MODFLOW-2005 U.S. GEOLOGICAL SURVEY MODULAR FINITE-DIFFERENCE GROUND-WATER FLOW MODEL VERSION 1.8.00 12/18/2009 LIST FILE: imodflow.list UNIT 10 OPENING imodflow.dis FILE TYPE:DIS UNIT 11 STATUS:OLD FORMAT:FORMATTED ACCESS:SEQUENTIAL OPENING imodflow.bas6 FILE TYPE:BAS6 UNIT 12 STATUS:OLD FORMAT:FORMATTED ACCESS:SEQUENTIAL OPENING imodflow.bcf6 FILE TYPE:BCF6 UNIT 13 STATUS:OLD FORMAT:FORMATTED ACCESS:SEQUENTIAL OPENING imodflow.oc FILE TYPE:OC UNIT 14 STATUS:OLD FORMAT:FORMATTED ACCESS:SEQUENTIAL OPENING imodflow.met FILE TYPE:MET UNIT 15 STATUS:OLD FORMAT:FORMATTED ACCESS:SEQUENTIAL OPENING imodflow.wel FILE TYPE:WEL UNIT 19 STATUS:OLD FORMAT:FORMATTED ACCESS:SEQUENTIAL OPENING imodflow.ani FILE TYPE:ANI UNIT 20 STATUS:OLD FORMAT:FORMATTED ACCESS:SEQUENTIAL OPENING imodflow.pcg FILE TYPE:PCG UNIT 22 STATUS:OLD FORMAT:FORMATTED ACCESS:SEQUENTIAL # data: BAS -- BASIC PACKAGE, VERSION 7, 5/2/2005 INPUT READ FROM UNIT 12 DISCRETIZATION INPUT DATA READ FROM UNIT 11 # Discretization file 2 LAYERS 100 ROWS 100 COLUMNS 1 STRESS PERIOD(S) IN SIMULATION MODEL TIME UNIT IS DAYS MODEL LENGTH UNIT IS METERS Confining bed flag for each layer: 1 0 DELR = 25.0000 DELC = 25.0000 TOP ELEVATION OF LAYER 1 = 0.00000 MODEL LAYER BOTTOM EL. = 0.00000 FOR LAYER 1 BOT. EL. OF QUASI-3D BED = 0.00000 FOR LAYER 1 MODEL LAYER BOTTOM EL. = 0.00000 FOR LAYER 2 STRESS PERIOD LENGTH TIME STEPS MULTIPLIER FOR DELT SS FLAG ---------------------------------------------------------------------------- 1 0.000000 1 1.000 SS STEADY-STATE SIMULATION # Basic Package file THE FREE FORMAT OPTION HAS BEEN SELECTED OPENING FILE ON UNIT 99: P:\1206764-IMOD\IMOD30\TESTBANK\RUNS\TEST_ALL\BOUNDARY\IMODFLOW_IBOUND1.IDF FILE IDENTIFIED AS IDF BOUNDARY ARRAY = 1 FOR LAYER 2 AQUIFER HEAD WILL BE SET TO -999.99 AT ALL NO-FLOW NODES (IBOUND=0). OPENING FILE ON UNIT 99: P:\1206764-IMOD\IMOD30\TESTBANK\RUNS\TEST_ALL\STARTING_HEADS\IMODFLOW_SHEAD1.IDF FILE IDENTIFIED AS IDF OPENING FILE ON UNIT 99: P:\1206764-IMOD\IMOD30\TESTBANK\RUNS\TEST_ALL\STARTING_HEADS\IMODFLOW_SHEAD2.IDF FILE IDENTIFIED AS IDF OUTPUT CONTROL IS SPECIFIED ONLY AT TIME STEPS FOR WHICH OUTPUT IS DESIRED HEAD PRINT FORMAT CODE IS 0 DRAWDOWN PRINT FORMAT CODE IS 0 HEADS WILL BE SAVED ON UNIT 28 DRAWDOWNS WILL BE SAVED ON UNIT 0 BCF -- BLOCK-CENTERED FLOW PACKAGE, VERSION 7, 5/2/2005 INPUT READ FROM UNIT 13 STEADY-STATE SIMULATION CELL-BY-CELL FLOWS WILL BE SAVED ON UNIT 29 HEAD AT CELLS THAT CONVERT TO DRY= -9999.0 WETTING CAPABILITY IS NOT ACTIVE LAYER LAYER-TYPE CODE INTERBLOCK T -------------------------------------------- 1 0 0 -- HARMONIC 2 0 0 -- HARMONIC COLUMN TO ROW ANISOTROPY = 1.00000 OPENING FILE ON UNIT 99: P:\1206764-IMOD\IMOD30\TESTBANK\RUNS\TEST_ALL\TRANSMISSIVITY\IMODFLOW_KD1.IDF FILE IDENTIFIED AS IDF OPENING FILE ON UNIT 99: P:\1206764-IMOD\IMOD30\TESTBANK\RUNS\TEST_ALL\VERTICAL_RESISTANCE\IMODFLOW_C1.IDF FILE IDENTIFIED AS IDF OPENING FILE ON UNIT 99: P:\1206764-IMOD\IMOD30\TESTBANK\RUNS\TEST_ALL\TRANSMISSIVITY\IMODFLOW_KD2.IDF FILE IDENTIFIED AS IDF OPENING FILE ON UNIT 99: P:\1206764-IMOD\IMOD30\TESTBANK\RUNS\TEST_ALL\ANISOTROPY\IMODFLOW_ANIFCT1.IDF FILE IDENTIFIED AS IDF OPENING FILE ON UNIT 99: P:\1206764-IMOD\IMOD30\TESTBANK\RUNS\TEST_ALL\ANISOTROPY\IMODFLOW_ANIHK1.IDF FILE IDENTIFIED AS IDF anisotropy factor = 1.00000 FOR LAYER 2 anisotropy angle = 0.00000 FOR LAYER 2 WEL -- WELL PACKAGE, VERSION 7, 5/2/2005 INPUT READ FROM UNIT 19 # Well Package file No named parameters MAXIMUM OF 1 ACTIVE WELLS AT ONE TIME CELL-BY-CELL FLOWS WILL BE SAVED ON UNIT 33 LISTS OF WELL CELLS WILL NOT BE PRINTED 0 Well parameters PCG -- CONJUGATE-GRADIENT SOLUTION PACKAGE, VERSION 7, 5/2/2005 # Preconditioned Conjugate-Gradient Package MAXIMUM OF 150 CALLS OF SOLUTION ROUTINE MAXIMUM OF 20 INTERNAL ITERATIONS PER CALL TO SOLUTION ROUTINE MATRIX PRECONDITIONING TYPE : 1 SOLUTION BY THE CONJUGATE-GRADIENT METHOD ------------------------------------------- MAXIMUM NUMBER OF CALLS TO PCG ROUTINE = 150 MAXIMUM ITERATIONS PER CALL TO PCG = 20 MATRIX PRECONDITIONING TYPE = 1 RELAXATION FACTOR (ONLY USED WITH PRECOND. TYPE 1) = 0.98000E+00 PARAMETER OF POLYNOMIAL PRECOND. = 2 (2) OR IS CALCULATED : 1 HEAD CHANGE CRITERION FOR CLOSURE = 0.10000E-03 RESIDUAL CHANGE CRITERION FOR CLOSURE = 0.10000E+02 PCG HEAD AND RESIDUAL CHANGE PRINTOUT INTERVAL = 1 PRINTING FROM SOLVER IS LIMITED(1) OR SUPPRESSED (>1) = 0 STEADY-STATE DAMPING PARAMETER = 0.10000E+01 TRANSIENT DAMPING PARAMETER = 0.10000E+01 1 STRESS PERIOD NO. 1, LENGTH = 0.000000 ----------------------------------------------- NUMBER OF TIME STEPS = 1 MULTIPLIER FOR DELT = 1.000 INITIAL TIME STEP SIZE = 0.000000 DATA IDENTIFIED AS GCD OPENING FILE ON UNIT 99: P:\1206764-IMOD\IMOD30\TESTBANK\RUNS\TEST_ALL\WELLS\IMODFLOW_WELL2.IPF FILE IDENTIFIED AS IPF 1 WELL SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD SOLVING FOR HEAD 32 CALLS TO PCG ROUTINE FOR TIME STEP 1 IN STRESS PERIOD 1 266 TOTAL ITERATIONS MAXIMUM HEAD CHANGE FOR EACH ITERATION (1 INDICATES THE FIRST INNER ITERATION): HEAD CHANGE HEAD CHANGE HEAD CHANGE HEAD CHANGE HEAD CHANGE LAYER,ROW,COL LAYER,ROW,COL LAYER,ROW,COL LAYER,ROW,COL LAYER,ROW,COL --------------------------------------------------------------------------- 1 -13.41 0 2.649 0 1.320 0 -1.223 0 -0.5239 ( 2, 74, 24) ( 2, 73, 23) ( 2, 1, 99) ( 2, 74, 24) ( 2, 74, 24) 0 -0.4120 0 0.2876 0 0.2441 0 0.2353 0 0.1853 ( 2, 74, 33) ( 2, 4, 81) ( 2, 2, 86) ( 2, 3, 80) ( 2, 3, 72) 0 0.1858 0 0.1960 0 0.2155 0 0.1618 0 0.1441 ( 2, 1, 47) ( 1, 1, 53) ( 2, 4, 51) ( 2, 2, 55) ( 2, 2, 63) 0 0.1360 0 0.1358 0 0.8554E-01 0 0.6133E-01 0 0.4031E-01 ( 2, 4, 58) ( 2, 3, 64) ( 2, 96, 27) ( 1, 73, 31) ( 1, 64, 29) 1 0.9168 0 0.3918 0 0.2925 0 0.1802 0 0.1861 ( 1, 4, 99) ( 2, 7, 96) ( 1,100, 94) ( 2,100, 90) ( 1,100, 85) 0 0.1564 0 0.1062 0 0.1045 0 0.1043 0 0.9763E-01 ( 2,100, 81) ( 1,100, 78) ( 1,100, 73) ( 2, 98, 71) ( 1,100, 68) 0 0.9834E-01 0 0.1075 0 0.8611E-01 0 0.7486E-01 0 0.6144E-01 ( 2, 4, 35) ( 2, 1, 70) ( 2, 1, 52) ( 2, 4, 50) ( 2, 1, 63) 0 0.5791E-01 0 0.5275E-01 0 0.3330E-01 0 0.1977E-01 0 0.1154E-01 ( 2, 94, 38) ( 1, 98, 35) ( 1, 99, 30) ( 1,100, 24) ( 2, 1, 86) 1 0.4263 0 0.1641 0 0.1061 0 0.7516E-01 0 0.6935E-01 ( 1, 2, 99) ( 2, 7, 96) ( 1,100, 94) ( 2, 1, 87) ( 1,100, 84) 0 0.6064E-01 0 0.4366E-01 0 0.3961E-01 0 0.4218E-01 0 0.4151E-01 ( 2,100, 81) ( 1,100, 77) ( 1,100, 73) ( 2, 98, 70) ( 1,100, 67) 0 0.4249E-01 0 0.4525E-01 0 0.3133E-01 0 0.2718E-01 0 0.2529E-01 ( 2,100, 63) ( 1,100, 57) ( 1, 1, 49) ( 2, 1, 55) ( 2, 1, 63) 0 0.2157E-01 0 0.1992E-01 0 0.1213E-01 0 0.6794E-02 0 -0.3691E-02 ( 2, 94, 38) ( 1, 98, 34) ( 1, 99, 29) ( 1,100, 24) ( 2, 4, 51) 1 0.2374 0 0.7122E-01 0 0.4014E-01 0 0.2782E-01 0 0.2586E-01 ( 1, 1, 99) ( 2, 5, 96) ( 1,100, 95) ( 2, 2, 90) ( 1,100, 85) 0 0.2341E-01 0 0.1665E-01 0 0.1550E-01 0 0.1657E-01 0 0.1657E-01 ( 2,100, 82) ( 1,100, 77) ( 1,100, 73) ( 2, 98, 71) ( 1,100, 68) 0 0.1706E-01 0 0.1843E-01 0 0.1278E-01 0 0.1079E-01 0 0.9511E-02 ( 2,100, 63) ( 1,100, 57) ( 2, 10, 42) ( 2, 4, 51) ( 2, 1, 64) 0 0.8569E-02 0 0.7941E-02 0 0.4984E-02 0 0.3097E-02 0 0.1848E-02 ( 2, 94, 38) ( 1, 98, 33) ( 1, 99, 28) ( 2, 4, 82) ( 2, 1, 86) 1 0.1415 0 0.3246E-01 0 0.1543E-01 0 0.1169E-01 0 0.9883E-02 ( 1, 1, 99) ( 2, 4, 96) ( 1,100, 95) ( 2, 1, 88) ( 1,100, 85) 0 0.9254E-02 0 0.6843E-02 0 0.6166E-02 0 0.6545E-02 0 0.6651E-02 ( 2,100, 82) ( 2, 3, 18) ( 1,100, 73) ( 2, 99, 70) ( 1,100, 68) 0 0.6931E-02 0 0.7550E-02 0 0.5484E-02 0 0.4596E-02 0 0.4001E-02 ( 2,100, 64) ( 1,100, 56) ( 2, 8, 41) ( 2, 1, 55) ( 2, 1, 64) 0 0.3387E-02 0 0.3197E-02 0 0.2061E-02 0 0.1096E-02 0 0.6288E-03 ( 2, 94, 39) ( 1, 98, 33) ( 1, 99, 28) ( 1, 85, 22) ( 1, 87, 19) 1 0.8882E-01 0 0.1727E-01 0 -0.7228E-02 0 0.5035E-02 0 0.3769E-02 ( 1, 1, 99) ( 1, 1, 99) ( 1, 74, 24) ( 2, 2, 91) ( 1,100, 85) 0 0.3642E-02 0 0.3319E-02 0 0.2469E-02 0 0.2579E-02 0 0.2711E-02 ( 2,100, 82) ( 2, 2, 84) ( 1,100, 74) ( 2, 99, 71) ( 1,100, 68) 0 0.2844E-02 0 0.3044E-02 0 0.2336E-02 0 0.1883E-02 0 0.1571E-02 ( 2,100, 64) ( 1,100, 56) ( 2, 7, 40) ( 2, 1, 57) ( 2, 1, 65) 0 0.1396E-02 0 0.1347E-02 0 0.8967E-03 0 0.5360E-03 0 0.2836E-03 ( 2, 94, 39) ( 1, 98, 33) ( 1,100, 28) ( 2, 4, 82) ( 2, 6, 72) 1 0.5978E-01 0 0.9520E-02 0 -0.3343E-02 0 0.2243E-02 0 0.1611E-02 ( 1, 1, 99) ( 1, 1, 99) ( 2, 1, 91) ( 2, 2, 91) ( 2, 1, 94) 0 0.1511E-02 0 0.1369E-02 0 0.1022E-02 0 0.1012E-02 0 0.1125E-02 ( 1, 2, 90) ( 2, 2, 83) ( 2, 98, 75) ( 2, 99, 71) ( 1,100, 68) 0 0.1207E-02 0 0.1267E-02 0 0.1083E-02 0 0.8782E-03 0 0.6779E-03 ( 2,100, 65) ( 1,100, 56) ( 2, 6, 40) ( 2, 1, 55) ( 2, 1, 65) 0 0.5623E-03 0 0.5590E-03 0 0.3890E-03 0 0.2212E-03 0 0.1203E-03 ( 2, 94, 39) ( 1, 98, 32) ( 1,100, 28) ( 2, 72, 29) ( 1, 76, 29) 1 0.4263E-01 0 0.5495E-02 0 -0.2068E-02 0 0.1159E-02 0 0.8623E-03 ( 1, 1, 99) ( 2, 3, 96) ( 2, 1, 91) ( 2, 3, 93) ( 2, 2, 96) 0 0.7780E-03 0 0.8424E-03 0 0.4297E-03 0 0.4045E-03 0 0.4831E-03 ( 1, 3, 92) ( 2, 2, 85) ( 1, 98, 75) ( 2, 99, 71) ( 1,100, 68) 0 0.5344E-03 0 0.5496E-03 0 0.4995E-03 0 0.3979E-03 0 0.2736E-03 ( 2,100, 66) ( 1,100, 56) ( 2, 1, 50) ( 2, 1, 58) ( 2, 1, 66) 0 0.2275E-03 0 0.2193E-03 0 0.1748E-03 0 0.1157E-03 0 0.6332E-04 ( 2, 94, 40) ( 1, 98, 32) ( 1,100, 28) ( 2, 67, 26) ( 1, 75, 30) 1 0.3100E-01 0 0.3488E-02 0 -0.1340E-02 0 0.6496E-03 0 0.4942E-03 ( 1, 1, 99) ( 2, 3, 96) ( 2, 1, 92) ( 2, 3, 93) ( 2, 2, 96) 0 0.3962E-03 0 0.4366E-03 0 0.2219E-03 0 0.1748E-03 0 0.2045E-03 ( 1, 3, 92) ( 2, 2, 85) ( 1, 5, 82) ( 2, 3, 84) ( 1,100, 68) 0 0.2410E-03 0 0.2501E-03 0 0.2519E-03 0 0.1928E-03 0 0.1204E-03 ( 2, 2, 36) ( 1,100, 55) ( 2, 2, 51) ( 2, 1, 58) ( 2, 1, 66) 0 0.9288E-04 1 0.2251E-01 0 0.2408E-02 0 -0.8695E-03 0 0.3186E-03 ( 2, 94, 40) ( 1, 1, 99) ( 2, 2, 96) ( 2, 1, 93) ( 2, 3, 94) 0 0.2764E-03 0 0.2129E-03 0 0.2168E-03 0 0.1359E-03 0 0.1038E-03 ( 2, 2, 96) ( 1, 3, 92) ( 2, 2, 86) ( 2, 7, 83) ( 2, 5, 71) 0 0.1296E-03 0 0.1430E-03 0 0.1675E-03 0 0.1580E-03 0 0.1189E-03 ( 2, 1, 76) ( 2, 2, 67) ( 2, 4, 47) ( 2, 5, 41) ( 2, 3, 47) 0 0.6459E-04 1 0.1640E-01 0 0.1714E-02 0 -0.6749E-03 0 0.2326E-03 ( 2, 6, 42) ( 1, 1, 99) ( 2, 2, 96) ( 2, 1, 93) ( 2, 3, 94) 0 0.1677E-03 0 0.1185E-03 0 0.1310E-03 0 0.1043E-03 0 0.7061E-04 ( 2, 2, 97) ( 1, 3, 92) ( 2, 3, 87) ( 2, 6, 83) ( 1, 4, 84) 1 0.1204E-01 0 0.1213E-02 0 -0.4636E-03 0 0.1404E-03 0 0.1301E-03 ( 1, 1, 99) ( 2, 2, 96) ( 2, 1, 92) ( 1, 3, 97) ( 2, 2, 96) 0 0.8854E-04 1 0.8916E-02 0 0.9721E-03 0 -0.2221E-03 0 0.1177E-03 ( 1, 3, 91) ( 1, 1, 99) ( 2, 2, 97) ( 2, 1, 94) ( 1, 3, 97) 0 0.1325E-03 0 0.1208E-03 0 0.1456E-03 0 0.1622E-03 0 0.1229E-03 ( 2, 2, 96) ( 1, 3, 92) ( 2, 3, 94) ( 2, 1, 84) ( 2, 4, 71) 0 0.1008E-03 0 0.8882E-04 1 0.6710E-02 0 0.6292E-03 0 -0.1713E-03 ( 2, 4, 63) ( 2, 8, 59) ( 1, 1, 99) ( 2, 2, 97) ( 2, 1, 92) 0 -0.8551E-04 1 0.5066E-02 0 0.3309E-03 0 0.1220E-03 0 0.7409E-04 ( 2, 1, 96) ( 1, 1, 99) ( 2, 4, 95) ( 2, 1, 98) ( 1, 2, 98) 1 0.3852E-02 0 0.3085E-03 0 0.7314E-04 1 0.2946E-02 0 0.2710E-03 ( 1, 1, 99) ( 2, 2, 97) ( 2, 3, 61) ( 1, 1, 99) ( 2, 2, 97) 0 0.1239E-03 0 -0.7788E-04 1 0.2274E-02 0 0.1253E-03 0 0.5990E-04 ( 2, 1, 98) ( 2, 1, 95) ( 1, 1, 99) ( 2, 1, 98) ( 2, 2, 97) 1 0.1758E-02 0 0.1162E-03 0 0.9300E-04 1 0.1364E-02 0 0.1656E-03 ( 1, 1, 99) ( 2, 2, 97) ( 2, 2, 97) ( 1, 1, 99) ( 2, 2, 97) 0 0.6709E-04 1 0.1057E-02 0 0.1217E-03 0 0.9107E-04 1 0.8277E-03 ( 2, 1, 98) ( 1, 1, 99) ( 2, 2, 97) ( 2, 2, 97) ( 1, 1, 99) 0 0.1349E-03 0 0.5944E-04 1 0.6455E-03 0 0.9364E-04 1 0.5111E-03 ( 2, 2, 97) ( 2, 2, 97) ( 1, 1, 99) ( 2, 2, 97) ( 1, 1, 99) 0 0.5072E-04 1 0.4131E-03 0 0.3895E-04 1 0.3213E-03 0 0.3510E-04 ( 2, 3, 68) ( 1, 1, 99) ( 2, 2, 97) ( 1, 1, 99) ( 2, 3, 68) 1 0.2607E-03 0 0.2087E-04 1 0.2017E-03 0 0.2763E-04 1 0.1644E-03 ( 1, 1, 99) ( 2, 3, 68) ( 1, 1, 99) ( 2, 3, 68) ( 1, 1, 99) 0 0.1802E-04 1 0.1268E-03 0 0.2294E-04 1 0.1045E-03 0 0.1632E-04 ( 2, 3, 68) ( 1, 1, 99) ( 2, 3, 68) ( 1, 1, 99) ( 2, 3, 68) 1 0.7814E-04 ( 1, 1, 99) MAXIMUM RESIDUAL FOR EACH ITERATION (1 INDICATES THE FIRST INNER ITERATION): RESIDUAL RESIDUAL RESIDUAL RESIDUAL RESIDUAL LAYER,ROW,COL LAYER,ROW,COL LAYER,ROW,COL LAYER,ROW,COL LAYER,ROW,COL --------------------------------------------------------------------------- 1 -288.4 0 205.0 0 68.13 0 -67.75 0 -97.02 ( 2, 74, 25) ( 2, 74, 24) ( 2, 74, 24) ( 2, 74, 24) ( 2, 74, 24) 0 34.77 0 35.09 0 47.74 0 21.82 0 -11.10 ( 2, 2, 98) ( 2, 74, 24) ( 2, 74, 24) ( 2, 74, 24) ( 2, 74, 24) 0 -24.83 0 -16.07 0 -9.853 0 8.228 0 6.566 ( 2, 74, 24) ( 2, 74, 24) ( 2, 73, 25) ( 2, 74, 24) ( 2, 75, 23) 0 -7.712 0 -6.585 0 3.935 0 -3.636 0 -2.442 ( 2,100, 99) ( 2,100, 99) ( 2, 72, 26) ( 2, 99,100) ( 2, 76, 22) 1 -35.31 0 20.31 0 -13.07 0 7.015 0 6.611 ( 1, 1, 99) ( 1, 2, 99) ( 1, 2, 98) ( 1, 99, 2) ( 1, 2, 97) 0 8.070 0 -4.070 0 -3.849 0 3.671 0 -2.808 ( 1, 2, 98) ( 1, 2, 97) ( 1, 2, 98) ( 1,100, 99) ( 2, 1, 96) 0 -3.789 0 -4.078 0 -2.425 0 -2.608 0 2.271 ( 2, 2, 92) ( 1,100, 99) ( 1,100, 99) ( 2, 99,100) ( 1,100, 99) 0 2.002 0 2.394 0 1.212 0 0.6454 0 -0.6792 ( 2, 99,100) ( 2, 99,100) ( 2, 99, 98) ( 2, 2, 94) ( 2, 99,100) 1 -21.85 0 10.53 0 -6.568 0 3.939 0 3.782 ( 1, 1, 99) ( 1, 2, 99) ( 1, 2, 98) ( 1, 1, 99) ( 1, 2, 98) 0 3.816 0 -1.955 0 -1.976 0 -1.639 0 -1.052 ( 1, 2, 98) ( 1, 2, 97) ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 96) 0 -1.466 0 1.662 0 -0.9071 0 -1.029 0 0.8385 ( 2, 2, 93) ( 1, 2, 98) ( 1,100, 99) ( 2, 99,100) ( 1,100, 99) 0 0.7337 0 0.8844 0 0.4605 0 -0.2322 0 -0.2520 ( 2, 99,100) ( 2, 99,100) ( 2, 99, 98) ( 1,100, 99) ( 2, 99,100) 1 -14.02 0 5.530 0 -3.154 0 2.546 0 2.156 ( 1, 1, 99) ( 1, 2, 99) ( 1, 2, 98) ( 1, 1, 99) ( 1, 2, 98) 0 1.893 0 -0.9401 0 -1.016 0 -0.9445 0 -0.5768 ( 1, 2, 98) ( 1, 2, 97) ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) 0 0.7265 0 1.010 0 0.4483 0 -0.4204 0 -0.4552 ( 1, 2, 98) ( 1, 2, 98) ( 1, 2, 98) ( 2, 99,100) ( 1, 2, 98) 0 -0.3250 0 0.3465 0 0.1830 0 0.1178 0 -0.9769E-01 ( 1, 2, 98) ( 2, 99,100) ( 2, 99, 98) ( 1, 2, 98) ( 2, 99,100) 1 -9.161 0 3.061 0 1.601 0 1.555 0 1.243 ( 1, 1, 99) ( 1, 2, 99) ( 1, 1, 99) ( 1, 1, 99) ( 1, 2, 98) 0 0.9642 0 -0.5567 0 -0.5529 0 -0.5171 0 -0.3431 ( 1, 2, 98) ( 1, 1, 99) ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) 0 0.4121 0 0.5832 0 0.2841 0 0.2193 0 -0.2680 ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) ( 1, 3, 97) ( 1, 2, 98) 0 -0.2029 0 -0.1836 0 0.8432E-01 0 0.7680E-01 0 0.3997E-01 ( 1, 2, 98) ( 1, 3, 97) ( 1, 3, 96) ( 1, 2, 98) ( 1, 3, 97) 1 -5.795 0 -1.769 0 0.8477 0 0.8367 0 0.6992 ( 1, 1, 99) ( 1, 2, 98) ( 1, 1, 99) ( 1, 1, 99) ( 1, 2, 98) 0 0.4948 0 -0.3107 0 -0.2906 0 -0.2773 0 -0.1995 ( 1, 2, 98) ( 1, 1, 99) ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) 0 0.2151 0 0.3131 0 0.1719 0 0.1273 0 -0.1404 ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) ( 1, 3, 97) ( 1, 2, 98) 0 -0.1078 0 -0.1037 0 0.4735E-01 0 0.4355E-01 0 0.2263E-01 ( 1, 2, 98) ( 1, 3, 97) ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) 1 -3.287 0 -1.176 0 0.4184 0 0.3716 0 0.3586 ( 1, 1, 99) ( 1, 2, 98) ( 1, 1, 99) ( 1, 1, 99) ( 1, 2, 98) 0 0.2401 0 -0.1461 0 -0.1452 0 -0.1277 0 -0.1112 ( 1, 2, 98) ( 1, 1, 99) ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) 0 0.1096 0 0.1467 0 0.9691E-01 0 0.6617E-01 0 -0.6307E-01 ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) ( 1, 3, 97) ( 1, 2, 98) 0 -0.4803E-01 0 -0.5177E-01 0 0.2655E-01 0 0.2142E-01 0 0.1146E-01 ( 1, 3, 97) ( 1, 3, 97) ( 1, 4, 97) ( 1, 2, 98) ( 1, 3, 97) 1 -1.560 0 -0.7112 0 -0.2168 0 0.1433 0 0.1612 ( 1, 1, 99) ( 1, 2, 98) ( 1, 2, 98) ( 1, 1, 99) ( 1, 2, 98) 0 0.1072 0 -0.6203E-01 0 -0.6475E-01 0 -0.5389E-01 0 -0.5788E-01 ( 1, 2, 98) ( 1, 3, 98) ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) 0 0.4923E-01 0 0.6200E-01 0 0.4856E-01 0 0.3403E-01 0 -0.2470E-01 ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) ( 1, 3, 97) ( 1, 2, 98) 0 -0.2024E-01 0 -0.2301E-01 0 0.1367E-01 0 0.9830E-02 0 0.5412E-02 ( 1, 3, 97) ( 1, 3, 97) ( 1, 4, 97) ( 1, 2, 98) ( 1, 3, 97) 1 -0.9355 0 -0.4048 0 -0.1182 0 0.5424E-01 0 0.6669E-01 ( 1, 2, 98) ( 1, 2, 98) ( 1, 2, 98) ( 1, 1, 99) ( 1, 2, 98) 0 0.4085E-01 0 0.3365E-01 0 -0.2854E-01 0 -0.1971E-01 0 -0.2787E-01 ( 1, 2, 98) ( 1, 3, 97) ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) 0 0.2145E-01 0 0.2541E-01 0 0.2272E-01 0 0.1602E-01 0 0.9156E-02 ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) ( 1, 3, 97) ( 1, 4, 96) 0 -0.7875E-02 1 -0.5564 0 -0.2297 0 -0.6385E-01 0 0.2345E-01 ( 1, 3, 97) ( 1, 2, 98) ( 1, 2, 98) ( 1, 2, 98) ( 1, 1, 99) 0 0.2850E-01 0 -0.1859E-01 0 0.1760E-01 0 -0.1314E-01 0 0.8788E-02 ( 1, 2, 98) ( 1, 3, 98) ( 1, 3, 97) ( 1, 2, 98) ( 1, 3, 98) 0 -0.1517E-01 0 0.1148E-01 0 0.1301E-01 0 0.1135E-01 0 0.8023E-02 ( 1, 3, 97) ( 1, 4, 97) ( 1, 2, 98) ( 1, 3, 97) ( 1, 3, 97) 0 0.4709E-02 1 -0.3294 0 -0.1311 0 -0.4059E-01 0 -0.1568E-01 ( 1, 4, 96) ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) ( 2, 2, 97) 0 0.1355E-01 0 -0.8757E-02 0 0.8653E-02 0 -0.6746E-02 0 0.4688E-02 ( 1, 2, 98) ( 1, 3, 98) ( 1, 3, 97) ( 1, 2, 98) ( 1, 3, 98) 1 -0.1993 0 -0.7871E-01 0 -0.2770E-01 0 -0.1162E-01 0 0.8539E-02 ( 1, 2, 98) ( 1, 2, 98) ( 1, 3, 97) ( 2, 2, 97) ( 1, 2, 98) 0 -0.6446E-02 1 -0.1224 0 -0.5784E-01 0 -0.2017E-01 0 -0.8603E-02 ( 1, 3, 98) ( 1, 2, 98) ( 1, 3, 97) ( 1, 3, 97) ( 2, 2, 97) 0 0.7977E-02 0 -0.7590E-02 0 0.9337E-02 0 -0.7593E-02 0 0.5735E-02 ( 1, 2, 98) ( 1, 3, 98) ( 1, 4, 96) ( 1, 2, 98) ( 1, 3, 98) 0 -0.7471E-02 0 0.5453E-02 1 -0.7748E-01 0 -0.4156E-01 0 -0.1233E-01 ( 1, 3, 97) ( 1, 4, 97) ( 1, 3, 97) ( 1, 3, 97) ( 1, 3, 97) 0 -0.5785E-02 1 -0.5947E-01 0 -0.2924E-01 0 -0.8242E-02 0 -0.3546E-02 ( 2, 2, 97) ( 1, 3, 97) ( 1, 3, 97) ( 1, 2, 98) ( 2, 2, 97) 1 -0.4639E-01 0 -0.1629E-01 0 0.5307E-02 1 -0.3218E-01 0 -0.2146E-01 ( 1, 3, 97) ( 2, 1, 98) ( 2, 2, 98) ( 1, 3, 97) ( 1, 3, 97) 0 -0.6797E-02 0 0.2854E-02 1 -0.2479E-01 0 -0.9885E-02 0 -0.4084E-02 ( 2, 1, 98) ( 1, 1, 99) ( 1, 3, 97) ( 1, 3, 97) ( 1, 2, 98) 1 0.2060E-01 0 -0.1203E-01 0 -0.4657E-02 1 -0.1938E-01 0 -0.9450E-02 ( 1, 2, 97) ( 1, 3, 97) ( 1, 2, 98) ( 2, 2, 97) ( 2, 1, 98) 0 -0.4173E-02 1 -0.1736E-01 0 -0.7946E-02 0 -0.4064E-02 1 -0.1528E-01 ( 1, 3, 97) ( 2, 2, 97) ( 2, 2, 97) ( 1, 3, 97) ( 2, 2, 97) 0 -0.6142E-02 0 -0.2920E-02 1 -0.1247E-01 0 -0.5544E-02 1 -0.6720E-02 ( 2, 1, 98) ( 1, 3, 97) ( 2, 2, 97) ( 2, 2, 97) ( 1, 3, 97) 0 -0.3918E-02 1 -0.6161E-02 0 -0.2941E-02 1 -0.3675E-02 0 -0.2453E-02 ( 2, 1, 98) ( 2, 2, 97) ( 2, 2, 97) ( 1, 1, 99) ( 2, 1, 98) 1 -0.2984E-02 0 -0.1840E-02 1 -0.2694E-02 0 -0.1562E-02 1 -0.1724E-02 ( 2, 2, 97) ( 2, 1, 98) ( 1, 1, 99) ( 2, 1, 98) ( 2, 2, 97) 0 -0.1171E-02 1 -0.2052E-02 0 0.1291E-02 1 -0.1079E-02 0 0.1483E-02 ( 2, 1, 98) ( 1, 1, 99) ( 1, 2, 98) ( 2, 2, 97) ( 1, 2, 98) 1 -0.1654E-02 ( 1, 1, 99) OUTPUT CONTROL FOR STRESS PERIOD 1 TIME STEP 1 SAVE HEAD FOR ALL LAYERS SAVE BUDGET SAVE BUDGET INFO. Sign of cbc-flux FLOW RIGHT FACE is swapped! INFO. Sign of cbc-flux FLOW FRONT FACE is swapped! INFO. Sign of cbc-flux FLOW LOWER FACE is swapped! HEAD WILL BE SAVED ON UNIT 28 AT END OF TIME STEP 1, STRESS PERIOD 1 1 VOLUMETRIC BUDGET FOR ENTIRE MODEL AT END OF TIME STEP 1 IN STRESS PERIOD 1 ------------------------------------------------------------------------------ CUMULATIVE VOLUMES L**3 RATES FOR THIS TIME STEP L**3/T ------------------ ------------------------ IN: IN: --- --- STORAGE = 0.0000 STORAGE = 0.0000 CONSTANT HEAD = 0.0000 CONSTANT HEAD = 4025.3213 WELLS = 0.0000 WELLS = 0.0000 TOTAL IN = 0.0000 TOTAL IN = 4025.3213 OUT: OUT: ---- ---- STORAGE = 0.0000 STORAGE = 0.0000 CONSTANT HEAD = 0.0000 CONSTANT HEAD = 0.0000 WELLS = 0.0000 WELLS = 2500.0000 TOTAL OUT = 0.0000 TOTAL OUT = 2500.0000 IN - OUT = 0.0000 IN - OUT = 1525.3213 PERCENT DISCREPANCY = 0.00 PERCENT DISCREPANCY = 46.75 TIME SUMMARY AT END OF TIME STEP 1 IN STRESS PERIOD 1 SECONDS MINUTES HOURS DAYS YEARS ----------------------------------------------------------- TIME STEP LENGTH 0.0000 0.0000 0.0000 0.0000 0.0000 STRESS PERIOD TIME 0.0000 0.0000 0.0000 0.0000 0.0000 TOTAL TIME 0.0000 0.0000 0.0000 0.0000 0.0000 1 Run end date and time (yyyy/mm/dd hh:mm:ss): 2014/09/25 16:05:38 Elapsed run time: 3.821 Seconds