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0021314: [CEA 490] Driver GIBI with medloader / medcoupling
authoreap <eap@opencascade.com>
Thu, 1 Sep 2011 10:03:56 +0000 (10:03 +0000)
committereap <eap@opencascade.com>
Thu, 1 Sep 2011 10:03:56 +0000 (10:03 +0000)
  add a SAUV file containing all types of readable piles
+    allPillesTest.sauv

resources/allPillesTest.sauv [new file with mode: 0644]

diff --git a/resources/allPillesTest.sauv b/resources/allPillesTest.sauv
new file mode 100644 (file)
index 0000000..99efda1
--- /dev/null
@@ -0,0 +1,11246 @@
+ ENREGISTREMENT DE TYPE   4
+ NIVEAU  16 NIVEAU ERREUR   0 DIMENSION   2
+ DENSITE 0.00000E+00
+ ENREGISTREMENT DE TYPE   7
+ NOMBRE INFO CASTEM2000   8
+ IFOUR  -1 NIFOUR   0 IFOMOD  -1 IECHO   0 IIMPI   0 IOSPI   0 ISOTYP   1
+ NSDPGE     0
+ ENREGISTREMENT DE TYPE   2
+ PILE NUMERO   1NBRE OBJETS NOMMES      17NBRE OBJETS      43
+ BOTTOM   C_3D     C_5F     C_6      C_65     C_6F     C_75     FAM_LEFT
+ FAM_STOT FAM_TOP  GE_1     GE_3     LEFT     RIGHT    TOP      C_5     
+ C_9     
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+     532     534     535     536     538     539     540     542     543     544
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+     599     600     602     603     604     606     607     608     610     611
+     612
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+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2       2       2       2       2       2       2       2       2       2
+       2
+     217     213     217     217     214     221     217     215     217     217
+     216     217     221     218     221     221     219     225     221     220
+     221     225     222     225     225     223     229     225     224     225
+     229     226     229     229     227     233     229     228     229     233
+     230     233     233     231     237     233     232     233     237     234
+     237     237     235     241     237     236     237     241     238     241
+     241     239     245     241     240     241     245     242     245     245
+     243     249     245     244     245     249     246     249     249     247
+     253     249     248     249     253     250     253     253     251     257
+     253     252     253     257     254     257     257     255     261     257
+     256     257     261     258     261     261     259     265     261     260
+     261     265     262     265     265     263     269     265     264     265
+     269     266     269     269     267     273     269     268     269     273
+     270     273     273     271     277     273     272     273     277     274
+     277     277     275     281     277     276     277     281     278     281
+     281     279     285     281     280     281     285     282     285     285
+     283     289     285     284     285     289     286     289     289     287
+     293     289     288     289     293     290     293     293     291     297
+     293     292     293     297     294     297     297     295     301     297
+     296     297     301     298     301     301     299     305     301     300
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+     309     306     309     309     307     313     309     308     309     313
+     310     313     313     311     317     313     312     313     317     314
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+       5
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+       4
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+       2
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+       3       3       3       3       3       3       3       3       3       3
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+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3
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+     245     245     243     249     249     247     253     253     251     257
+     257     255     261     261     259     265     265     263     269     269
+     267     273     273     271     277     277     275     281     281     279
+     285     285     283     289     289     287     293     293     291     297
+     297     295     301     301     299     305     305     303     309     309
+     307     313     313     311     317     317     315     321     321     319
+     325     325     323     329     329     327     333     333     331     337
+     337     335     341     341     339     345     345     343     349     349
+     347     353     353     351     357     357     355     361     361     359
+     365     365     363     369     369     367     373     373     371     377
+     377     375     381     381     379     385     385     383     389     389
+     387     393     393     391     397     397     395     401     401     399
+     405     405     403     409     409     407     413     413     411     417
+     417     415     421     421     419     425     425     423     429     429
+     427     433     433     431     437     437     435     441     441     439
+     445     445     443     449     449     447     453     453     451     457
+     457     455     461     461     459     465     465     463     469     469
+     467     473     473     471     477     477     475     481     481     479
+     485     485     483     489     489     487     493     493     491     497
+     497     495     501     501     499     505     505     503     509     509
+     507     513     513     511     517     517     515     521     521     519
+     525     525     523     529     529     527     533     533     531     537
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+     547     553     553     551     557     557     555     561     561     559
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+     577     575     581     581     579     585     585     583     589     589
+     587     593     593     591     597     597     595     601     601     599
+     605     605     603     609     609     607     613
+       2       0       0       2     202
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+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3       3       3       3       3       3       3       3       3
+       3       3
+     217     213     217     215     217     216     221     218     221     220
+     225     222     225     224     229     226     229     228     233     230
+     233     232     237     234     237     236     241     238     241     240
+     245     242     245     244     249     246     249     248     253     250
+     253     252     257     254     257     256     261     258     261     260
+     265     262     265     264     269     266     269     268     273     270
+     273     272     277     274     277     276     281     278     281     280
+     285     282     285     284     289     286     289     288     293     290
+     293     292     297     294     297     296     301     298     301     300
+     305     302     305     304     309     306     309     308     313     310
+     313     312     317     314     317     316     321     318     321     320
+     325     322     325     324     329     326     329     328     333     330
+     333     332     337     334     337     336     341     338     341     340
+     345     342     345     344     349     346     349     348     353     350
+     353     352     357     354     357     356     361     358     361     360
+     365     362     365     364     369     366     369     368     373     370
+     373     372     377     374     377     376     381     378     381     380
+     385     382     385     384     389     386     389     388     393     390
+     393     392     397     394     397     396     401     398     401     400
+     405     402     405     404     409     406     409     408     413     410
+     413     412     417     414     417     416     421     418     421     420
+     425     422     425     424     429     426     429     428     433     430
+     433     432     437     434     437     436     441     438     441     440
+     445     442     445     444     449     446     449     448     453     450
+     453     452     457     454     457     456     461     458     461     460
+     465     462     465     464     469     466     469     468     473     470
+     473     472     477     474     477     476     481     478     481     480
+     485     482     485     484     489     486     489     488     493     490
+     493     492     497     494     497     496     501     498     501     500
+     505     502     505     504     509     506     509     508     513     510
+     513     512     517     514     517     516     521     518     521     520
+     525     522     525     524     529     526     529     528     533     530
+     533     532     537     534     537     536     541     538     541     540
+     545     542     545     544     549     546     549     548     553     550
+     553     552     557     554     557     556     561     558     561     560
+     565     562     565     564     569     566     569     568     573     570
+     573     572     577     574     577     576     581     578     581     580
+     585     582     585     584     589     586     589     588     593     590
+     593     592     597     594     597     596     601     598     601     600
+     605     602     605     604     609     606     609     608     613     610
+     613     611     613     612
+ ENREGISTREMENT DE TYPE   2
+ PILE NUMERO   2NBRE OBJETS NOMMES       0NBRE OBJETS       8
+       1       1      -1       1
+     -23     100       1
+ SCAL
+       0
\0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0
\0\0\0\0 \0\0\0\0 \0\0\0\0 \0\0\0\0
+       1
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+  4.00000000000000E+00  4.00000000000000E+00  4.00000000000000E+00
+  4.00000000000000E+00  4.00000000000000E+00  4.00000000000000E+00
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+      11      12       1
+      26
+          1          2          3          4          5          6          7
+          8          9         10       1000         40          0         11
+         12         13         14         15         16         17         18
+         19         20        202        100        301
+ ENREGISTREMENT DE TYPE   2
+ PILE NUMERO  27NBRE OBJETS NOMMES      79NBRE OBJETS     140
+ #2       #3       #4       D        C        GRAV     *        DENS    
+ MESH0    TROPIC   PARAMET  PERMEA   POROSITY SRESIDU  MCOMPRES SATLAW  
+ PERMLAW  SOURCE   BC_DIRI  BC_NEUMA HINI     MODD     FIELD    MOTC    
+ /        DEUXINDI LOI      PW       SAT      SATUR    H_TFIELD OUTPUTS 
+ OUT_SUP  TABLE    OUBL     OPTI     MODE     PLAN     DEFO     TASS    
+ C_A      MOT      DIME     C_17     C_1B     C_1F     C_23     C_27    
+ C_2B     C_2F     C_33     C_37     C_3B     C_3F     CHAIN    C_46    
+ C_4A     C_4D     C_4F     C_50     C_52     C_53     PROG     PROG_Y  
+ ALL      X        N        INDIC    CHP1     NIV      MODARCY  TRANS1  
+ TRANS2   QELEM    OPTRESOL TYPDI    MASSEFMH MATTR    MATTM   
+       1       2       3       4       5       6       7       8       9      10
+      11      12      13      14      15      16      17      18      19      20
+      21      22      23      24      25      26      27      28      29      30
+      31      32      33      34      35      36      37      38      39      40
+      41      42      43      44      45      46      47      48      49      50
+      51      52      53      54      55      56      57      58      59      60
+      61      62      63      64      65      66      67      68      69      70
+      71      72      73      74      75      76      77      78      79
+     807     140
+ #2#3#4DROICERCGRAV*DENSMESH0TROPICPARAMETPERMEAPOROSITYSRESIDUMCOMPRESS
+ ATLAWPERMLAWSOURCEBC_DIRIBC_NEUMAHINIMODDFIELDMOTC/DEUXINDILOIPWSATSATU
+ RH_TFIELDOUTPUTSOUT_SUPTABLEOUBLOPTIMODEPLANDEFOTASSISOTROPEMOTDIMEOUT2
+ .955OUT2.895OUT2.835OUT2.775OUT2.715OUT2.655OUT2.595OUT2.535OUT2.475OUT
+ 2.415EXPONENTIELLECHAINVAN_GENUCHTENLUYESDECENTRENOEFMHILU0PROGPROG_YAL
+ LXNINDICCHP1NIVMODARCYTRANS1TRANS2QELEMOPTRESOLTYPDIMASSEFMHMATTRMATTMS
+ OUSTYPEDARCYSATURSOLVERPREFZREFMASSLUMPSOUS_RELAXATIONHOMOGENEISATIONLT
+ RACEEPSILONSSCHEMEPRECONDMAXITERITMAXRESIDU_MAXTEMPS_CALCULESTEMPS_SAUV
+ ESCPOINTNAMEVALUEMULTIZONEINDEXMAILLAGECOEF_NALPHACOEF_CMODELENOMZONE1A
+ BMCNFBHETANEXPMEXPPOROTERESIDUPRECCHAMPEVOLDOMAINEPRECONDIQUAFNOMDOMINE
+ FMDFACEFACELFACEPCENTREELTFAFACEL2MAILFACETOLERSOMMETNPTDNELDNBFDOBJINC
+                                              LUXXNORMAEXXSURFACXXNORMAF
+       2       4       6      10      14      18      19      23      28      34
+      41      47      55      62      70      76      83      89      96     104
+     108     112     117     121     122     130     133     135     138     143
+     151     158     165     170     174     178     182     186     190     194
+     202     205     209     217     225     233     241     249     257     265
+     273     281     289     302     307     320     322     325     333     335
+     339     343     347     353     356     357     358     363     367     370
+     377     383     389     394     402     407     415     420     425     433
+     443     449     453     457     465     480     495     501     508     515
+     522     529     534     544     558     570     576     580     585     594
+     599     607     613     618     624     630     637     638     642     644
+     649     653     657     661     669     673     678     682     689     697
+     701     707     707     713     717     722     727     733     738     744
+     752     757     763     767     771     775     783     791     799     807
+ ENREGISTREMENT DE TYPE   2
+ PILE NUMERO  29NBRE OBJETS NOMMES       0NBRE OBJETS       2
+       8      18
+ C_9     C_5     TOP     RIGHT   LEFT    GE_3    GE_1    FAM_TOP FAM_STO
+ TFAM_LEFTC_75    C_6F    C_65    C_6     C_5F    C_3D    BOTTOM  MESH0 
+                                                                        
+       8      18
+ C_9     C_5     TOP     RIGHT   LEFT    GE_3    GE_1    FAM_TOP FAM_STO
+ TFAM_LEFTC_75    C_6F    C_65    C_6     C_5F    C_3D    BOTTOM  MESH0 
+                                                                        
+ ENREGISTREMENT DE TYPE   2
+ PILE NUMERO  32NBRE OBJETS NOMMES      10NBRE OBJETS     613
+ C_15     C_19     C_1D     C_21     C_25     C_29     C_2D     C_31    
+ C_35     C_39    
+       1       2       3       4       5       6       7       8       9      10
+     613
+     604     605     606     607     608     609     610     611     612     613
+     201       1     101       2     102       3     103       4     104       5
+     105       6     106       7     107       8     108       9     109      10
+     110      11     111      12     112      13     113      14     114      15
+     115      16     116      17     117      18     118      19     119      20
+     120      21     121      22     122      23     123      24     124      25
+     125      26     126      27     127      28     128      29     129      30
+     130      31     131      32     132      33     133      34      35     202
+      36     135      37     136      38     137      39     138      40     139
+      41     140      42     141      43     142      44     143      45     144
+      46     145      47     146      48     147      49     148      50     149
+      51     150      52     151      53     152      54     153      55     154
+      56     155      57     156      58     157      59     158      60     159
+      61     160      62     161      63     162      64     163      65     164
+      66     165      67     166      68     167      69     168      70     169
+      71     170      72     171      73     172      74     173      75     174
+      76     175      77     176      78     177      79     178      80     179
+      81     180      82     181      83     182      84     183      85     184
+      86     185      87     186      88     187      89     188      90     189
+      91     190      92     191      93     192      94     193      95     194
+      96     195      97     196      98     197      99     198     100     199
+     134     200     203     204     205     206     207     208     209     210
+     211     212     213     214     215     216     217     218     219     220
+     221     222     223     224     225     226     227     228     229     230
+     231     232     233     234     235     236     237     238     239     240
+     241     242     243     244     245     246     247     248     249     250
+     251     252     253     254     255     256     257     258     259     260
+     261     262     263     264     265     266     267     268     269     270
+     271     272     273     274     275     276     277     278     279     280
+     281     282     283     284     285     286     287     288     289     290
+     291     292     293     294     295     296     297     298     299     300
+     301     302     303     304     305     306     307     308     309     310
+     311     312     313     314     315     316     317     318     319     320
+     321     322     323     324     325     326     327     328     329     330
+     331     332     333     334     335     336     337     338     339     340
+     341     342     343     344     345     346     347     348     349     350
+     351     352     353     354     355     356     357     358     359     360
+     361     362     363     364     365     366     367     368     369     370
+     371     372     373     374     375     376     377     378     379     380
+     381     382     383     384     385     386     387     388     389     390
+     391     392     393     394     395     396     397     398     399     400
+     401     402     403     404     405     406     407     408     409     410
+     411     412     413     414     415     416     417     418     419     420
+     421     422     423     424     425     426     427     428     429     430
+     431     432     433     434     435     436     437     438     439     440
+     441     442     443     444     445     446     447     448     449     450
+     451     452     453     454     455     456     457     458     459     460
+     461     462     463     464     465     466     467     468     469     470
+     471     472     473     474     475     476     477     478     479     480
+     481     482     483     484     485     486     487     488     489     490
+     491     492     493     494     495     496     497     498     499     500
+     501     502     503     504     505     506     507     508     509     510
+     511     512     513     514     515     516     517     518     519     520
+     521     522     523     524     525     526     527     528     529     530
+     531     532     533     534     535     536     537     538     539     540
+     541     542     543     544     545     546     547     548     549     550
+     551     552     553     554     555     556     557     558     559     560
+     561     562     563     564     565     566     567     568     569     570
+     571     572     573     574     575     576     577     578     579     580
+     581     582     583     584     585     586     587     588     589     590
+     591     592     593     594     595     596     597     598     599     600
+     601     602     603
+ ENREGISTREMENT DE TYPE   2
+ PILE NUMERO  33NBRE OBJETS NOMMES       0NBRE OBJETS       1
+    3042
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+  5.00000000000000E-01  2.99999999999980E-02  0.00000000000000E+00
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+                  
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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\0\0\0\0\0\0\0\0
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+LABEL AUTOMATIQUE :   1