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CylinderKnMa/Kn0p06/simulation0034_Kn0p06Ma5p3/Lambda/Lambda_55_300000.vtu

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+<?xml version="1.0"?>
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+  <UnstructuredGrid>
+    <Piece NumberOfPoints="2278"                 NumberOfCells="2178"                >
+      <PointData>
+      </PointData>
+      <CellData>
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+        <DataArray type="Float64" Name="xc" format="appended" RangeMin="5.5123"               RangeMax="5.9925"               offset="3996"                />
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+        <DataArray type="Float64" Name="c_6[2]" format="appended" RangeMin="0.032236"             RangeMax="0.051343"             offset="25848"               />
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+      <Points>
+        <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="6.8098972501"         RangeMax="7.8102496759"         offset="45224"               />
+      </Points>
+      <Cells>
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="51984"               />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="66420"               />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="70320"               />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
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76s+fa4mG/2oQSXC9amt5pQSaEzebJnKhwLexT3gI2jsYHoMK5mhWmd6zcDLti3hvLSzzu0stjZDT0jsYeR9alF2ftd1QmNjKHXsGB5buZSZPQFlHw/G6Oeiq0F93r0A9T7F8mOAGvVGzByMfs2Frs5Ti8qFYmX3itBDSAkn9MAkLllKd8TI4b41zXyyC9YV/9vxUQz7vW7lcBx/OeE2dBkg1f+gLvwNHy956TrbDYsEwi3bA5cWBndtewVvmtU1BQeGNoe8L0L7l8uKBAPwL3wLjpA==AQAAAACAAAAQRAAALTwAAA==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AQAAAACAAAAQRAAAWQsAAA==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AQAAAACAAACCCAAAGQAAAA==eJzj5BwFo2AUjIJRMApGwSigNwAA+uhMkw==
+  </AppendedData>
+</VTKFile>

CylinderKnMa/Kn0p06/simulation0034_Kn0p06Ma5p3/output/surf.300000.dat

@@ -0,0 +1,209 @@
+ITEM: TIMESTEP
+300000
+ITEM: NUMBER OF SURFS
+200
+ITEM: BOX BOUNDS oo oo pp
+-5 6
+-5 5
+-0.5 0.5
+ITEM: SURFS id v1x v1y v2x v2y f_2[1] f_2[2] f_2[3] f_2[4] f_2[5] f_2[6] f_2[7] f_2[8] f_2[9] f_2[10] f_2[11] 
+1          0.5            0      0.49975    -0.015705      0.04554       5.7814      -5.7807      0.09081  -0.00048749    -0.031032    -0.090806   0.00093895       340.41            0            0 
+65     -0.21289     -0.45241       -0.227      -0.4455      0.52719       68.161       29.987       61.211        6.246      -3.0599      0.56912       0.9134       5363.8            0            0 
+129     -0.31871      0.38526     -0.30645      0.39508      0.81227       105.14       65.736      -82.052       6.8901         5.52       1.1408      -1.2021       8136.9            0            0 
+193      0.48429      0.12434      0.48796      0.10907      0.04382        5.423      -5.2731       -1.266     -0.03619      0.15074    -0.083395    -0.017517       228.61            0            0 
+2      0.49975    -0.015705      0.49901    -0.031395      0.04522       5.7068      -5.7005      0.26883  -0.00040342   -0.0085544    -0.089546    0.0040882       302.94            0            0 
+66       -0.227      -0.4455     -0.24088     -0.43815      0.56712       73.187       34.246        64.68       6.4293      -3.4041      0.63891      0.96248         5669            0            0 
+130     -0.30645      0.39508     -0.29389      0.40451      0.76363       98.785       59.312      -78.997       6.8836       5.1683       1.0398      -1.1596       7576.7            0            0 
+194      0.48796      0.10907      0.49114     0.093691      0.04501       5.6064      -5.4899      -1.1369    -0.026172      0.12638    -0.086643    -0.015873       232.07            0            0 
+3      0.49901    -0.031395      0.49778    -0.047054      0.04545        5.722      -5.7044      0.44894   -0.0079496     -0.10101    -0.089725    0.0054651       298.93            0            0 
+67     -0.24088     -0.43815     -0.25452     -0.43037       0.6026       77.888       38.591       67.656       6.6523      -3.7944      0.71064       1.0031       6003.4            0            0 
+131     -0.29389      0.40451     -0.28104      0.41354      0.72231       93.629       53.837      -76.603       6.7163       4.7203      0.95114      -1.1291       7215.6            0            0 
+195      0.49114     0.093691      0.49384     0.078217      0.04451       5.5858      -5.5026     -0.96036    -0.028697      0.16443    -0.086882    -0.012502       265.51            0            0 
+4      0.49778    -0.047054      0.49606    -0.062667      0.04401       5.5949      -5.5611      0.61395   -0.0064973    -0.058852    -0.087451    0.0087191        271.3            0            0 
+68     -0.25452     -0.43037     -0.26791     -0.42216      0.64301       82.978       43.356        70.75       6.7745      -4.1514      0.78741       1.0461       6419.1            0            0 
+132     -0.28104      0.41354     -0.26791      0.42216       0.6795       87.805       48.207      -73.388       6.3551       4.1745      0.85703      -1.0872       6770.6            0            0 
+196      0.49384     0.078217      0.49606     0.062667      0.04511       5.6202      -5.5641     -0.79189    -0.018214      0.12798    -0.087684    -0.010428       287.05            0            0 
+5      0.49606    -0.062667      0.49384    -0.078217      0.04469       5.6162      -5.5602      0.79133    -0.015824     -0.11119    -0.087584     0.010683       251.54            0            0 
+69     -0.26791     -0.42216     -0.28104     -0.41354      0.68875       88.941       48.831       74.338       6.6343      -4.3579      0.87121       1.0992       6783.9            0            0 
+133     -0.26791      0.42216     -0.25452      0.43037      0.64185       83.197        43.47      -70.937       6.7723         4.15      0.78917       -1.049       6442.5            0            0 
+197      0.49606     0.062667      0.49778     0.047054      0.04548       5.7224      -5.6878     -0.62794    -0.004162     0.037699    -0.089406   -0.0092711       298.75            0            0 
+6      0.49384    -0.078217      0.49114    -0.093691      0.04447       5.5374      -5.4549      0.95204    -0.011469    -0.065717    -0.085863     0.013922       251.86            0            0 
+70     -0.28104     -0.41354     -0.29389     -0.40451      0.72081       93.414       53.714       76.427       6.6757      -4.6918      0.94855       1.1268         7227            0            0 
+134     -0.25452      0.43037     -0.24088      0.43815      0.60087       77.733       38.513      -67.521       6.5817       3.7542      0.70832      -1.0016       5997.9            0            0 
+198      0.49778     0.047054      0.49901     0.031395      0.04468       5.7088      -5.6912      -0.4479   -0.0076542     0.097256    -0.089513   -0.0055077       284.95            0            0 
+7      0.49114    -0.093691      0.48796     -0.10907      0.04449       5.5963        -5.48       1.1349    -0.032955     -0.15914    -0.086594     0.015326       256.13            0            0 
+71     -0.29389     -0.40451     -0.30645     -0.39508      0.76971        99.45       59.712       79.529       6.9893      -5.2477       1.0477       1.1668       7623.3            0            0 
+135     -0.24088      0.43815       -0.227       0.4455        0.561       72.631       33.986      -64.188       6.2994       3.3354      0.63278     -0.95584       5594.4            0            0 
+199      0.49901     0.031395      0.49975     0.015705      0.04533       5.7602      -5.7538     -0.27134   -0.0012672     0.026871    -0.090397     -0.00384       309.11            0            0 
+8      0.48796     -0.10907      0.48429     -0.12434      0.04293       5.4043       -5.255       1.2616    -0.042862     -0.17853    -0.083215     0.017012       224.72            0            0 
+72     -0.30645     -0.39508     -0.31871     -0.38526      0.81196       105.57       66.009       82.393       6.7296      -5.3914       1.1425       1.2095       8158.1            0            0 
+136       -0.227       0.4455     -0.21289      0.45241      0.52522       67.999       29.915      -61.065       6.1587       3.0171      0.56662     -0.91177       5284.9            0            0 
+200      0.49975     0.015705          0.5            0      0.04617       5.8562      -5.8555    -0.091986   0.00043338    -0.027588    -0.091967   -0.0018782       301.39            0            0 
+9      0.48429     -0.12434      0.48015      -0.1395      0.04324       5.4295      -5.2371       1.4327     -0.03083      -0.1127    -0.082744     0.020734        257.5            0            0 
+73     -0.31871     -0.38526     -0.33066     -0.37506      0.85773       111.39       72.339       84.698       6.6991      -5.7215       1.2415       1.2405       8596.5            0            0 
+137     -0.21289      0.45241     -0.19857      0.45888      0.49072       63.284       26.042      -57.678       6.1199       2.7632      0.50518     -0.86256       4826.8            0            0 
+10      0.48015      -0.1395      0.47553     -0.15451      0.04307       5.3618      -5.1247       1.5766    -0.031547     -0.10254    -0.080991     0.023153       218.25            0            0 
+74     -0.33066     -0.37506     -0.34227     -0.36448      0.90017       116.31       78.278       86.027       6.5161      -5.9292       1.3319       1.2581       8964.8            0            0 
+138     -0.19857      0.45888     -0.18406      0.46489       0.4568       59.078       22.608      -54.581       5.9998       2.4852      0.44935     -0.81828       4625.3            0            0 
+11      0.47553     -0.15451      0.47044     -0.16937      0.04411       5.4243      -5.1319        1.757    -0.057839     -0.16894    -0.081517     0.024945        202.6            0            0 
+75     -0.34227     -0.36448     -0.35355     -0.35355       0.9565        123.7       86.082       88.829       6.6691      -6.4628       1.4569       1.2938       9517.9            0            0 
+139     -0.18406      0.46489     -0.16937      0.47044      0.41909       54.277       19.185      -50.773       5.7345       2.1669      0.39143     -0.76347       4224.5            0            0 
+12      0.47044     -0.16937      0.46489     -0.18406      0.04261       5.2711      -4.9309       1.8632    -0.020006    -0.052944    -0.077765     0.028434       157.75            0            0 
+76     -0.35355     -0.35355     -0.36448     -0.34227      0.99568       129.03       92.658       89.792        6.184      -6.3814       1.5525       1.3102       9999.4            0            0 
+140     -0.16937      0.47044     -0.15451      0.47553      0.39121       50.453       16.343      -47.733       5.3807       1.8422      0.34122     -0.72082       4024.3            0            0 
+13      0.46489     -0.18406      0.45888     -0.19857      0.04331       5.3696      -4.9609       2.0549     -0.06111     -0.14753    -0.078882     0.029959       183.05            0            0 
+77     -0.36448     -0.34227     -0.37506     -0.33066       1.0397        134.9       99.777        90.79       6.0211      -6.6171       1.6618       1.3221        10459            0            0 
+141     -0.15451      0.47553      -0.1395      0.48015      0.36388       47.222       13.885      -45.134        5.381       1.6554      0.30262     -0.68293       3756.5            0            0 
+14      0.45888     -0.19857      0.45241     -0.21289      0.04248        5.221      -4.7584       2.1485    -0.031128     -0.06894    -0.075231     0.032664       160.85            0            0 
+78     -0.37506     -0.33066     -0.38526     -0.31871        1.087        140.5       106.84        91.25       5.8728      -6.8762       1.7704       1.3253        10752            0            0 
+142      -0.1395      0.48015     -0.12434      0.48429      0.33543       43.304       11.427      -41.769       5.0145       1.3718      0.25825     -0.63453       3349.5            0            0 
+15      0.45241     -0.21289       0.4455       -0.227      0.04288       5.2785      -4.7403       2.3222     -0.03182    -0.064952    -0.074957     0.035456       123.45            0            0 
+79     -0.38526     -0.31871     -0.39508     -0.30645       1.1326       146.61       114.42       91.664        5.832      -7.2796       1.8888       1.3255        11269            0            0 
+143     -0.12434      0.48429     -0.10907      0.48796      0.31132       40.208       9.3865      -39.097       4.8622       1.1673      0.22381     -0.59578       3149.1            0            0 
+16       0.4455       -0.227      0.43815     -0.24088      0.04249       5.2229      -4.6158        2.444    -0.031019    -0.058584     -0.07299     0.037468       147.42            0            0 
+80     -0.39508     -0.30645     -0.40451     -0.29389        1.178       152.74       122.15        91.71       5.3747      -7.1585        2.003       1.3281        11618            0            0 
+144     -0.10907      0.48796    -0.093691      0.49114      0.28392       36.676       7.4374      -35.914       4.7717      0.98818      0.19177     -0.54859       2939.5            0            0 
+17      0.43815     -0.24088      0.43037     -0.25452      0.04349        5.319      -4.6203       2.6353    -0.056536    -0.099119     -0.07346     0.039837       136.82            0            0 
+81     -0.40451     -0.29389     -0.41354     -0.28104       1.2287       159.08       130.15       91.474       5.2041      -7.4047       2.1261       1.3205        12139            0            0 
+145    -0.093691      0.49114    -0.078217      0.49384      0.26248       33.873       5.8238      -33.369       4.5884       0.8008      0.16355     -0.51156       2749.3            0            0 
+18      0.43037     -0.25452      0.42216     -0.26791      0.04172       5.0944      -4.3437       2.6618    -0.053061    -0.086588    -0.069061      0.04045       160.74            0            0 
+82     -0.41354     -0.28104     -0.42216     -0.26791       1.2728       164.87        137.8       90.519         4.83       -7.353       2.2404       1.3063        12630            0            0 
+146    -0.078217      0.49384    -0.062667      0.49606      0.24024       30.934       4.3586      -30.625        4.312      0.61369      0.13619      -0.4714       2503.8            0            0 
+19      0.42216     -0.26791      0.41354     -0.28104      0.04095       5.0747      -4.2415       2.7861    -0.083285     -0.12679     -0.06793     0.041771       148.74            0            0 
+83     -0.42216     -0.26791     -0.43037     -0.25452       1.3175       170.79       145.62       89.239       4.3663      -7.1251        2.356       1.2898        13135            0            0 
+147    -0.062667      0.49606    -0.047054      0.49778      0.21778       28.112       3.0849      -27.943       3.9448      0.43551      0.11042     -0.43206       2210.4            0            0 
+20      0.41354     -0.28104      0.40451     -0.29389      0.04069       5.0486      -4.1305        2.903    -0.058268    -0.082907    -0.065794     0.044296       161.04            0            0 
+84     -0.43037     -0.25452     -0.43815     -0.24088         1.36       176.09       152.96       87.246       4.1515      -7.2783       2.4678       1.2561        13581            0            0 
+148    -0.047054      0.49778    -0.031395      0.49901      0.20527       26.499        2.079      -26.417       3.7581      0.29577     0.091686     -0.41029       2074.3            0            0 
+21      0.40451     -0.29389      0.39508     -0.30645      0.03856         4.78      -3.8225         2.87    -0.055999    -0.074584    -0.060921     0.043909       134.42            0            0 
+85     -0.43815     -0.24088      -0.4455       -0.227       1.3987       180.96       159.93       84.678       3.6411      -6.8768       2.5692        1.222        13841            0            0 
+149    -0.031395      0.49901    -0.015705      0.49975      0.18204       23.542        1.109      -23.516       3.6654      0.17286     0.074994     -0.36666       1924.3            0            0 
+22      0.39508     -0.30645      0.38526     -0.31871       0.0372       4.5746      -3.5702       2.8602    -0.035415    -0.044205    -0.056634     0.044232       180.39            0            0 
+86      -0.4455       -0.227     -0.45241     -0.21289       1.4381       186.38       167.37       81.996       3.3255      -6.7882       2.6812       1.1813        14306            0            0 
+150    -0.015705      0.49975            0          0.5       0.1643        21.28      0.33426      -21.278       3.4333     0.053935     0.059179     -0.33337       1770.2            0            0 
+23      0.38526     -0.31871      0.37506     -0.33066      0.03569        4.468      -3.3975       2.9018       -0.012     -0.01405    -0.053554     0.045358       178.83            0            0 
+87     -0.45241     -0.21289     -0.45888     -0.19857       1.4805          192       174.99        79.01        3.103      -6.8725       2.7973       1.1331        14722            0            0 
+151            0          0.5     0.015705      0.49975      0.14776       19.173     -0.30116      -19.171       3.1818    -0.049984     0.045248     -0.30191       1544.2            0            0 
+24      0.37506     -0.33066      0.36448     -0.34227      0.03253       4.1368      -3.0597       2.7841     0.029995     0.032964    -0.047589     0.044249       182.63            0            0 
+88     -0.45888     -0.19857     -0.46489     -0.18406       1.5125       195.83       180.93       74.942       2.6548      -6.4093       2.8836       1.0765        14701            0            0 
+152     0.015705      0.49975     0.031395      0.49901      0.14051       18.213     -0.85795      -18.193       3.0293     -0.14286     0.034107       -0.288       1511.8            0            0 
+25      0.36448     -0.34227      0.35355     -0.35355      0.03068       3.8603      -2.7722       2.6864     0.058702     0.060575    -0.042622     0.043148       222.41            0            0 
+89     -0.46489     -0.18406     -0.47044     -0.16937       1.5416       199.83       186.93       70.635       2.2409      -5.9302       2.9714       1.0163        15158            0            0 
+153     0.031395      0.49901     0.047054      0.49778      0.12537       16.101      -1.2633      -16.052       2.8826     -0.22687     0.025435     -0.25569         1342            0            0 
+26      0.35355     -0.35355      0.34227     -0.36448      0.02798       3.5362      -2.4609       2.5394       0.1726      0.16726    -0.035943     0.042515       200.57            0            0 
+90     -0.47044     -0.16937     -0.47553     -0.15451       1.5771        204.6       193.57       66.273       1.9603      -5.7254       3.0712      0.95104        15817            0            0 
+154     0.047054      0.49778     0.062667      0.49606      0.11317       14.606      -1.6028      -14.518       2.6825     -0.29615      0.01696     -0.23269       1229.3            0            0 
+27      0.34227     -0.36448      0.33066     -0.37506      0.02536       3.2099      -2.1603       2.3742      0.29758      0.27077    -0.029259     0.041545       233.33            0            0 
+91     -0.47553     -0.15451     -0.48015      -0.1395       1.6064       208.91       199.68       61.429       1.6304      -5.2997        3.162      0.88164        16372            0            0 
+155     0.062667      0.49606     0.078217      0.49384      0.10114        13.13        -1.85      -12.999       2.5428      -0.3619     0.010883     -0.20986       1094.8            0            0 
+28      0.33066     -0.37506      0.31871     -0.38526      0.02309       2.9345      -1.9058       2.2314      0.38434      0.32825    -0.023898     0.040206       215.35            0            0 
+92     -0.48015      -0.1395     -0.48429     -0.12434       1.6305       211.54       204.04        55.82       1.2509      -4.5725       3.2246      0.80496        16139            0            0 
+156     0.078217      0.49384     0.093691      0.49114       0.0924       11.925      -2.0503      -11.747       2.3859      -0.4164    0.0052718     -0.19106       1053.8            0            0 
+29      0.31871     -0.38526      0.30645     -0.39508        0.022       2.7552      -1.7226       2.1502      0.49538      0.39687    -0.019277     0.040008       208.92            0            0 
+93     -0.48429     -0.12434     -0.48796     -0.10907       1.6575       215.19       209.24       50.235       1.1286       -4.701       3.3044      0.71521        16670            0            0 
+157     0.093691      0.49114      0.10907      0.48796      0.08211       10.629      -2.1553      -10.408       2.1086     -0.43667  -0.00073355     -0.17034       893.41            0            0 
+30      0.30645     -0.39508      0.29389     -0.40451       0.0218       2.7013      -1.6219       2.1602      0.55832       0.4192    -0.016706     0.040515       223.39            0            0 
+94     -0.48796     -0.10907     -0.49114    -0.093691       1.6795       217.37       212.85        44.08      0.78432      -3.7874       3.3557      0.63288        16615            0            0 
+158      0.10907      0.48796      0.12434      0.48429      0.07506       9.6704      -2.2575      -9.4032       1.9287     -0.46304    -0.005165     -0.15497       796.44            0            0 
+31      0.29389     -0.40451      0.28104     -0.41354      0.02169       2.7223      -1.5653       2.2272      0.65289      0.45886    -0.014332     0.042191       247.66            0            0 
+95     -0.49114    -0.093691     -0.49384    -0.078217       1.6986       220.36       217.08       37.887      0.58509      -3.3524        3.419      0.54244        16503            0            0 
+159      0.12434      0.48429       0.1395      0.48015      0.06915       8.9012      -2.3488      -8.5858       1.9501     -0.53347   -0.0062632     -0.14324       749.29            0            0 
+32      0.28104     -0.41354      0.26791     -0.42216       0.0239        3.009       -1.652        2.515      0.80331      0.52768    -0.013331     0.047792       282.73            0            0 
+96     -0.49384    -0.078217     -0.49606    -0.062667        1.704       221.25       219.04       31.174      0.41046       -2.884        3.447      0.44436        17098            0            0 
+160       0.1395      0.48015      0.15451      0.47553      0.06238       7.9167      -2.3278      -7.5668       1.7253     -0.53077   -0.0094643     -0.12719       673.12            0            0 
+33      0.26791     -0.42216      0.25452     -0.43037      0.02523       3.1591      -1.6506       2.6936      0.80592      0.49387    -0.013268     0.050066       305.54            0            0 
+97     -0.49606    -0.062667     -0.49778    -0.047054       1.7366       224.46        223.1       24.631      0.22948      -2.0786       3.5079      0.35423        16939            0            0 
+161      0.15451      0.47553      0.16937      0.47044      0.05596       7.1735      -2.3236      -6.7868       1.6789     -0.57481    -0.010128     -0.11563       639.85            0            0 
+34      0.25452     -0.43037      0.24088     -0.43815      0.02859       3.5922      -1.7798       3.1203       1.0334      0.58944    -0.011724      0.05827       349.39            0            0 
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CylinderKnMa/Kn0p06/simulation0034_Kn0p06Ma5p3/surf/Surf_300000.vtu

@@ -0,0 +1,38 @@
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+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="23576"               />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="24068"               />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
+  <AppendedData encoding="base64">
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AQAAAACAAABABgAA4gQAAA==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AQAAAACAAABABgAAHgUAAA==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AQAAAACAAABABgAASQUAAA==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AQAAAACAAABABgAAAwYAAA==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AQAAAACAAABABgAABQYAAA==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AQAAAACAAABABgAANwMAAA==eJw1lGtIk2EUx1/8kkSUlaAVXSkw+2CRQReEh+hGCGHRh8LSnK7cnO5SGTNwXaaWiZXhlVJRa1hZzUsaVrpZmrluRGJFNIogNrBaVkRE77vf0/Nh//3Pc87/nOc8z3u8E3Gp5ZsOidEmc9LkcasoiG7b7G+zCt+Iur6bhd+uGix5IpjSPc9ZkCfUXXt0hBn/mByhaCvWDG4xipXa2pEN79aJ2hp1+fXY52Si+3avSJqsKpgyhAZJs/eJLVqimEywKoO8CzPx86ULrSz7Gb3wavXu1ovUcs9E3Eu9cAbUwnxGdGZksx9vIl/AQPxcA/FBI/4TueS5ahEWzSHWRvyrQ5y/6DDxM+3o1Rbgv62Qc907Rv7FJ8V8TXBtEf47S4ifeko0q+0ZNZZiTzjLubeeA0vOYx+roD89lfBTNejn1mGvuoi9rB6MaQTTmtgvbYa/aQGjXeivahV6bZVcQ0/fFrYnv7gZjpu10I3/Vzf+oQ78lnQRZ7uN38yeMP9UeIf9db3oDN5l/939sF0M9xF3vD+sG6r0hLG92Bved5gGiFcewCMewm+Bjs5B+NUh+JVHYNEwGPmY/a8S+0ewd4FKnQ/+8Qn891O4U+LmZ2HsWyNxLuhwS35aYuJz4l1wxQAXz6V9WNonvQD3yP2gtH8DhYK9r13qrpb5Hst6QtTpeO+TuhKNEsc5pyNdnndE9iEWVPz0Scmnb45psn9TZF/z6LOyboB7iPFyz2Ue3k0j92T7w719GrqPXzX3WpPQC1q5d0e8fAem29zz6054cwe6r3lHydPd+Dt4ZzXmG9Sx6zq4rJV3V+uC/7yMn70FLG9Cb0MjPLEB/+mXsLvqwAXV2Our0Pl1Ab6qQs6Zc2D+WeZIoJT59aFEqL+BFEOxWKp9wJFO9P6e4DuPOi5+qOBZUQjXHyW+zM78WJwPug6iH7KhF7TAS/OYLztzmTsbjczJBCN1NpiYI+MHyK8Y5HvLYQ5FZZPft585sl7HXFqkwy89AzyiI++vNLFd+/MonX6NyXn7OQu95VnoZOiYRxUG6us8AA+Z6EtFDnkiTMy1ajN9+WIh3zUr53tqob6U//PSKv4BFFNW4w==AQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAADAEgAA0gMAAA==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AQAAAACAAABABgAAXwEAAA==eJwtxVFEHAAAANBKkpzkJEmSJMlJkiRJkiRJkiQnSXKSJEmSJEmSJEmSZGYmmUmSJEmSJEkyMzOTzCRJkmT20Xs/LybqXazjHO8EB5zoJAed7BSnOs3pznCms5ztHOc6zyHnu8CFLnKxS1zqMpe7wpWucrVrXOs617vBjW5ys1vc6rDb3O4Od7rLEXe7x73uc78HPOghD3vEox7zuCc86SlPe8aznvO8F7zoJS97xate8wd/9Cd/9ro3/MVfvektb3vHu97zvg986CMf+8SnPvO5L3zpK1/7m7/7h3/6l3/7xrf+47++870f/OgnP/vFr37zP0dFvxfjWMc53gkOONFJDjrZKU51mtOd4UxnOds5znWeQ853gQtd5GKXuNRlLneFK13late41nWud4Mb3eRmt7jVYbe53R3udJcj7naPe93nfg940EMe9ohHPeZxT3jSU572jGc95/9sSVRSAQAAAACAAADIAAAADAAAAA==eJxjZh4eAADsVAJZ
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+</VTKFile>

CylinderKnMa/Kn0p06/simulation0034_Kn0p06Ma5p3/surf/geom.surf

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+400 points
+200 lines
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CylinderKnMa/Kn0p06/simulation0035_Kn0p06Ma5p4/Grid.pvd

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+<?xml version="1.0"?>
+<VTKFile type="Collection" version="0.1"
+               byte_order="LittleEndian"
+               compressor="vtkZLibDataCompressor">
+   <Collection>    
+    <DataSet timestep="300000" group="" part="0"   
+             file="Grid/Grid_300000.pvtu"/>
+   </Collection>    
+</VTKFile>    

CylinderKnMa/Kn0p06/simulation0035_Kn0p06Ma5p4/Lambda.pvd

@@ -0,0 +1,9 @@
+<?xml version="1.0"?>
+<VTKFile type="Collection" version="0.1"
+               byte_order="LittleEndian"
+               compressor="vtkZLibDataCompressor">
+   <Collection>    
+    <DataSet timestep="300000" group="" part="0"   
+             file="Lambda/Lambda_300000.pvtu"/>
+   </Collection>    
+</VTKFile>    

CylinderKnMa/Kn0p06/simulation0035_Kn0p06Ma5p4/Lambda/Lambda_23_300000.vtu

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+<?xml version="1.0"?>
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+  <UnstructuredGrid>
+    <Piece NumberOfPoints="3434"                 NumberOfCells="3300"                >
+      <PointData>
+      </PointData>
+      <CellData>
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+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="88956"               />
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AQAAAACAAAAgZwAAKQMAAA==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AQAAAACAAAAgZwAAn0kAAA==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AQAAAACAAAAgZwAA4jYAAA==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AgAAAACAAAD4IAAAgRcAALsFAAA=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BAAAAACAAACAHAAAyRMAAL8TAAC9EwAAqQQAAA==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AQAAAACAAAAgZwAABxEAAA==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eJztwTENAAAAw6C7/g3PxwIUAADAjwE0gnQF
+  </AppendedData>
+</VTKFile>

CylinderKnMa/Kn0p06/simulation0035_Kn0p06Ma5p4/Surf.pvd

@@ -0,0 +1,9 @@
+<?xml version="1.0"?>
+<VTKFile type="Collection" version="0.1"
+               byte_order="LittleEndian"
+               compressor="vtkZLibDataCompressor">
+   <Collection>    
+    <DataSet timestep="300000" group="" part="0"   
+             file="Surf/Surf_300000.vtu"/>
+   </Collection>    
+</VTKFile>    

CylinderKnMa/Kn0p06/simulation0035_Kn0p06Ma5p4/config.txt

@@ -0,0 +1,78 @@
+variable    BZ equal 1.380649E-23
+variable    PI equal 3.1415926536
+variable    molecular_mass equal 6.63E-26
+variable    molecular_diameter equal 4.17E-10
+variable    gamma equal 1.666666667
+variable    R equal ${BZ}/${molecular_mass}
+variable    L equal 1.0
+variable    xmin equal -5.0
+variable    xmax equal  6.0
+variable    ymin equal -5.0
+variable    ymax equal  5.0
+variable    Kn equal 0.06
+variable   Ma equal 5.4
+variable    To equal 273.0
+variable    Tb equal 273.0
+variable    theta equal 0.0
+variable    mfp equal ${Kn}*${L}
+variable    cpmfp equal 4
+variable    nden equal 1.0/sqrt(2.0)/${PI}/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
+variable    sos equal sqrt(${gamma}*${R}*${To})
+variable    vo equal ${Ma}*${sos}
+variable    vx equal ${vo}*cos(${theta}*2*PI/360)
+variable    vy equal ${vo}*sin(${theta}*2*PI/360)
+variable    ppc equal 30
+variable    xncells equal (${xmax}-${xmin})/${mfp}*${cpmfp}
+variable    yncells equal (${ymax}-${ymin})/${mfp}*${cpmfp}
+variable    Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
+variable    tstep equal (-${xmin}+${xmax})/${vx}/${xncells}/10/4
+variable    nave equal 10000
+variable    noutput equal 300000
+clear
+shell    mkdir output
+shell    mkdir grid
+shell    mkdir surf
+seed    7
+dimension    2
+global    nrho ${nden}
+global    fnum ${Fnum}
+timestep    ${tstep}
+global    gridcut 1.0 particle/reorder 100 comm/sort yes
+region    1  cylinder z 0.0 0.0 3.50 -0.5 0.5
+region    2  cylinder z 0.0 0.0 2.00 -0.5 0.5
+region    3  cylinder z 0.0 0.0 0.80 -0.5 0.5
+boundary    o o p
+create_box    ${xmin} ${xmax} ${ymin} ${ymax} -0.5 0.5
+create_grid    ${xncells} ${yncells} 1 levels 4 region 2 1 2 2 1 region 3 2 2 2 1 region 4 3 2 2 1 clump xyz
+balance_grid  rcb cell
+species   gas.species Ar
+mixture   air Ar frac 1.0
+mixture   air Ar vstream ${vx} ${vy} 0.0 temp ${To}
+collide   vss air gas.vhs
+collide_modify    vremax 100 yes remain no nearcp yes 10
+read_surf       cylinder.surf
+surf_collide    1 diffuse 273.0 1.0
+surf_modify     all collide 1
+fix    in emit/face air xlo ylo yhi
+balance_grid  rcb cell
+create_particles air n 0
+stats    10000
+stats_style step cpu np nattempt ncoll nscoll npave nscollave
+run    200000
+compute      1 grid all air n nrho massrho u v w
+compute      2 grid all air trot
+compute      3 tvib/grid all air
+compute      4 thermal/grid all air press temp
+fix          1 ave/grid all 1 ${nave} ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
+dump         1 grid all ${noutput} output/grid.*.dat id xc yc f_1[*]
+dump_modify  1 format float %12.5g
+compute      5 surf all air n press px py shx shy fx fy etot erot evib
+fix          2 ave/surf all 1 ${nave} ${nave} c_5[*] ave running
+dump         2 surf all ${noutput} output/surf.*.dat id v1x v1y v2x v2y f_2[*]
+dump_modify  2 format float %12.5g
+compute      6  lambda/grid f_1[2] f_1[8] Ar kx
+dump         3 grid all ${noutput} output/lambdakn.*.dat id xc yc c_6[*]
+dump_modify  3 format float %12.5g
+run    100000
+write_grid    grid/final-grid.dat
+write_surf    surf/geom.surf

CylinderKnMa/Kn0p06/simulation0035_Kn0p06Ma5p4/cylinder.surf

@@ -0,0 +1,410 @@
+ surf file from Pointwise
+ 
+         200 points
+         200 lines
+ 
+ Points
+ 
+       1  0.5  0.0
+       2  0.499753280182866E+000 -0.157053795390643E-001
+       3  0.499013364214136E+000 -0.313952597646568E-001
+       4  0.497780982301540E+000 -0.470541566592573E-001
+       5  0.496057350657239E+000 -0.626666167821523E-001
+       6  0.493844170297569E+000 -0.782172325201156E-001
+       7  0.491143625364344E+000 -0.936906572928624E-001
+       8  0.487958380969374E+000 -0.109071620698271E+000
+       9  0.484291580564315E+000 -0.124344943582427E+000
+      10  0.480146842838471E+000 -0.139495553019615E+000
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CylinderKnMa/Kn0p06/simulation0035_Kn0p06Ma5p4/gas.species

@@ -0,0 +1,14 @@
+# Species data
+
+# species name
+# molecular weight (atomic mass units, e.g. 16 for oxygen)
+# molecular mass (kg)
+# rotational degrees of freedom (integer, unitless)
+# inverse rotational relaxtion number (unitless)
+# vibrational degrees of freedom (integer, unitless)
+# inverse vibrational relaxation number (unitless)
+# vibrational temperature (K)
+# species weight (unitless)
+# multiple of electon charge (1 for a proton)
+
+Ar    39.95    6.63E-26    0    0.0    0    0.0    0.0    1.0    0.0

CylinderKnMa/Kn0p06/simulation0035_Kn0p06Ma5p4/gas.vhs

@@ -0,0 +1,9 @@
+# VHS collision model parameters for each species
+
+# species name
+# diameter (m)
+# omega (unitless)
+# tref (referenced temperature)
+# alpha (unitless)
+
+Ar    4.17e-10    0.81    273    1.0