5.65138446255542E+00 SH 5.1497959633100550 23.346727169757060 NH 10.083188375232680 25.545270992104008 cg2d: Sum(rhs),rhsMax = 1.22839932670260E-12 5.41147372875118E+00 SH 5.1405019237366218 23.346766820228368 NH 10.069740859043520 25.544616144128327 cg2d: Sum(rhs),rhsMax = 1.18417775585300E-12 6.03631493655282E+00 SH 5.1318886344257635 23.346711872545313 NH 10.056700502476360 25.544072653285355 cg2d: Sum(rhs),rhsMax = 9.45854505829402E-13 6.60486688840702E+00 SH 5.1240509679444699 23.346565627693280 NH 10.044126025000594 25.543635473169502 cg2d: Sum(rhs),rhsMax = 7.78259401368331E-13 7.10840570369448E+00 SH 5.1170763996782966 23.346329868751809 NH 10.032272673011050 25.543299283831402 cg2d: Sum(rhs),rhsMax = 7.91609833239448E-13 7.53948025354033E+00 SH 5.1110281765082277 23.346005699787895 NH 10.021623188046078 25.543060363250390 cg2d: Sum(rhs),rhsMax = 5.38930011728667E-13 7.89200581459178E+00 SH 5.1059575284193670 23.345594361813880 NH 10.012000184268459 25.542920322847749 cg2d: Sum(rhs),rhsMax = 7.30776550383894E-13 8.16153503284351E+00 SH 5.1018867419407457 23.345097975449221 NH 10.002542762571181 25.542881666501330 cg2d: Sum(rhs),rhsMax = 9.95120652547143E-13 8.34518940891349E+00 SH 5.0988200463425528 23.344520041810370 NH 9.9936592330388976 25.542949019406649 cg2d: Sum(rhs),rhsMax = 1.09038819640084E-12 8.44169060068847E+00 SH 5.0967360494290119 23.343865745230744 NH 9.9853705755130022 25.543128862186848 cg2d: Sum(rhs),rhsMax = 1.14145151663969E-12 8.58290100893960E+00 SH 5.0955998252028962 23.343142017742764 NH 9.9777378963098045 25.543428007760269 cg2d: Sum(rhs),rhsMax = 1.38102029811904E-12 8.82948846633102E+00 SH 5.0953709550405506 23.342357428714081 NH 9.9709727624880884 25.543851775233804 cg2d: Sum(rhs),rhsMax = 1.77583295291051E-12 8.98947149794561E+00 SH 5.0960010578610309 23.341521961810372 NH 9.9652655728315835 25.544403074837305 cg2d: Sum(rhs),rhsMax = 1.47861931032445E-12 9.06327526872528E+00 SH 5.0974354432336213 23.340646688542620 NH 9.9611076714455180 25.545081220444331 cg2d: Sum(rhs),rhsMax = 1.35565864090026E-12 9.05291617906969E+00 SH 5.0996025179459821 23.339743409424045 NH 9.9578556320807365 25.545882286919834 cg2d: Sum(rhs),rhsMax = 1.24715168747791E-12 8.96087215299851E+00 SH 5.1024244195000961 23.338824265150549 NH 9.9539899260337279 25.546796332584847 cg2d: Sum(rhs),rhsMax = 1.18829251993802E-12 8.79027967641253E+00 SH 5.1058079019076672 23.337901397118628 NH 9.9506238955197546 25.547806935260098 cg2d: Sum(rhs),rhsMax = 1.16912729497543E-12 8.54488907751481E+00 SH 5.1096574632395573 23.336986607757012 NH 9.9477349532201060 25.548899256003722 cg2d: Sum(rhs),rhsMax = 1.05964889640653E-12 8.22904590407866E+00 SH 5.1138666787769012 23.336091086722320 NH 9.9465201081384862 25.550056232571251 cg2d: Sum(rhs),rhsMax = 1.10216696880272E-12 7.84751964225792E+00 SH 5.1183303241091380 23.335225144804610 NH 9.9445691332830393 25.551263835701661 cg2d: Sum(rhs),rhsMax = 1.21357091042995E-12 7.40543434200199E+00 SH 5.1229369172036741 23.334398008352821 NH 9.9430455183479012 25.552502670949480 cg2d: Sum(rhs),rhsMax = 1.39925571129851E-12 6.90840770974627E+00 SH 5.1275793018391482 23.333617627066872 NH 9.9418902890795380 25.553760817256887 cg2d: Sum(rhs),rhsMax = 1.52771545414154E-12 6.36238439593457E+00 (PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE cg2d: Sum(rhs),rhsMax = 1.16912729497543E-12 8.54488907751481E+00 cg2d: Sum(rhs),rhsMax = 1.05648476078635E-12 8.22904590407866E+00 cg2d: Sum(rhs),rhsMax = 1.09998815611689E-12 7.84751964225792E+00 cg2d: Sum(rhs),rhsMax = 1.22479804076647E-12 7.40543434200198E+00 cg2d: Sum(rhs),rhsMax = 1.45311540578064E-12 6.90840770974630E+00 cg2d: Sum(rhs),rhsMax = 1.55827434289435E-12 6.36238439593464E+00 (PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE (PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE cg2d: Sum(rhs),rhsMax = 2.22044604925031E-16 1.01025892066854E-08 cg2d: Sum(rhs),rhsMax = -7.00241188818229E-14 1.09856519650940E-08 cg2d: Sum(rhs),rhsMax = -2.57537914605255E-13 1.15726133826231E-08 cg2d: Sum(rhs),rhsMax = -4.57044124768657E-13 1.26589102366323E-08 cg2d: Sum(rhs),rhsMax = -6.70982366890449E-13 1.39144267977273E-08 cg2d: Sum(rhs),rhsMax = -9.15848993865431E-13 1.53228203545530E-08 cg2d: Sum(rhs),rhsMax = 1.38102029811904E-12 8.82948846633102E+00 cg2d: Sum(rhs),rhsMax = 1.77351189289965E-12 8.98947149794561E+00 cg2d: Sum(rhs),rhsMax = 1.49640022595321E-12 9.06327526872532E+00 cg2d: Sum(rhs),rhsMax = 1.34323108191836E-12 9.05291617906971E+00 cg2d: Sum(rhs),rhsMax = 1.24774496290669E-12 8.96087215299850E+00 cg2d: Sum(rhs),rhsMax = 1.19091195238674E-12 8.79027967641250E+00 cg2d: Sum(rhs),rhsMax = -1.17460728643604E-12 1.68750717317102E-08 cg2d: Sum(rhs),rhsMax = -1.47027875985195E-12 1.85554993750672E-08 cg2d: Sum(rhs),rhsMax = -1.64503133337490E-12 2.03464837542006E-08 cg2d: Sum(rhs),rhsMax = -1.72315980928595E-12 2.22260336475567E-08 cg2d: Sum(rhs),rhsMax = -1.82622840461111E-12 2.41675506055449E-08 cg2d: Sum(rhs),rhsMax = -1.92017755862306E-12 2.61405490308698E-08 cg2d: Sum(rhs),rhsMax = 7.91609833239448E-13 7.53948025354033E+00 cg2d: Sum(rhs),rhsMax = 5.31935606673528E-13 7.89200581459178E+00 cg2d: Sum(rhs),rhsMax = 7.41236932944034E-13 8.16153503284352E+00 cg2d: Sum(rhs),rhsMax = 1.01720021294938E-12 8.34518940891348E+00 cg2d: Sum(rhs),rhsMax = 1.09283415650197E-12 8.44169060068844E+00 cg2d: Sum(rhs),rhsMax = 1.19185911140463E-12 8.58290100893957E+00 cg2d: Sum(rhs),rhsMax = -1.86360302190103E-12 2.81123904424150E-08 cg2d: Sum(rhs),rhsMax = -1.75008618708006E-12 3.00503629703583E-08 cg2d: Sum(rhs),rhsMax = -1.61726968622711E-12 3.19232816547695E-08 cg2d: Sum(rhs),rhsMax = -1.46577888715527E-12 3.37023754893690E-08 cg2d: Sum(rhs),rhsMax = -1.34223968745184E-12 3.53616781642479E-08 cg2d: Sum(rhs),rhsMax = -1.27574860397939E-12 3.68782266469708E-08 cg2d: Sum(rhs),rhsMax = 1.04967423641966E-12 6.13093584282923E+00 cg2d: Sum(rhs),rhsMax = 1.12061054879931E-12 5.65138446255542E+00 cg2d: Sum(rhs),rhsMax = 1.24817517432874E-12 5.41147372875119E+00 cg2d: Sum(rhs),rhsMax = 1.19806248255472E-12 6.03631493655283E+00 cg2d: Sum(rhs),rhsMax = 9.70237779007732E-13 6.60486688840701E+00 cg2d: Sum(rhs),rhsMax = 8.16874345943575E-13 7.10840570369445E+00 cg2d: Sum(rhs),rhsMax = -1.24593651368299E-12 3.82322391003276E-08 cg2d: Sum(rhs),rhsMax = -1.21820175474907E-12 3.94073014307789E-08 cg2d: Sum(rhs),rhsMax = -1.23181759931201E-12 4.06441037787356E-08 cg2d: Sum(rhs),rhsMax = -1.25425884955899E-12 4.19355993569387E-08 cg2d: Sum(rhs),rhsMax = -1.27856232545742E-12 4.30345609285987E-08 cg2d: Sum(rhs),rhsMax = -1.30390056390928E-12 4.39285433569948E-08 cg2d: Sum(rhs),rhsMax = 9.97514570943991E-13 8.04713418588045E+00 cg2d: Sum(rhs),rhsMax = 1.14592363376076E-12 7.88324085548532E+00 cg2d: Sum(rhs),rhsMax = 1.08346664973169E-12 7.64697396231797E+00 cg2d: Sum(rhs),rhsMax = 1.08353603867073E-12 7.34576345425541E+00 cg2d: Sum(rhs),rhsMax = 1.10973036315798E-12 6.98666247271539E+00 cg2d: Sum(rhs),rhsMax = 1.03891895086861E-12 6.57967688909438E+00 cg2d: Sum(rhs),rhsMax = -1.32166413230328E-12 4.46082001244436E-08 cg2d: Sum(rhs),rhsMax = -1.32590813328726E-12 4.50672673835769E-08 cg2d: Sum(rhs),rhsMax = -1.30323703217972E-12 4.53025405924013E-08 cg2d: Sum(rhs),rhsMax = -1.26606364281301E-12 4.53138259654890E-08 cg2d: Sum(rhs),rhsMax = -1.23051221989634E-12 4.51039117339777E-08 cg2d: Sum(rhs),rhsMax = -1.19306734630564E-12 4.46785131601869E-08 cg2d: Sum(rhs),rhsMax = 4.39204228541712E-13 7.30176005928820E+00 cg2d: Sum(rhs),rhsMax = 4.74072170408846E-13 7.63271204857980E+00 cg2d: Sum(rhs),rhsMax = 5.18418641348717E-13 7.88368954103447E+00 cg2d: Sum(rhs),rhsMax = 6.62025989583981E-13 8.05184512310245E+00 cg2d: Sum(rhs),rhsMax = 8.29745994135322E-13 8.13470799635290E+00 cg2d: Sum(rhs),rhsMax = 1.04783542953513E-12 8.13230625996657E+00 cg2d: Sum(rhs),rhsMax = -1.15390075966504E-12 4.40462100872089E-08 cg2d: Sum(rhs),rhsMax = -1.10882743958873E-12 4.32183656902732E-08 cg2d: Sum(rhs),rhsMax = -1.08860576802927E-12 4.22090154006521E-08 cg2d: Sum(rhs),rhsMax = -1.11374885009008E-12 4.10347343350865E-08 cg2d: Sum(rhs),rhsMax = -1.15578206727474E-12 3.97143779197884E-08 cg2d: Sum(rhs),rhsMax = -1.21196629121467E-12 3.82688946369097E-08 cg2d: Sum(rhs),rhsMax = 3.69072827854922E-13 5.24143688984593E+00 cg2d: Sum(rhs),rhsMax = 3.35870220524725E-13 5.71014649701825E+00 cg2d: Sum(rhs),rhsMax = 2.66835165074752E-13 6.09339485459146E+00 cg2d: Sum(rhs),rhsMax = 2.07771300164694E-13 6.38332974936055E+00 cg2d: Sum(rhs),rhsMax = 2.98781832608341E-13 6.57170770873120E+00 cg2d: Sum(rhs),rhsMax = 2.29483099190020E-13 6.89836981154890E+00 cg2d: Sum(rhs),rhsMax = -1.28775722724184E-12 3.67209985994457E-08 cg2d: Sum(rhs),rhsMax = -1.37575801445466E-12 3.50948017971624E-08 cg2d: Sum(rhs),rhsMax = -1.43944058061951E-12 3.41539214374234E-08 cg2d: Sum(rhs),rhsMax = -1.46287409269474E-12 3.43047115243273E-08 cg2d: Sum(rhs),rhsMax = -1.50638963108962E-12 3.43806786996874E-08 cg2d: Sum(rhs),rhsMax = -1.54157069054417E-12 3.43852310374896E-08 cg2d: Sum(rhs),rhsMax = 2.56683563293336E-13 5.82354057585761E+00 cg2d: Sum(rhs),rhsMax = 2.99864300057351E-13 5.32772671031818E+00 cg2d: Sum(rhs),rhsMax = 3.74832109795165E-13 4.81328439449789E+00 cg2d: Sum(rhs),rhsMax = 4.68215743953948E-13 4.27688077868655E+00 cg2d: Sum(rhs),rhsMax = 4.98608099253062E-13 4.08273968506830E+00 cg2d: Sum(rhs),rhsMax = 4.31807367640147E-13 4.69596425101007E+00 cg2d: Sum(rhs),rhsMax = -1.60020694611740E-12 3.43227798958007E-08 cg2d: Sum(rhs),rhsMax = -1.65558625836448E-12 3.41987319164817E-08 cg2d: Sum(rhs),rhsMax = -1.70410820871103E-12 3.40194522572680E-08 cg2d: Sum(rhs),rhsMax = -1.76197337969919E-12 3.37921898054570E-08 cg2d: Sum(rhs),rhsMax = -1.80969909197026E-12 3.35249599266193E-08 cg2d: Sum(rhs),rhsMax = -1.84503020500548E-12 3.32263919660157E-08 cg2d: Sum(rhs),rhsMax = 3.25940663348234E-13 8.14938897866035E+00 cg2d: Sum(rhs),rhsMax = 4.07417155567913E-13 7.83063879768700E+00 cg2d: Sum(rhs),rhsMax = 4.94132512685042E-13 7.50867967598465E+00 cg2d: Sum(rhs),rhsMax = 5.09002562321115E-13 7.13635421945481E+00 cg2d: Sum(rhs),rhsMax = 6.13536998983477E-13 6.72826174090870E+00 cg2d: Sum(rhs),rhsMax = 3.19598514320063E-13 6.29061611247720E+00 cg2d: Sum(rhs),rhsMax = -1.87544944851847E-12 3.29055499238462E-08 cg2d: Sum(rhs),rhsMax = -1.88643892173879E-12 3.25717488567708E-08 cg2d: Sum(rhs),rhsMax = -1.88666443579066E-12 3.22343901676198E-08 cg2d: Sum(rhs),rhsMax = -1.88992398120202E-12 3.19028326474387E-08 cg2d: Sum(rhs),rhsMax = -1.88384464278046E-12 3.15862861075525E-08 cg2d: Sum(rhs),rhsMax = -1.86412864311425E-12 3.12937048941732E-08 (PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 cg2d: Sum(rhs),rhsMax = 1.25559285191201E-14 8.72197575655387E+00 cg2d: Sum(rhs),rhsMax = 1.19772247675343E-13 8.58491923240257E+00 cg2d: Sum(rhs),rhsMax = 1.81649834063435E-13 8.57300301452758E+00 cg2d: Sum(rhs),rhsMax = 9.61834778490100E-14 8.54199816412785E+00 cg2d: Sum(rhs),rhsMax = 3.82589793179733E-13 8.39983291285459E+00 cg2d: Sum(rhs),rhsMax = -1.85329095819808E-12 3.10335630664047E-08 cg2d: Sum(rhs),rhsMax = -1.83582055807152E-12 3.08134378328619E-08 cg2d: Sum(rhs),rhsMax = -1.81708294244576E-12 3.06395274204035E-08 cg2d: Sum(rhs),rhsMax = -1.79754648665931E-12 3.05169743953170E-08 cg2d: Sum(rhs),rhsMax = -1.76601441803648E-12 3.04514466528040E-08 cg2d: Sum(rhs),rhsMax = -1.73609304016109E-12 3.04484862025688E-08 (PID.TID 0000.0001) Start initial hydrostatic pressure computation (PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC (PID.TID 0000.0001) ph-pack: packing ecco_cost ph-pack: packing ecco_ctrl ph-check entering grdchk_main ph-check fcref = -4.92261139769933423E-002 grad-res ------------------------------- grad-res proc # i j k bi bj iobc fc ref fc + eps fc - eps grad-res proc # i j k bi bj iobc adj grad fd grad 1 - fd/adj ph-test icomp, ncvarcomp, ichknum 1 29138 1 ph-grd _loc: bi, bj, icomptest, ichknum 1 1 0 1 ph-grd -->hit<-- 44 2 1 1 (PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 (PID.TID 0000.0001) (PID.TID 0000.0001) Start initial hydrostatic pressure computation (PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC (PID.TID 0000.0001) SH 5.2214032038697837 23.296536408581801 NH 10.477982531836687 25.564398561832434 5.2214093073853860 23.296542512097403 10.477988635352290 25.564404665348036 (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Model current state (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) SH 5.2214032038697837 23.296536408581801 NH 10.477982531836687 25.564398561832434 (PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 SH 5.2201334211142694 23.297498128510995 NH 10.466538306882399 25.565240031177893 cg2d: Sum(rhs),rhsMax = 4.76355066503231E-15 8.72197575654855E+00 SH 5.2213357119372290 23.295110577687069 NH 10.461108876580283 25.564424809919160 cg2d: Sum(rhs),rhsMax = 8.80268080649671E-14 8.58491923233593E+00 SH 5.2239898826075546 23.292331045693061 NH 10.454544438174480 25.562857148972114 cg2d: Sum(rhs),rhsMax = 1.75644221389604E-13 8.57300301424113E+00 SH 5.2278030705794549 23.291025403982246 NH 10.447075395385923 25.560581832030721 cg2d: Sum(rhs),rhsMax = 1.23415166974894E-13 8.54199816328920E+00 SH 5.2323771053971768 23.291656443776731 NH 10.438753008359129 25.558131387418598 cg2d: Sum(rhs),rhsMax = 3.54820339776296E-13 8.39983291096019E+00 SH 5.2374365523609754 23.293835283113992 NH 10.429688799736539 25.556353938648101 cg2d: Sum(rhs),rhsMax = 2.67716404600549E-13 8.14938897519333E+00 SH 5.2428237119067944 23.296877091127328 NH 10.420249419540937 25.555836779317190 cg2d: Sum(rhs),rhsMax = 3.58789387089331E-13 7.83063879238948E+00 SH 5.2484439044173996 23.300155173134044 NH 10.410965029465672 25.556641789710397 cg2d: Sum(rhs),rhsMax = 4.50535442286792E-13 7.50867966909400E+00 SH 5.2542178634641346 23.303266463613056 NH 10.402332419017455 25.558401820371557 cg2d: Sum(rhs),rhsMax = 4.55122051157275E-13 7.13635421172736E+00 SH 5.2600535783429905 23.306034555220720 NH 10.394646890607135 25.560572845673278 cg2d: Sum(rhs),rhsMax = 5.98188165668034E-13 6.72826173338446E+00 SH 5.2658373644449625 23.308436488551081 NH 10.387931796293969 25.562670281937017 cg2d: Sum(rhs),rhsMax = 3.30915850277336E-13 6.29061610611804E+00 SH 5.2714370875355030 23.310527302104560 NH 10.381968237317153 25.564392021846800 cg2d: Sum(rhs),rhsMax = 2.88991053309928E-13 5.82354057125129E+00 SH 5.2767104258373934 23.312391475681295 NH 10.376388653662389 25.565627357421590 cg2d: Sum(rhs),rhsMax = 2.68216004961630E-13 5.32772670756966E+00 SH 5.2815137620302721 23.314118546367354 NH 10.370786591485682 25.566397306626754 cg2d: Sum(rhs),rhsMax = 3.04034575293599E-13 4.81328439334276E+00 SH 5.2857098639553328 23.315790575619417 NH 10.364805610102223 25.566780027998220 cg2d: Sum(rhs),rhsMax = 4.28303226218674E-13 4.27688077870348E+00 SH 5.2891736947930212 23.317473395977515 NH 10.358190016870481 25.566855653280697 cg2d: Sum(rhs),rhsMax = 4.26318702562156E-13 4.08273968597074E+00 SH 5.2917963010744984 23.319210255997064 NH 10.350797384889006 25.566681379829447 cg2d: Sum(rhs),rhsMax = 3.67469943363119E-13 4.69596425233131E+00 SH 5.2934869991663049 23.321019624290443 NH 10.342582254694264 25.566293875484519 cg2d: Sum(rhs),rhsMax = 4.22495372021103E-13 5.24143689138275E+00 SH 5.2941742815707471 23.322898183415759 NH 10.333566201972985 25.565715211348220 cg2d: Sum(rhs),rhsMax = 3.49338613592209E-13 5.71014649850039E+00 SH 5.2938058967839083 23.324827734250789 NH 10.323806191166454 25.564962981099200 cg2d: Sum(rhs),rhsMax = 2.68965405503252E-13 6.09339485570671E+00 SH 5.2923483887434486 23.326783162914694 NH 10.313369586485010 25.564059364581681 cg2d: Sum(rhs),rhsMax = 2.29032071086266E-13 6.38332974980852E+00 SH 5.2897862910112394 23.328738781947493 NH 10.302319331831882 25.563033144241217 cg2d: Sum(rhs),rhsMax = 2.87658785680378E-13 6.57170770827787E+00 SH 5.2861219939790089 23.330671638013655 NH 10.290709122210899 25.561915910762309 cg2d: Sum(rhs),rhsMax = 2.68188249386014E-13 6.89836981073791E+00 SH 5.2813780207352465 23.332561919669217 NH 10.278586387405483 25.560790218170723 cg2d: Sum(rhs),rhsMax = 4.56454318786825E-13 7.30176005733615E+00 SH 5.2756011887711907 23.334391626103468 NH 10.266000968674575 25.559650528267753 cg2d: Sum(rhs),rhsMax = 4.66043870162025E-13 7.63271204555802E+00 SH 5.2688660780642067 23.336143007246562 NH 10.253015199661149 25.558501777383754 cg2d: Sum(rhs),rhsMax = 5.67004776463875E-13 7.88368953715869E+00 SH 5.2612647131885524 23.337797778418917 NH 10.239734075803199 25.557342931080200 cg2d: Sum(rhs),rhsMax = 7.06434910568987E-13 8.05184511867974E+00 SH 5.2528647918155684 23.339337505411777 NH 10.226597642043203 25.556168893036102 cg2d: Sum(rhs),rhsMax = 8.38558389393285E-13 8.13470799171995E+00 SH 5.2437435632552933 23.340744940560228 NH 10.212899105599035 25.554976076962703 cg2d: Sum(rhs),rhsMax = 1.01375852157304E-12 8.13230625543048E+00 SH 5.2339967492079609 23.342005890402163 NH 10.198879556056340 25.553763659808226 cg2d: Sum(rhs),rhsMax = 1.01669367369439E-12 8.04713418167757E+00 SH 5.2237590590747800 23.343110870982798 NH 10.184517899550428 25.552539736070742 cg2d: Sum(rhs),rhsMax = 1.14754039604037E-12 7.88324085176178E+00 SH 5.2131694218121538 23.344056097333066 NH 10.169938671291106 25.551321189734779 cg2d: Sum(rhs),rhsMax = 1.10150083498795E-12 7.64697395912946E+00 SH 5.2023623098247640 23.344843471774823 NH 10.155237768496704 25.550126198819896 cg2d: Sum(rhs),rhsMax = 1.08798386966313E-12 7.34576345158191E+00 SH 5.1914723942372234 23.345479704463401 NH 10.140495466537288 25.548981129923050 cg2d: Sum(rhs),rhsMax = 1.07928249670763E-12 6.98666247048067E+00 SH 5.1806357952933126 23.345974831656463 NH 10.125792370390343 25.547905865466589 cg2d: Sum(rhs),rhsMax = 1.11367859378930E-12 6.57967688718418E+00 SH 5.1699907310425033 23.346340456917460 NH 10.111255236848649 25.546920693584639 cg2d: Sum(rhs),rhsMax = 1.01951086461938E-12 6.13093584111722E+00 SH 5.1596719798965296 23.346588079698051 NH 10.097008387192545 25.546039860889380 cg2d: Sum(rhs),rhsMax = 1.16789217186053E-12 5.65138446091452E+00 SH 5.1498083411818811 23.346727783471465 NH 10.083188375496889 25.545270994658495 cg2d: Sum(rhs),rhsMax = 1.28853872016776E-12 5.41147372694111E+00 SH 5.1405142611713472 23.346767448284652 NH 10.069740859320802 25.544616146859425 cg2d: Sum(rhs),rhsMax = 1.12435061261351E-12 6.03631493456194E+00 SH 5.1319009295601177 23.346712514855767 NH 10.056700502770525 25.544072656201763 cg2d: Sum(rhs),rhsMax = 1.01513936145992E-12 6.60486688615987E+00 SH 5.1240632225546960 23.346566284164567 NH 10.044126025314597 25.543635476280656 cg2d: Sum(rhs),rhsMax = 8.24944279553819E-13 7.10840570114134E+00 SH 5.1170886117802183 23.346330539294797 NH 10.032272673345233 25.543299287147704 cg2d: Sum(rhs),rhsMax = 8.05758237909515E-13 7.53948025065749E+00 SH 5.1110403485783991 23.346006384306122 NH 10.021623188399815 25.543060366783152 cg2d: Sum(rhs),rhsMax = 5.62001833959158E-13 7.89200581137943E+00 SH 5.1059696583036498 23.345595060216226 NH 10.012000184646183 25.542920326608964 cg2d: Sum(rhs),rhsMax = 7.39026895235639E-13 8.16153502932257E+00 SH 5.1018988321504821 23.345098687636835 NH 10.002542762980966 25.542881670503220 cg2d: Sum(rhs),rhsMax = 1.05184611021159E-12 8.34518940512054E+00 SH 5.0988320943919234 23.344520767689744 NH 9.9936592334784109 25.542949023661720 cg2d: Sum(rhs),rhsMax = 1.15210618822914E-12 8.44169059667164E+00 SH 5.0967480571176793 23.343866484700357 NH 9.9853705759850300 25.543128866707264 cg2d: Sum(rhs),rhsMax = 1.18316120789608E-12 8.58290101217457E+00 SH 5.0956117902780420 23.343142770705754 NH 9.9777378968069002 25.543428012557854 cg2d: Sum(rhs),rhsMax = 1.39628933415459E-12 8.82948846956998E+00 SH 5.0953828794831111 23.342358195066936 NH 9.9709727630150269 25.543851780319528 cg2d: Sum(rhs),rhsMax = 1.81836143364755E-12 8.98947150114573E+00 SH 5.0960129407026216 23.341522741455151 NH 9.9652655733870574 25.544403080221855 cg2d: Sum(rhs),rhsMax = 1.46825260283201E-12 9.06327527185495E+00 SH 5.0974472863428559 23.340647481378028 NH 9.9611076716593061 25.545081226137825 cg2d: Sum(rhs),rhsMax = 1.37641634201380E-12 9.05291618210813E+00 SH 5.0996143208705575 23.339744215353505 NH 9.9578556326972034 25.545882292931083 cg2d: Sum(rhs),rhsMax = 1.28113145092534E-12 8.96087215593831E+00 SH 5.1024361836451817 23.338825084075779 NH 9.9539899266933389 25.546796338924707 cg2d: Sum(rhs),rhsMax = 1.28324781356604E-12 8.79027967925814E+00 SH 5.1058196270906819 23.337902228945495 NH 9.9506238962116527 25.547806941937893 cg2d: Sum(rhs),rhsMax = 1.16787135517882E-12 8.54488908028094E+00 SH 5.1096691505723584 23.336987452390701 NH 9.9477349539479292 25.548899263029227 cg2d: Sum(rhs),rhsMax = 1.10027612021391E-12 8.22904590678767E+00 SH 5.1138783282701752 23.336091944071768 NH 9.9465201089075208 25.550056239954642 cg2d: Sum(rhs),rhsMax = 1.15081555396301E-12 7.84751964493733E+00 SH 5.1183419367290526 23.335226014779039 NH 9.9445691340999360 25.551263843453626 cg2d: Sum(rhs),rhsMax = 1.27211435829722E-12 7.40543434468105E+00 SH 5.1229484930610738 23.334398890864748 NH 9.9430455192296563 25.552502679081215 cg2d: Sum(rhs),rhsMax = 1.45226192183046E-12 6.90840771245352E+00 SH 5.1275908418260769 23.333618522029383 NH 9.9418902900691819 25.553760825779989 cg2d: Sum(rhs),rhsMax = 1.61533286746618E-12 6.36238439869572E+00 (PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE --> objf_test(bi,bj) = 0.000000000000000D+00 --> objf_tracer(bi,bj) = 0.000000000000000D+00 --> objf_atl(bi,bj) = -0.492261141046367D-01 local fc = -0.492261141046367D-01 global fc = -0.492261141046367D-01 ph-check fcpertplus = -4.92261141046366896E-002 ph-check fcpertminus = -4.92261139769933423E-002 (PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 (PID.TID 0000.0001) (PID.TID 0000.0001) Start initial hydrostatic pressure computation (PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC (PID.TID 0000.0001) SH 5.2213752318418187 23.296536408581801 NH 10.477982531836687 25.564398561832434 5.2213813353574210 23.296542512097403 10.477988635352290 25.564404665348036 (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Model current state (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) SH 5.2213752318418187 23.296536408581801 NH 10.477982531836687 25.564398561832434 (PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 SH 5.2201055417050384 23.297498092456351 NH 10.466538306882399 25.565240031177893 cg2d: Sum(rhs),rhsMax = -1.14352971536391E-14 8.72197575655921E+00 SH 5.2213077618590091 23.295110505880132 NH 10.461108876579431 25.564424809909838 cg2d: Sum(rhs),rhsMax = 1.02955838299224E-13 8.58491923246909E+00 SH 5.2239618235048511 23.292330938005250 NH 10.454544438166067 25.562857148902197 cg2d: Sum(rhs),rhsMax = 1.75297276694408E-13 8.57300301481359E+00 SH 5.2277749788662504 23.291025260335857 NH 10.447075395348975 25.560581831826198 cg2d: Sum(rhs),rhsMax = 1.16098103353224E-13 8.54199816496526E+00 SH 5.2323490903098673 23.291656264335529 NH 10.438753008253457 25.558131386991079 cg2d: Sum(rhs),rhsMax = 3.62446184176690E-13 8.39983291474614E+00 SH 5.2374086797000814 23.293835068213980 NH 10.429688799511098 25.556353937950860 cg2d: Sum(rhs),rhsMax = 2.98712443669302E-13 8.14938898212181E+00 SH 5.2427959936439947 23.296876841109395 NH 10.420249419157130 25.555836778387174 cg2d: Sum(rhs),rhsMax = 4.11344569517524E-13 7.83063880297610E+00 SH 5.2484163264093127 23.300154888271607 NH 10.410965028924863 25.556641788659135 cg2d: Sum(rhs),rhsMax = 4.22231694052755E-13 7.50867968286437E+00 SH 5.2541904104915034 23.303266144140309 NH 10.402332418372737 25.558401819331152 cg2d: Sum(rhs),rhsMax = 4.26707280620775E-13 7.13635422716999E+00 SH 5.2600262437351830 23.306034201381010 NH 10.394646889949001 25.560572844738886 cg2d: Sum(rhs),rhsMax = 5.94801985442928E-13 6.72826174842141E+00 SH 5.2658101487857607 23.308436100618223 NH 10.387931795717861 25.562670281140015 cg2d: Sum(rhs),rhsMax = 3.02834146648223E-13 6.29061611882689E+00 SH 5.2714099940886285 23.310526880376244 NH 10.381968236890202 25.564392021163712 cg2d: Sum(rhs),rhsMax = 2.72254441213704E-13 5.82354058045781E+00 SH 5.2766834570720675 23.312391020460154 NH 10.376388653405627 25.565627356801315 cg2d: Sum(rhs),rhsMax = 3.15532322492373E-13 5.32772671306342E+00 SH 5.2814869181208906 23.314118057944484 NH 10.370786591376486 25.566397306015574 cg2d: Sum(rhs),rhsMax = 3.68399755146243E-13 4.81328439565243E+00 SH 5.2856831426076951 23.315790054264824 NH 10.364805610090059 25.566780027352706 cg2d: Sum(rhs),rhsMax = 4.19844714549811E-13 4.27688077867089E+00 SH 5.2891470916899834 23.317472841937274 NH 10.358190016896174 25.566855652568336 cg2d: Sum(rhs),rhsMax = 4.21170043285457E-13 4.08273968416922E+00 SH 5.2917698105745785 23.319209669495365 NH 10.350797384899920 25.566681379024772 cg2d: Sum(rhs),rhsMax = 3.60121654718881E-13 4.69596424969267E+00 SH 5.2934606150915329 23.321019005534538 NH 10.342582254652029 25.566293874565417 cg2d: Sum(rhs),rhsMax = 2.79665179903077E-13 5.24143688831321E+00 SH 5.2941479979523365 23.322897532601303 NH 10.333566201855206 25.565715210295195 cg2d: Sum(rhs),rhsMax = 2.83405243717283E-13 5.71014649554035E+00 SH 5.2937797084345561 23.324827051566444 NH 10.323806190964376 25.564962979895881 cg2d: Sum(rhs),rhsMax = 2.17638407296050E-13 6.09339485347981E+00 SH 5.2923222915728161 23.326782448545373 NH 10.313369586200167 25.564059363216870 cg2d: Sum(rhs),rhsMax = 1.70280456401883E-13 6.38332974891453E+00 SH 5.2897602820706311 23.328738036075606 NH 10.302319331472347 25.563033142709344 cg2d: Sum(rhs),rhsMax = 1.96731519963578E-13 6.57170770918527E+00 SH 5.2860960712135352 23.330670860819566 NH 10.290709121788382 25.561915909062861 cg2d: Sum(rhs),rhsMax = 1.69621261481012E-13 6.89836981236008E+00 SH 5.2813521824701297 23.332561111330051 NH 10.278586386933284 25.560790216306600 cg2d: Sum(rhs),rhsMax = 3.48131246052930E-13 7.30176006123863E+00 SH 5.2755754331594176 23.334390786792142 NH 10.266000968166054 25.559650526242763 cg2d: Sum(rhs),rhsMax = 4.24792145903297E-13 7.63271205159816E+00 SH 5.2688404027307456 23.336142137130992 NH 10.253015199128868 25.558501775199886 cg2d: Sum(rhs),rhsMax = 5.01508556904895E-13 7.88368954490567E+00 SH 5.2612391162218159 23.337796877661219 NH 10.239734075258866 25.557342928735807 cg2d: Sum(rhs),rhsMax = 6.74314770687801E-13 8.05184512751961E+00 SH 5.2528392728632411 23.339336574170602 NH 10.226597641496028 25.556168890524702 cg2d: Sum(rhs),rhsMax = 7.76892439269261E-13 8.13470800097984E+00 SH 5.2437181215741475 23.340743978994510 NH 10.212899105054362 25.554976074272986 cg2d: Sum(rhs),rhsMax = 9.95488413924051E-13 8.13230626449715E+00 SH 5.2339713838621265 23.342004898670268 NH 10.198879555522240 25.553763656924673 cg2d: Sum(rhs),rhsMax = 9.57706136617276E-13 8.04713419007848E+00 SH 5.2237337680662108 23.343109849243092 NH 10.184517899026957 25.552539732974822 cg2d: Sum(rhs),rhsMax = 1.14535464446064E-12 7.88324085920472E+00 SH 5.2131442049751513 23.344055045742209 NH 10.169938670779175 25.551321186406426 cg2d: Sum(rhs),rhsMax = 1.00780495060349E-12 7.64697396550308E+00 SH 5.2023371670685492 23.344842390492204 NH 10.155237767994379 25.550126195238875 cg2d: Sum(rhs),rhsMax = 1.01745695202382E-12 7.34576345692643E+00 SH 5.1914473273096178 23.345478593649773 NH 10.140495466040818 25.548981126070146 cg2d: Sum(rhs),rhsMax = 1.05796621463483E-12 6.98666247494832E+00 SH 5.1806108047567250 23.345973691477525 NH 10.125792369893816 25.547905861323784 cg2d: Sum(rhs),rhsMax = 1.08365399986710E-12 6.57967689100347E+00 SH 5.1699658197331360 23.346339287539251 NH 10.111255236349280 25.546920689135391 cg2d: Sum(rhs),rhsMax = 1.07098357959856E-12 6.13093584454050E+00 SH 5.1596471476439092 23.346586881293092 NH 10.097008386681921 25.546039856118341 cg2d: Sum(rhs),rhsMax = 1.22724747031455E-12 5.65138446419574E+00 SH 5.1497835914632333 23.346726556210626 NH 10.083188374968586 25.545270989550090 cg2d: Sum(rhs),rhsMax = 1.27631238910908E-12 5.41147373056135E+00 SH 5.1404895924222274 23.346766192347559 NH 10.069740858766295 25.544616141397796 cg2d: Sum(rhs),rhsMax = 1.10132736264035E-12 6.03631493854366E+00 SH 5.1318763455055318 23.346711230417839 NH 10.056700502182366 25.544072650369628 cg2d: Sum(rhs),rhsMax = 9.75539093950317E-13 6.60486689065404E+00 SH 5.1240387196413053 23.346564971412363 NH 10.044126024686591 25.543635470059030 cg2d: Sum(rhs),rhsMax = 8.43283776141845E-13 7.10840570624697E+00 SH 5.1170641939746702 23.346329198407091 NH 10.032272672676982 25.543299280515782 cg2d: Sum(rhs),rhsMax = 7.80660258659083E-13 7.53948025642226E+00 SH 5.1110160109268463 23.346005015475782 NH 10.021623187692455 25.543060359718368 cg2d: Sum(rhs),rhsMax = 5.17003106992320E-13 7.89200581780301E+00 SH 5.1059454051125499 23.345593663625493 NH 10.012000183890791 25.542920319087386 cg2d: Sum(rhs),rhsMax = 7.08648417724334E-13 8.16153503636302E+00 SH 5.1018746583961843 23.345097263483694 NH 10.002542762161625 25.542881662500292 cg2d: Sum(rhs),rhsMax = 1.02831632098344E-12 8.34518941270456E+00 SH 5.0988080050438498 23.344519316161154 NH 9.9936592325995548 25.542949015152544 cg2d: Sum(rhs),rhsMax = 1.08194703196673E-12 8.44169060470358E+00 SH 5.0967240485748562 23.343865005999589 NH 9.9853705750411450 25.543128857667455 cg2d: Sum(rhs),rhsMax = 1.12548512176680E-12 8.58290100570755E+00 SH 5.0955878670439461 23.343141265026532 NH 9.9777378958128224 25.543428002963992 cg2d: Sum(rhs),rhsMax = 1.33900529553088E-12 8.82948846309534E+00 SH 5.0953590375938802 23.342356662616396 NH 9.9709727619613204 25.543851770149331 cg2d: Sum(rhs),rhsMax = 1.70818914568827E-12 8.98947149474876E+00 SH 5.0959891820928078 23.341521182429119 NH 9.9652655722763370 25.544403069454120 cg2d: Sum(rhs),rhsMax = 1.42944683867441E-12 9.06327526559916E+00 SH 5.0974236072731287 23.340645895979321 NH 9.9611076712314457 25.545081214752258 cg2d: Sum(rhs),rhsMax = 1.30765537287303E-12 9.05291617603447E+00 SH 5.0995907222430219 23.339742603775221 NH 9.9578556314642128 25.545882280910121 cg2d: Sum(rhs),rhsMax = 1.21388663010258E-12 8.96087215006180E+00 SH 5.1024126626471684 23.338823446514539 NH 9.9539899253745716 25.546796326246636 cg2d: Sum(rhs),rhsMax = 1.17545903566274E-12 8.79027967356967E+00 SH 5.1057961840850226 23.337900565589791 NH 9.9506238948277428 25.547806928584123 cg2d: Sum(rhs),rhsMax = 1.14200662815200E-12 8.54488907475130E+00 SH 5.1096457833331215 23.336985763430107 NH 9.9477349524930219 25.548899248980206 cg2d: Sum(rhs),rhsMax = 1.00952579629165E-12 8.22904590137232E+00 SH 5.1138550367734865 23.336090229688523 NH 9.9465201073713843 25.550056225189962 cg2d: Sum(rhs),rhsMax = 1.12121423256895E-12 7.84751963958103E+00 SH 5.1183187190405306 23.335224275154701 NH 9.9445691324704057 25.551263827951857 cg2d: Sum(rhs),rhsMax = 1.20717325025055E-12 7.40543433932526E+00 SH 5.1229253489568123 23.334397126174395 NH 9.9430455174755821 25.552502662820018 cg2d: Sum(rhs),rhsMax = 1.43059175616855E-12 6.90840770704136E+00 SH 5.1275677695200557 23.333616732446842 NH 9.9418902881113240 25.553760808736172 cg2d: Sum(rhs),rhsMax = 1.54948970321200E-12 6.36238439317645E+00 (PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE --> objf_test(bi,bj) = 0.000000000000000D+00 --> objf_tracer(bi,bj) = 0.000000000000000D+00 --> objf_atl(bi,bj) = -0.492261138494679D-01 local fc = -0.492261138494679D-01 global fc = -0.492261138494679D-01 grad-res ------------------------------- grad-res 0 1 44 2 1 1 1 1 -4.92261139770E-02 -4.92261141046E-02 -4.92261138495E-02 grad-res 0 1 1 1 0 1 1 1 -1.27579463425E-08 -1.27584390969E-08 -3.86233265075E-05 (PID.TID 0000.0001) ADM precision_derivative_cost = -4.92261139769933E-02 (PID.TID 0000.0001) ADM precision_derivative_grad = -1.27579463425444E-08 ph-grd ierr --------------------------- ph-grd ierr = 0 , icomp = 1 , ichknum = 1 ph-test icomp, ncvarcomp, ichknum 2 29138 2 ph-grd _loc: bi, bj, icomptest, ichknum 1 1 1 2 ph-grd -->hit<-- 45 2 1 1 (PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 (PID.TID 0000.0001) (PID.TID 0000.0001) Start initial hydrostatic pressure computation (PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC (PID.TID 0000.0001) SH 5.2214032038697837 23.296536408581801 NH 10.477982531836687 25.564398561832434 5.2214093073853860 23.296542512097403 10.477988635352290 25.564404665348036 (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Model current state (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) SH 5.2214032038697837 23.296536408581801 NH 10.477982531836687 25.564398561832434 (PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 SH 5.2201334270583857 23.297498128510995 NH 10.466538306882399 25.565240031177893 cg2d: Sum(rhs),rhsMax = 2.50945098034805E-14 8.72197575654960E+00 SH 5.2213357268121854 23.295110577694288 NH 10.461108876580226 25.564424809918648 cg2d: Sum(rhs),rhsMax = 9.46812073188141E-14 8.58491923234548E+00 SH 5.2239899090945414 23.292331045714661 NH 10.454544438173912 25.562857148969101 cg2d: Sum(rhs),rhsMax = 1.90226306928665E-13 8.57300301428348E+00 SH 5.2278031079794687 23.291025404036702 NH 10.447075395383706 25.560581832021569 cg2d: Sum(rhs),rhsMax = 1.17069548499771E-13 8.54199816341438E+00 SH 5.2323771548610694 23.291656443887064 NH 10.438753008352990 25.558131387399897 cg2d: Sum(rhs),rhsMax = 3.97376576088959E-13 8.39983291123392E+00 SH 5.2374366157289387 23.293835283304702 NH 10.429688799724431 25.556353938620191 cg2d: Sum(rhs),rhsMax = 3.32490979193523E-13 8.14938897566264E+00 SH 5.2428237903615695 23.296877091418480 NH 10.420249419522293 25.555836779285016 cg2d: Sum(rhs),rhsMax = 4.27470558950205E-13 7.83063879303954E+00 SH 5.2484439982684989 23.300155173541270 NH 10.410965029442991 25.556641789681009 cg2d: Sum(rhs),rhsMax = 4.84258466659782E-13 7.50867966982539E+00 SH 5.2542179726058862 23.303266464150965 NH 10.402332418996139 25.558401820350298 cg2d: Sum(rhs),rhsMax = 4.78513062507346E-13 7.13635421237808E+00 SH 5.2600537024886762 23.306034555906137 NH 10.394646890593151 25.560572845661966 cg2d: Sum(rhs),rhsMax = 5.65686386622133E-13 6.72826173378715E+00 SH 5.2658375031680862 23.308436489402823 NH 10.387931796291639 25.562670281933833 cg2d: Sum(rhs),rhsMax = 3.63375995959814E-13 6.29061610616141E+00 SH 5.2714372402481331 23.310527303142294 NH 10.381968237327385 25.564392021848789 cg2d: Sum(rhs),rhsMax = 2.98767954820534E-13 5.82354057091319E+00 SH 5.2767105917858430 23.312391476923892 NH 10.376388653682454 25.565627357426592 cg2d: Sum(rhs),rhsMax = 3.20625470617841E-13 5.32772670691127E+00 SH 5.2815139403248281 23.314118547832152 NH 10.370786591511035 25.566397306633576 cg2d: Sum(rhs),rhsMax = 4.29038748972488E-13 4.81328439247420E+00 SH 5.2857100536156167 23.315790577322105 NH 10.364805610127746 25.566780028006690 cg2d: Sum(rhs),rhsMax = 3.91145449363250E-13 4.27688077774321E+00 SH 5.2891738947913041 23.317473397931735 NH 10.358190016891854 25.566855653290588 cg2d: Sum(rhs),rhsMax = 4.32306968001228E-13 4.08273968521705E+00 SH 5.2917965103699203 23.319210258214753 NH 10.350797384903501 25.566681379840020 cg2d: Sum(rhs),rhsMax = 4.03968525297671E-13 4.69596425165897E+00 SH 5.2934872167308527 23.321019626781776 NH 10.342582254700403 25.566293875494353 cg2d: Sum(rhs),rhsMax = 3.88945819995712E-13 5.24143689084386E+00 SH 5.2941745064091492 23.322898186189491 NH 10.333566201970655 25.565715211355837 cg2d: Sum(rhs),rhsMax = 3.03423952630055E-13 5.71014649814156E+00 SH 5.2938061279510293 23.324827737314138 NH 10.323806191155995 25.564962981103349 cg2d: Sum(rhs),rhsMax = 2.35346464538821E-13 6.09339485556255E+00 SH 5.2923486253604324 23.326783166273742 NH 10.313369586467445 25.564059364581965 cg2d: Sum(rhs),rhsMax = 1.34101063586911E-13 6.38332974989480E+00 SH 5.2897865322814255 23.328738785607243 NH 10.302319331808405 25.563033144237750 cg2d: Sum(rhs),rhsMax = 2.34860741965548E-13 6.57170770858923E+00 SH 5.2861222392028253 23.330671641978199 NH 10.290709122183046 25.561915910755943 cg2d: Sum(rhs),rhsMax = 2.23938922960798E-13 6.89836981124376E+00 SH 5.2813782693241933 23.332561923941853 NH 10.278586387374844 25.560790218162936 cg2d: Sum(rhs),rhsMax = 4.07264499902027E-13 7.30176005802665E+00 SH 5.2756014402579581 23.334391630686866 NH 10.266000968642913 25.559650528260192 cg2d: Sum(rhs),rhsMax = 4.37198888203483E-13 7.63271204637427E+00 SH 5.2688663321123954 23.336143012142884 NH 10.253015199630283 25.558501777378012 cg2d: Sum(rhs),rhsMax = 5.28459220827671E-13 7.88368953803325E+00 SH 5.2612649696046674 23.337797783629867 NH 10.239734075774777 25.557342931077812 cg2d: Sum(rhs),rhsMax = 6.23542883992911E-13 8.05184511954610E+00 SH 5.2528650505166752 23.339337510938833 NH 10.226597642018874 25.556168893038034 cg2d: Sum(rhs),rhsMax = 8.13418776779429E-13 8.13470799252046E+00 SH 5.2437438242797043 23.340744946404925 NH 10.212899105580107 25.554976076969638 cg2d: Sum(rhs),rhsMax = 9.93802262705401E-13 8.13230625612170E+00 SH 5.2339970127003994 23.342005896566150 NH 10.198879556043778 25.553763659820447 cg2d: Sum(rhs),rhsMax = 9.49934575444900E-13 8.04713418223154E+00 SH 5.2237593252769443 23.343110877468405 NH 10.184517899544744 25.552539736088193 cg2d: Sum(rhs),rhsMax = 1.11255449297687E-12 7.88324085216566E+00 SH 5.2131696910283836 23.344056104143021 NH 10.169938671292414 25.551321189757118 cg2d: Sum(rhs),rhsMax = 1.04984076987336E-12 7.64697395938259E+00 SH 5.2023625824149349 23.344843478912537 NH 10.155237768504662 25.550126198846669 cg2d: Sum(rhs),rhsMax = 9.92768367513719E-13 7.34576345169311E+00 SH 5.1914726705892917 23.345479711933194 NH 10.140495466551158 25.548981129953859 cg2d: Sum(rhs),rhsMax = 1.01298136545580E-12 6.98666247046484E+00 SH 5.1806360758240544 23.345974839463338 NH 10.125792370409158 25.547905865500979 cg2d: Sum(rhs),rhsMax = 1.02219621656019E-12 6.57967688706010E+00 SH 5.1699910161621005 23.346340465067215 NH 10.111255236871330 25.546920693622042 cg2d: Sum(rhs),rhsMax = 9.39914812647658E-13 6.13093584090618E+00 SH 5.1596722700244868 23.346588088197109 NH 10.097008387217898 25.546039860929511 cg2d: Sum(rhs),rhsMax = 1.10972342426408E-12 5.65138446063898E+00 SH 5.1498086366948996 23.346727792326931 NH 10.083188375523548 25.545270994700786 cg2d: Sum(rhs),rhsMax = 1.18514226210564E-12 5.41147372655572E+00 SH 5.1405145624422062 23.346767457504143 NH 10.069740859347519 25.544616146903593 cg2d: Sum(rhs),rhsMax = 1.01557651177586E-12 6.03631493415161E+00 SH 5.1319012368875292 23.346712524447184 NH 10.056700502796616 25.544072656247295 cg2d: Sum(rhs),rhsMax = 9.27015408880294E-13 6.60486688574339E+00 SH 5.1240635362277658 23.346566294136096 NH 10.044126025339324 25.543635476327324 cg2d: Sum(rhs),rhsMax = 7.46805395301919E-13 7.10840570073356E+00 SH 5.1170889319860180 23.346330549654738 NH 10.032272673367913 25.543299287195111 cg2d: Sum(rhs),rhsMax = 7.03916092081869E-13 7.53948025026929E+00 SH 5.1110406754925748 23.346006395062773 NH 10.021623188419710 25.543060366831071 cg2d: Sum(rhs),rhsMax = 4.73412975487975E-13 7.89200581101693E+00 SH 5.1059699919819650 23.345595071377886 NH 10.012000184662838 25.542920326657224 cg2d: Sum(rhs),rhsMax = 6.68777533352483E-13 8.16153502898791E+00 SH 5.1018991726357967 23.345098699211462 NH 10.002542762994267 25.542881670551708 cg2d: Sum(rhs),rhsMax = 9.85815595822004E-13 8.34518940481278E+00 SH 5.0988324416024966 23.344520779685240 NH 9.9936592334883017 25.542949023710491 cg2d: Sum(rhs),rhsMax = 1.05468064837133E-12 8.44169059638757E+00 SH 5.0967484109584120 23.343866497124054 NH 9.9853705759916807 25.543128866756547 cg2d: Sum(rhs),rhsMax = 1.06985947878613E-12 8.58290101237820E+00 SH 5.0956121505497549 23.343142783564929 NH 9.9777378968104244 25.543428012607990 cg2d: Sum(rhs),rhsMax = 1.28052082826180E-12 8.82948846977022E+00 SH 5.0953832459889554 23.342358208368182 NH 9.9709727630156522 25.543851780371199 cg2d: Sum(rhs),rhsMax = 1.70016778433535E-12 8.98947150134546E+00 SH 5.0960133131702605 23.341522755204835 NH 9.9652655733851816 25.544403080275629 cg2d: Sum(rhs),rhsMax = 1.37651001708150E-12 9.06327527205504E+00 SH 5.0974476645017717 23.340647495581777 NH 9.9611076716479943 25.545081226194554 cg2d: Sum(rhs),rhsMax = 1.28560356804641E-12 9.05291618230793E+00 SH 5.0996147043984479 23.339744230016777 NH 9.9578556326922580 25.545882292991678 cg2d: Sum(rhs),rhsMax = 1.17346410366537E-12 8.96087215613432E+00 SH 5.1024365722283846 23.338825099203405 NH 9.9539899266874272 25.546796338990134 cg2d: Sum(rhs),rhsMax = 1.15048595650258E-12 8.79027967944530E+00 SH 5.1058200203909223 23.337902244541738 NH 9.9506238962056841 25.547806942009061 cg2d: Sum(rhs),rhsMax = 1.09995346164737E-12 8.54488908045270E+00 SH 5.1096695482717109 23.336987468459597 NH 9.9477349539413922 25.548899263107160 cg2d: Sum(rhs),rhsMax = 9.88039511318206E-13 8.22904590693673E+00 SH 5.1138787300485546 23.336091960616670 NH 9.9465201089012112 25.550056240040249 cg2d: Sum(rhs),rhsMax = 1.04927178057324E-12 7.84751964505678E+00 SH 5.1183423422977512 23.335226031803074 NH 9.9445691340933422 25.551263843547815 cg2d: Sum(rhs),rhsMax = 1.17669068933068E-12 7.40543434476514E+00 SH 5.1229489021447421 23.334398908370702 NH 9.9430455192213572 25.552502679184670 cg2d: Sum(rhs),rhsMax = 1.32074212677580E-12 6.90840771249755E+00 SH 5.1275912541890989 23.333618540019643 NH 9.9418902900557669 25.553760825893505 cg2d: Sum(rhs),rhsMax = 1.53128898450205E-12 6.36238439869691E+00 (PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE --> objf_test(bi,bj) = 0.000000000000000D+00 --> objf_tracer(bi,bj) = 0.000000000000000D+00 --> objf_atl(bi,bj) = -0.492261140913499D-01 local fc = -0.492261140913499D-01 global fc = -0.492261140913499D-01 ph-check fcpertplus = -4.92261140913499221E-002 ph-check fcpertminus = -4.92261139769933423E-002 (PID.TID 0000.0001) INI_CG2D: CG2D normalisation factor = 9.0544177972206531E-05 (PID.TID 0000.0001) (PID.TID 0000.0001) Start initial hydrostatic pressure computation (PID.TID 0000.0001) Pressure is predetermined for buoyancyRelation OCEANIC (PID.TID 0000.0001) SH 5.2213752318418187 23.296536408581801 NH 10.477982531836687 25.564398561832434 5.2213813353574210 23.296542512097403 10.477988635352290 25.564404665348036 (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Model current state (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) SH 5.2213752318418187 23.296536408581801 NH 10.477982531836687 25.564398561832434 (PID.TID 0000.0001) SOLVE_FOR_PRESSURE: putPmEinXvector = F cg2d: Sum(rhs),rhsMax = -9.40914013369820E-15 7.56835956534411E+00 SH 5.2201055357530208 23.297498092456351 NH 10.466538306882399 25.565240031177893 cg2d: Sum(rhs),rhsMax = 3.21270787750905E-14 8.72197575655813E+00 SH 5.2213077469803579 23.295110505872913 NH 10.461108876579488 25.564424809910292 cg2d: Sum(rhs),rhsMax = 9.97084359521949E-14 8.58491923245957E+00 SH 5.2239617970200811 23.292330937983650 NH 10.454544438166579 25.562857148905209 cg2d: Sum(rhs),rhsMax = 1.79592452020927E-13 8.57300301477123E+00 SH 5.2277749414750474 23.291025260281288 NH 10.447075395351249 25.560581831835407 cg2d: Sum(rhs),rhsMax = 1.51656465163796E-13 8.54199816484018E+00 SH 5.2323490408621751 23.291656264225253 NH 10.438753008259539 25.558131387009780 cg2d: Sum(rhs),rhsMax = 3.50316997632660E-13 8.39983291447283E+00 SH 5.2374086163554239 23.293835068023270 NH 10.429688799523205 25.556353937978770 cg2d: Sum(rhs),rhsMax = 2.83682799473439E-13 8.14938898165325E+00 SH 5.2427959152182666 23.296876840818243 NH 10.420249419175775 25.555836778419348 cg2d: Sum(rhs),rhsMax = 3.32740779374063E-13 7.83063880232718E+00 SH 5.2484162325908414 23.300154887864437 NH 10.410965028947487 25.556641788688466 cg2d: Sum(rhs),rhsMax = 5.04395136768920E-13 7.50867968213428E+00 SH 5.2541903013832325 23.303266143602514 NH 10.402332418393996 25.558401819352241 cg2d: Sum(rhs),rhsMax = 4.12232747937225E-13 7.13635422652041E+00 SH 5.2600261196207043 23.306034200695763 NH 10.394646889962928 25.560572844750197 cg2d: Sum(rhs),rhsMax = 6.30655250244416E-13 6.72826174801937E+00 SH 5.2658100100883871 23.308436099766652 NH 10.387931795720192 25.562670281143255 cg2d: Sum(rhs),rhsMax = 3.47472051132058E-13 6.29061611878367E+00 SH 5.2714098413931652 23.310526879338795 NH 10.381968236880027 25.564392021161666 cg2d: Sum(rhs),rhsMax = 1.87905246917808E-13 5.82354058079583E+00 SH 5.2766832911291885 23.312391019217841 NH 10.376388653385504 25.565627356796313 cg2d: Sum(rhs),rhsMax = 1.91742455246668E-13 5.32772671372105E+00 SH 5.2814867398175238 23.314118056479856 NH 10.370786591351134 25.566397306008753 cg2d: Sum(rhs),rhsMax = 2.51555720698349E-13 4.81328439651983E+00 SH 5.2856829529216611 23.315790052562363 NH 10.364805610064536 25.566780027344180 cg2d: Sum(rhs),rhsMax = 3.39950290140223E-13 4.27688077962987E+00 SH 5.2891468916468511 23.317472839983168 NH 10.358190016874801 25.566855652558388 cg2d: Sum(rhs),rhsMax = 3.52988471785665E-13 4.08273968492185E+00 SH 5.2917696012132183 23.319209667277732 NH 10.350797384885482 25.566681379014199 cg2d: Sum(rhs),rhsMax = 3.16732751137749E-13 4.69596425036417E+00 SH 5.2934603974383663 23.321019003043148 NH 10.342582254645833 25.566293874555640 cg2d: Sum(rhs),rhsMax = 3.31484839577456E-13 5.24143688885182E+00 SH 5.2941477730013276 23.322897529827458 NH 10.333566201857593 25.565715210287578 cg2d: Sum(rhs),rhsMax = 2.03795313957755E-13 5.71014649589923E+00 SH 5.2937794771298741 23.324827048502755 NH 10.323806190974835 25.564962979891618 cg2d: Sum(rhs),rhsMax = 2.07896200254964E-13 6.09339485362444E+00 SH 5.2923220547925780 23.326782445185813 NH 10.313369586217732 25.564059363216586 cg2d: Sum(rhs),rhsMax = 1.58817403672629E-13 6.38332974882909E+00 SH 5.2897600406109859 23.328738032415174 NH 10.302319331495710 25.563033142712811 cg2d: Sum(rhs),rhsMax = 1.88737914186277E-13 6.57170770887534E+00 SH 5.2860958257736570 23.330670856854056 NH 10.290709121816178 25.561915909069171 cg2d: Sum(rhs),rhsMax = 1.82166781659276E-13 6.89836981185464E+00 SH 5.2813519336385184 23.332561107056165 NH 10.278586386963809 25.560790216314388 cg2d: Sum(rhs),rhsMax = 3.60822483003176E-13 7.30176006054910E+00 SH 5.2755751814033260 23.334390782207151 NH 10.266000968197602 25.559650526250323 cg2d: Sum(rhs),rhsMax = 3.91978116631719E-13 7.63271205078308E+00 SH 5.2688401483866869 23.336142132232794 NH 10.253015199159734 25.558501775205514 cg2d: Sum(rhs),rhsMax = 4.92758611692068E-13 7.88368954403222E+00 SH 5.2612388594835693 23.337796872447996 NH 10.239734075287231 25.557342928738194 cg2d: Sum(rhs),rhsMax = 5.92470517091215E-13 8.05184512665465E+00 SH 5.2528390138138548 23.339336568640817 NH 10.226597641520300 25.556168890522656 cg2d: Sum(rhs),rhsMax = 7.11798675556707E-13 8.13470800018077E+00 SH 5.2437178601754795 23.340743973146573 NH 10.212899105073234 25.554976074265994 cg2d: Sum(rhs),rhsMax = 9.02916630352024E-13 8.13230626380718E+00 SH 5.2339711199696808 23.342004892502473 NH 10.198879555534745 25.553763656912452 cg2d: Sum(rhs),rhsMax = 9.08641217822748E-13 8.04713418952554E+00 SH 5.2237335014384030 23.343109842753222 NH 10.184517899032642 25.552539732957371 cg2d: Sum(rhs),rhsMax = 1.03100167292425E-12 7.88324085880157E+00 SH 5.2131439353078122 23.344055038927422 NH 10.169938670777867 25.551321186384030 cg2d: Sum(rhs),rhsMax = 9.10542474752418E-13 7.64697396525048E+00 SH 5.2023368940019168 23.344842383349032 NH 10.155237767986478 25.550126195212044 cg2d: Sum(rhs),rhsMax = 9.19216092132302E-13 7.34576345681594E+00 SH 5.1914470504558494 23.345478586173954 NH 10.140495466026948 25.548981126039280 cg2d: Sum(rhs),rhsMax = 9.19306297753053E-13 6.98666247496442E+00 SH 5.1806105236990447 23.345973683663942 NH 10.125792369875001 25.547905861289451 cg2d: Sum(rhs),rhsMax = 9.63444601875807E-13 6.57967689112753E+00 SH 5.1699655340615323 23.346339279382107 NH 10.111255236326656 25.546920689097988 cg2d: Sum(rhs),rhsMax = 8.50250425621368E-13 6.13093584475131E+00 SH 5.1596468569388776 23.346586872785906 NH 10.097008386656626 25.546039856078210 cg2d: Sum(rhs),rhsMax = 1.02257785572490E-12 5.65138446447105E+00 SH 5.1497832953480724 23.346726547346179 NH 10.083188374941926 25.545270989507742 cg2d: Sum(rhs),rhsMax = 1.11659292922894E-12 5.41147373094604E+00 SH 5.1404892905242150 23.346766183118348 NH 10.069740858739578 25.544616141353629 cg2d: Sum(rhs),rhsMax = 9.60641288738628E-13 6.03631493895332E+00 SH 5.1318760375258989 23.346711220815905 NH 10.056700502156275 25.544072650324040 cg2d: Sum(rhs),rhsMax = 8.36337943344034E-13 6.60486689106973E+00 SH 5.1240384052909462 23.346564961429578 NH 10.044126024661978 25.543635470012362 cg2d: Sum(rhs),rhsMax = 6.46177555907457E-13 7.10840570665404E+00 SH 5.1170638730665132 23.346329188034929 NH 10.032272672654358 25.543299280468318 cg2d: Sum(rhs),rhsMax = 6.50507425703495E-13 7.53948025681011E+00 SH 5.1110156832852454 23.346005004706058 NH 10.021623187672503 25.543060359670392 cg2d: Sum(rhs),rhsMax = 4.13002965160558E-13 7.89200581816517E+00 SH 5.1059450706817415 23.345593652449850 NH 10.012000183874136 25.542920319039126 cg2d: Sum(rhs),rhsMax = 5.77874553764346E-13 8.16153503669715E+00 SH 5.1018743171333085 23.345097251894174 NH 10.002542762148323 25.542881662451748 cg2d: Sum(rhs),rhsMax = 9.13710079819552E-13 8.34518941301184E+00 SH 5.0988076570308181 23.344519304149685 NH 9.9936592325897209 25.542949015103659 cg2d: Sum(rhs),rhsMax = 9.96501492434021E-13 8.44169060498709E+00 SH 5.0967236939068243 23.343864993558839 NH 9.9853705750344375 25.543128857618115 cg2d: Sum(rhs),rhsMax = 1.04500783026928E-12 8.58290100550516E+00 SH 5.0955875059203208 23.343141252149280 NH 9.9777378958092982 25.543428002913743 cg2d: Sum(rhs),rhsMax = 1.28624541573252E-12 8.82948846289617E+00 SH 5.0953586702117377 23.342356649295994 NH 9.9709727619606383 25.543851770097604 cg2d: Sum(rhs),rhsMax = 1.64749117126384E-12 8.98947149454988E+00 SH 5.0959888087248260 23.341521168659199 NH 9.9652655722782129 25.544403069400232 cg2d: Sum(rhs),rhsMax = 1.38242542413458E-12 9.06327526539944E+00 SH 5.0974232281900527 23.340645881754142 NH 9.9611076712430418 25.545081214695415 cg2d: Sum(rhs),rhsMax = 1.21439663880452E-12 9.05291617583524E+00 SH 5.0995903377675518 23.339742589089383 NH 9.9578556314693287 25.545882280849412 cg2d: Sum(rhs),rhsMax = 1.16055082211020E-12 8.96087214986633E+00 SH 5.1024122730933641 23.338823431363267 NH 9.9539899253803696 25.546796326181152 cg2d: Sum(rhs),rhsMax = 1.10310371947975E-12 8.79027967338324E+00 SH 5.1057957897916140 23.337900549968595 NH 9.9506238948338819 25.547806928512841 cg2d: Sum(rhs),rhsMax = 1.04242309229008E-12 8.54488907458038E+00 SH 5.1096453846183749 23.336985747335120 NH 9.9477349524992178 25.548899248902103 cg2d: Sum(rhs),rhsMax = 8.72520805605959E-13 8.22904590122358E+00 SH 5.1138546339579989 23.336090213116108 NH 9.9465201073766139 25.550056225104186 cg2d: Sum(rhs),rhsMax = 1.01732511303965E-12 7.84751963946154E+00 SH 5.1183183124134075 23.335224258101846 NH 9.9445691324746122 25.551263827857497 cg2d: Sum(rhs),rhsMax = 1.13253850742012E-12 7.40543433924129E+00 SH 5.1229249387938580 23.334397108638427 NH 9.9430455174784242 25.552502662716392 cg2d: Sum(rhs),rhsMax = 1.25644633586219E-12 6.90840770699694E+00 SH 5.1275673560572841 23.333616714425148 NH 9.9418902881122904 25.553760808622485 cg2d: Sum(rhs),rhsMax = 1.36360367442023E-12 6.36238439317434E+00 (PID.TID 0000.0001) Did not write pickup because writePickupAtEnd = FALSE --> objf_test(bi,bj) = 0.000000000000000D+00 --> objf_tracer(bi,bj) = 0.000000000000000D+00 --> objf_atl(bi,bj) = -0.492261138627231D-01 local fc = -0.492261138627231D-01 global fc = -0.492261138627231D-01 grad-res ------------------------------- grad-res 0 2 45 2 1 1 1 1 -4.92261139770E-02 -4.92261140913E-02 -4.92261138627E-02 grad-res 0 2 2 2 0 1 1 1 -1.14307870099E-08 -1.14313405963E-08 -4.84294286902E-05 (PID.TID 0000.0001) ADM precision_derivative_cost = -4.92261139769933E-02 (PID.TID 0000.0001) ADM precision_derivative_grad = -1.14307870098507E-08 ph-grd ierr --------------------------- ph-grd ierr = 0 , icomp = 2 , ichknum = 2 (PID.TID 0000.0001) (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Gradient check results >>> START <<< (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) (PID.TID 0000.0001) EPS = 1.000000E-02 (PID.TID 0000.0001) (PID.TID 0000.0001) grdchk output h.p: Id Itile Jtile LAYER bi bj X(Id) X(Id)+/-EPS (PID.TID 0000.0001) grdchk output h.c: Id FC FC1 FC2 (PID.TID 0000.0001) grdchk output h.g: Id FC1-FC2/(2*EPS) ADJ GRAD(FC) 1-FDGRD/ADGRD (PID.TID 0000.0001) (PID.TID 0000.0001) grdchk output (p): 1 44 2 1 1 1 0.000000000E+00 -1.000000000E-02 (PID.TID 0000.0001) grdchk output (c): 1 -4.9226113976993E-02 -4.9226114104637E-02 -4.9226113849468E-02 (PID.TID 0000.0001) grdchk output (g): 1 -1.2758439096872E-08 -1.2757946342544E-08 -3.8623326507503E-05 (PID.TID 0000.0001) (PID.TID 0000.0001) grdchk output (p): 2 45 2 1 1 1 0.000000000E+00 -1.000000000E-02 (PID.TID 0000.0001) grdchk output (c): 2 -4.9226113976993E-02 -4.9226114091350E-02 -4.9226113862723E-02 (PID.TID 0000.0001) grdchk output (g): 2 -1.1431340596335E-08 -1.1430787009851E-08 -4.8429428690211E-05 (PID.TID 0000.0001) (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) // Gradient check results >>> END <<< (PID.TID 0000.0001) // ======================================================= (PID.TID 0000.0001) (PID.TID 0000.0001) Seconds in section "ALL [THE_MODEL_MAIN]": (PID.TID 0000.0001) User time: 463.69999999999999 (PID.TID 0000.0001) System time: 1.6200000000000001 (PID.TID 0000.0001) Wall clock time: 475.45675015449524 (PID.TID 0000.0001) No. starts: 1 (PID.TID 0000.0001) No. stops: 1 (PID.TID 0000.0001) Seconds in section "INITIALISE_FIXED [THE_MODEL_MAIN]": (PID.TID 0000.0001) User time: 0.17000000000000001 (PID.TID 0000.0001) System time: 1.00000000000000002E-002 (PID.TID 0000.0001) Wall clock time: 0.18597006797790527 (PID.TID 0000.0001) No. starts: 1 (PID.TID 0000.0001) No. stops: 1 (PID.TID 0000.0001) Seconds in section "ADTHE_MAIN_LOOP [ADJOINT RUN]": (PID.TID 0000.0001) User time: 275.86000000000001 (PID.TID 0000.0001) System time: 1.5900000000000001 (PID.TID 0000.0001) Wall clock time: 283.17263102531433 (PID.TID 0000.0001) No. starts: 1 (PID.TID 0000.0001) No. stops: 1 (PID.TID 0000.0001) Seconds in section "LOAD_FIELDS_DRIVER [FORWARD_STEP]": (PID.TID 0000.0001) User time: 0.0000000000000000 (PID.TID 0000.0001) System time: 0.0000000000000000 (PID.TID 0000.0001) Wall clock time: 3.29709053039550781E-003 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "EBM [FORWARD_STEP]": (PID.TID 0000.0001) User time: 0.78999999999984993 (PID.TID 0000.0001) System time: 0.0000000000000000 (PID.TID 0000.0001) Wall clock time: 0.78563880920410156 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "DO_ATMOSPHERIC_PHYS [FORWARD_STEP]": (PID.TID 0000.0001) User time: 0.0000000000000000 (PID.TID 0000.0001) System time: 0.0000000000000000 (PID.TID 0000.0001) Wall clock time: 3.34143638610839844E-003 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "DO_OCEANIC_PHYS [FORWARD_STEP]": (PID.TID 0000.0001) User time: 38.120000000000232 (PID.TID 0000.0001) System time: 0.18999999999999995 (PID.TID 0000.0001) Wall clock time: 38.881126165390015 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "THERMODYNAMICS [FORWARD_STEP]": (PID.TID 0000.0001) User time: 73.390000000000327 (PID.TID 0000.0001) System time: 0.27000000000000024 (PID.TID 0000.0001) Wall clock time: 75.060160398483276 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "DYNAMICS [FORWARD_STEP]": (PID.TID 0000.0001) User time: 103.88999999999857 (PID.TID 0000.0001) System time: 0.39999999999999947 (PID.TID 0000.0001) Wall clock time: 106.39797425270081 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "SOLVE_FOR_PRESSURE [FORWARD_STEP]": (PID.TID 0000.0001) User time: 48.119999999999891 (PID.TID 0000.0001) System time: 0.21000000000000019 (PID.TID 0000.0001) Wall clock time: 49.562993288040161 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "MOM_CORRECTION_STEP [FORWARD_STEP]": (PID.TID 0000.0001) User time: 5.6599999999997408 (PID.TID 0000.0001) System time: 3.00000000000000266E-002 (PID.TID 0000.0001) Wall clock time: 5.7069165706634521 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "TRC_CORRECTION_STEP [FORWARD_STEP]": (PID.TID 0000.0001) User time: 1.0500000000003524 (PID.TID 0000.0001) System time: 0.0000000000000000 (PID.TID 0000.0001) Wall clock time: 1.0470225811004639 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "BLOCKING_EXCHANGES [FORWARD_STEP]": (PID.TID 0000.0001) User time: 1.4099999999999113 (PID.TID 0000.0001) System time: 1.00000000000000089E-002 (PID.TID 0000.0001) Wall clock time: 1.5165867805480957 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "DO_STATEVARS_TAVE [FORWARD_STEP]": (PID.TID 0000.0001) User time: 3.0199999999999818 (PID.TID 0000.0001) System time: 5.00000000000000444E-002 (PID.TID 0000.0001) Wall clock time: 3.0914187431335449 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "MONITOR [FORWARD_STEP]": (PID.TID 0000.0001) User time: 7.99999999999840838E-002 (PID.TID 0000.0001) System time: 0.0000000000000000 (PID.TID 0000.0001) Wall clock time: 9.12492275238037109E-002 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "COST_TILE [FORWARD_STEP]": (PID.TID 0000.0001) User time: 5.5700000000003342 (PID.TID 0000.0001) System time: 4.00000000000000355E-002 (PID.TID 0000.0001) Wall clock time: 5.7301740646362305 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "DO_THE_MODEL_IO [FORWARD_STEP]": (PID.TID 0000.0001) User time: 0.58999999999997499 (PID.TID 0000.0001) System time: 4.00000000000000355E-002 (PID.TID 0000.0001) Wall clock time: 0.61790037155151367 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "DO_WRITE_PICKUP [FORWARD_STEP]": (PID.TID 0000.0001) User time: 4.99999999999545253E-002 (PID.TID 0000.0001) System time: 0.0000000000000000 (PID.TID 0000.0001) Wall clock time: 4.95970249176025391E-002 (PID.TID 0000.0001) No. starts: 360 (PID.TID 0000.0001) No. stops: 360 (PID.TID 0000.0001) Seconds in section "CTRL_PACK [THE_MODEL_MAIN]": (PID.TID 0000.0001) User time: 4.99999999999545253E-002 (PID.TID 0000.0001) System time: 0.0000000000000000 (PID.TID 0000.0001) Wall clock time: 5.79299926757812500E-002 (PID.TID 0000.0001) No. starts: 1 (PID.TID 0000.0001) No. stops: 1 (PID.TID 0000.0001) Seconds in section "CTRL_PACK [THE_MODEL_MAIN]": (PID.TID 0000.0001) User time: 6.00000000000022737E-002 (PID.TID 0000.0001) System time: 0.0000000000000000 (PID.TID 0000.0001) Wall clock time: 5.68461418151855469E-002 (PID.TID 0000.0001) No. starts: 1 (PID.TID 0000.0001) No. stops: 1 (PID.TID 0000.0001) Seconds in section "GRDCHK_MAIN [THE_MODEL_MAIN]": (PID.TID 0000.0001) User time: 187.56000000000000 (PID.TID 0000.0001) System time: 2.00000000000000178E-002 (PID.TID 0000.0001) Wall clock time: 191.98328399658203 (PID.TID 0000.0001) No. starts: 1 (PID.TID 0000.0001) No. stops: 1 (PID.TID 0000.0001) Seconds in section "INITIALISE_VARIA [THE_MAIN_LOOP]": (PID.TID 0000.0001) User time: 0.36000000000007049 (PID.TID 0000.0001) System time: 1.00000000000000089E-002 (PID.TID 0000.0001) Wall clock time: 0.36717486381530762 (PID.TID 0000.0001) No. starts: 4 (PID.TID 0000.0001) No. stops: 4 (PID.TID 0000.0001) Seconds in section "MAIN LOOP [THE_MAIN_LOOP]": (PID.TID 0000.0001) User time: 187.11999999999989 (PID.TID 0000.0001) System time: 1.00000000000000089E-002 (PID.TID 0000.0001) Wall clock time: 191.53864812850952 (PID.TID 0000.0001) No. starts: 4 (PID.TID 0000.0001) No. stops: 4 (PID.TID 0000.0001) Seconds in section "FORWARD_STEP [THE_MAIN_LOOP]": (PID.TID 0000.0001) User time: 184.99999999999784 (PID.TID 0000.0001) System time: 1.00000000000000089E-002 (PID.TID 0000.0001) Wall clock time: 189.37647509574890 (PID.TID 0000.0001) No. starts: 240 (PID.TID 0000.0001) No. stops: 240 (PID.TID 0000.0001) Seconds in section "COST_FINAL [ADJOINT SPIN-DOWN]": (PID.TID 0000.0001) User time: 0.0000000000000000 (PID.TID 0000.0001) System time: 0.0000000000000000 (PID.TID 0000.0001) Wall clock time: 3.59773635864257813E-004 (PID.TID 0000.0001) No. starts: 4 (PID.TID 0000.0001) No. stops: 4 (PID.TID 0000.0001) // ====================================================== (PID.TID 0000.0001) // Tile <-> Tile communication statistics (PID.TID 0000.0001) // ====================================================== (PID.TID 0000.0001) // o Tile number: 000001 (PID.TID 0000.0001) // No. X exchanges = 0 (PID.TID 0000.0001) // Max. X spins = 0 (PID.TID 0000.0001) // Min. X spins = 1000000000 (PID.TID 0000.0001) // Total. X spins = 0 (PID.TID 0000.0001) // Avg. X spins = 0.00E+00 (PID.TID 0000.0001) // No. Y exchanges = 0 (PID.TID 0000.0001) // Max. Y spins = 0 (PID.TID 0000.0001) // Min. Y spins = 1000000000 (PID.TID 0000.0001) // Total. Y spins = 0 (PID.TID 0000.0001) // Avg. Y spins = 0.00E+00 (PID.TID 0000.0001) // o Thread number: 000001 (PID.TID 0000.0001) // No. barriers = 352336 (PID.TID 0000.0001) // Max. barrier spins = 1 (PID.TID 0000.0001) // Min. barrier spins = 1 (PID.TID 0000.0001) // Total barrier spins = 352336 (PID.TID 0000.0001) // Avg. barrier spins = 1.00E+00 PROGRAM MAIN: Execution ended Normally