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CylinderKnMa/Kn0p06/simulation0030_Kn0p06Ma4p9/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"                />
+        <DataArray type="Float64" Name="yc" format="appended" RangeMin="4.0165"               RangeMax="4.9925"               offset="4560"                />
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+        <DataArray type="Float64" Name="c_6[2]" format="appended" RangeMin="0.033321"             RangeMax="0.052133"             offset="25656"               />
+      </CellData>
+      <Points>
+        <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="6.8098972501"         RangeMax="7.8102496759"         offset="44964"               />
+      </Points>
+      <Cells>
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="51724"               />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="66160"               />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="70060"               />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
+  <AppendedData encoding="base64">
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76s+fa4mG/2oQSXC9amt5pQSaEzebJnKhwLexT3gI2jsYHoMK5mhWmd6zcDLti3hvLSzzu0stjZDT0jsYeR9alF2ftd1QmNjKHXsGB5buZSZPQFlHw/G6Oeiq0F93r0A9T7F8mOAGvVGzByMfs2Frs5Ti8qFYmX3itBDSAkn9MAkLllKd8TI4b41zXyyC9YV/9vxUQz7vW7lcBx/OeE2dBkg1f+gLvwNHy956TrbDYsEwi3bA5cWBndtewVvmtU1BQeGNoe8L0L7l8uKBAPwL3wLjpA==AQAAAACAAAAQRAAAmzsAAA==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AQAAAACAAAAQRAAAfTgAAA==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AQAAAACAAADIagAAvBMAAA==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AQAAAACAAAAQRAAAWQsAAA==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AQAAAACAAACCCAAAGQAAAA==eJzj5BwFo2AUjIJRMApGwSigNwAA+uhMkw==
+  </AppendedData>
+</VTKFile>

CylinderKnMa/Kn0p06/simulation0030_Kn0p06Ma4p9/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      0.04417       5.1467      -5.1461     0.080841  -0.00056218    -0.035787     -0.08084   0.00070768       207.17            0            0 
+65     -0.21289     -0.45241       -0.227      -0.4455      0.49324       58.575        25.77       52.602       5.4053       -2.648      0.48967      0.78465       4092.6            0            0 
+129     -0.31871      0.38526     -0.30645      0.39508      0.76188        90.52       56.597      -70.645       5.8121       4.6563      0.98028      -1.0365       6322.8            0            0 
+193      0.48429      0.12434      0.48796      0.10907      0.04347       4.9658      -4.8286      -1.1592    -0.034702      0.14454    -0.076389    -0.015938        196.2            0            0 
+2      0.49975    -0.015705      0.49901    -0.031395      0.04438       5.1678       -5.162      0.24344   -0.0024204    -0.051325     -0.08112    0.0030175       225.79            0            0 
+66       -0.227      -0.4455     -0.24088     -0.43815      0.52857       62.897       29.431       55.586        5.521      -2.9232      0.54901      0.82719       4490.6            0            0 
+130     -0.30645      0.39508     -0.29389      0.40451      0.72105        85.49        51.33      -68.365       5.7614       4.3258      0.89676      -1.0059         5983            0            0 
+194      0.48796      0.10907      0.49114     0.093691      0.04321       4.9723      -4.8689      -1.0083    -0.017839     0.086139    -0.076758    -0.014485          192            0            0 
+3      0.49901    -0.031395      0.49778    -0.047054      0.04426       5.1045      -5.0888       0.4005   -0.0029025    -0.036879    -0.079977    0.0057114       245.82            0            0 
+67     -0.24088     -0.43815     -0.25452     -0.43037      0.56389        66.92       33.156       58.129       5.4346      -3.0998      0.60616      0.86436       4729.5            0            0 
+131     -0.29389      0.40451     -0.28104      0.41354      0.68372       81.274       46.733      -66.495       5.9586       4.1878      0.82765     -0.97867         5725            0            0 
+195      0.49114     0.093691      0.49384     0.078217      0.04436       5.1131       -5.037     -0.87909    -0.021297      0.12202    -0.079452    -0.011891       215.63            0            0 
+4      0.49778    -0.047054      0.49606    -0.062667      0.04387       5.1047      -5.0738      0.56016    -0.007031    -0.063686    -0.079807    0.0077982       225.08            0            0 
+68     -0.25452     -0.43037     -0.26791     -0.42216      0.60309       71.597        37.41       61.047       5.8151      -3.5635      0.67894      0.90291       5048.5            0            0 
+132     -0.28104      0.41354     -0.26791      0.42216      0.63729       75.706       41.564      -63.276       5.8008       3.8104      0.74398     -0.93404         5331            0            0 
+196      0.49384     0.078217      0.49606     0.062667      0.04377         5.05      -4.9996     -0.71155    -0.014664      0.10303    -0.078761   -0.0095583       249.31            0            0 
+5      0.49606    -0.062667      0.49384    -0.078217      0.04415       5.0569      -5.0064      0.71252    -0.020851     -0.14651    -0.078965    0.0088905       176.94            0            0 
+69     -0.26791     -0.42216     -0.28104     -0.41354      0.64001       75.809       41.621       63.362       5.8219      -3.8243       0.7452      0.93517       5337.4            0            0 
+133     -0.26791      0.42216     -0.25452      0.43037      0.60481       71.785       37.507      -61.206       5.7129       3.5009      0.67887      -0.9064       5058.2            0            0 
+197      0.49606     0.062667      0.49778     0.047054      0.04474       5.1758      -5.1445     -0.56796   -0.0013842     0.012538    -0.080828   -0.0087242       233.67            0            0 
+6      0.49384    -0.078217      0.49114    -0.093691       0.0438       5.0833      -5.0076      0.87396    -0.011938    -0.068404    -0.078843     0.012653       234.44            0            0 
+70     -0.28104     -0.41354     -0.29389     -0.40451      0.68017         80.8        46.46       66.106        5.695      -4.0025      0.81922      0.97548       5670.2            0            0 
+134     -0.25452      0.43037     -0.24088      0.43815       0.5612       66.675       33.035      -57.916        5.579       3.1822      0.60652     -0.85972       4703.5            0            0 
+198      0.49778     0.047054      0.49901     0.031395      0.04329       5.0011      -4.9857     -0.39238   -0.0036974      0.04698     -0.07837   -0.0054254       221.42            0            0 
+7      0.49114    -0.093691      0.48796     -0.10907      0.04289       4.9223        -4.82      0.99818    -0.023082     -0.11146    -0.076072     0.013928       175.43            0            0 
+71     -0.29389     -0.40451     -0.30645     -0.39508      0.72583       86.164       51.734       68.904       5.7026      -4.2816      0.90218        1.015       6039.9            0            0 
+135     -0.24088      0.43815       -0.227       0.4455      0.53273       63.245       29.594      -55.894       5.6619       2.9978      0.55378     -0.83086       4468.7            0            0 
+199      0.49901     0.031395      0.49975     0.015705      0.04536        5.206      -5.2002     -0.24524    0.0010497    -0.022259    -0.081665   -0.0042016       251.82            0            0 
+8      0.48796     -0.10907      0.48429     -0.12434      0.04305       4.9834      -4.8457       1.1633    -0.030619     -0.12754    -0.076594      0.01627       203.47            0            0 
+72     -0.30645     -0.39508     -0.31871     -0.38526      0.75567       90.066       56.313        70.29       5.7649      -4.6186      0.97508       1.0315       6322.4            0            0 
+136       -0.227       0.4455     -0.21289      0.45241      0.49181       58.424       25.703      -52.466       5.2425       2.5683      0.48607     -0.78376       3995.1            0            0 
+200      0.49975     0.015705          0.5            0       0.0445       5.1227      -5.1221    -0.080464  -0.00027779     0.017683    -0.080458  -0.00098612       239.44            0            0 
+9      0.48429     -0.12434      0.48015      -0.1395      0.04323       5.0163      -4.8385       1.3237    -0.031054     -0.11351    -0.076488     0.019008       188.82            0            0 
+73     -0.31871     -0.38526     -0.33066     -0.37506      0.80424       95.376       61.942       72.525        5.793      -4.9477       1.0639       1.0615       6533.8            0            0 
+137     -0.21289      0.45241     -0.19857      0.45888      0.46018       54.708       22.513      -49.861       5.2839       2.3858      0.43662     -0.74571         3848            0            0 
+10      0.48015      -0.1395      0.47553     -0.15451      0.04186       4.8309      -4.6174       1.4205    -0.031568     -0.10261    -0.073022       0.0207       183.56            0            0 
+74     -0.33066     -0.37506     -0.34227     -0.36448      0.84648       100.58       67.692       74.392       5.5208      -5.0235         1.15       1.0896       7099.9            0            0 
+138     -0.19857      0.45888     -0.18406      0.46489      0.42778       50.735       19.416      -46.873       5.1064       2.1151      0.38517     -0.70303       3665.6            0            0 
+11      0.47553     -0.15451      0.47044     -0.16937      0.04254       4.8379      -4.5771       1.5671    -0.025784     -0.07531    -0.072298     0.023432       152.11            0            0 
+75     -0.34227     -0.36448     -0.35355     -0.35355      0.88723       105.33       73.301       75.641       5.6925      -5.5164       1.2408       1.1015       7348.2            0            0 
+139     -0.18406      0.46489     -0.16937      0.47044      0.40074       47.612        16.83      -44.539       4.8811       1.8444      0.34102     -0.67061       3362.5            0            0 
+12      0.47044     -0.16937      0.46489     -0.18406      0.04241       4.8052       -4.495       1.6985    -0.030776    -0.081446    -0.071088       0.0254       156.64            0            0 
+76     -0.35355     -0.35355     -0.36448     -0.34227      0.92997       110.55       79.386        76.93       5.4076      -5.5802       1.3319       1.1207       7675.7            0            0 
+140     -0.16937      0.47044     -0.15451      0.47553      0.37106       44.072       14.276      -41.696       4.8747        1.669       0.3008     -0.62872       3088.6            0            0 
+13      0.46489     -0.18406      0.45888     -0.19857      0.04194       4.8063      -4.4405       1.8393    -0.034379    -0.082998    -0.070288     0.027587       120.25            0            0 
+77     -0.36448     -0.34227     -0.37506     -0.33066      0.97917       116.17        85.92       78.181       5.1389      -5.6476       1.4303       1.1393       8089.7            0            0 
+141     -0.15451      0.47553      -0.1395      0.48015      0.34314       40.671       11.959      -38.873       4.4921       1.3819       0.2584     -0.58888       2872.1            0            0 
+14      0.45888     -0.19857      0.45241     -0.21289      0.04164       4.6871      -4.2719       1.9288    -0.057417     -0.12716    -0.068002     0.028299        105.1            0            0 
+78     -0.37506     -0.33066     -0.38526     -0.31871       1.0152       120.59       91.696       78.316       5.0351      -5.8953       1.5194       1.1375       8410.1            0            0 
+142      -0.1395      0.48015     -0.12434      0.48429      0.31426       37.332       9.8508      -36.008       4.4294       1.2118       0.2243     -0.54656       2657.5            0            0 
+15      0.45241     -0.21289       0.4455       -0.227       0.0425       4.7556      -4.2707       2.0922    -0.054452     -0.11115    -0.067936     0.031117       126.09            0            0 
+79     -0.38526     -0.31871     -0.39508     -0.30645       1.0593       125.98       98.322       78.771       4.8781      -6.0889        1.621       1.1416       8774.9            0            0 
+143     -0.12434      0.48429     -0.10907      0.48796      0.29163       34.609       8.0793      -33.653       4.1406      0.99406      0.19194     -0.51298       2469.1            0            0 
+16       0.4455       -0.227      0.43815     -0.24088      0.04235       4.7538      -4.2012       2.2244    -0.049565    -0.093612    -0.066768     0.033469       128.87            0            0 
+80     -0.39508     -0.30645     -0.40451     -0.29389       1.1004       130.96       104.72       78.628        4.706      -6.2678       1.7188       1.1366       9160.6            0            0 
+144     -0.10907      0.48796    -0.093691      0.49114       0.2694       31.869       6.4626      -31.207       4.1144      0.85204      0.16614     -0.47679       2295.9            0            0 
+17      0.43815     -0.24088      0.43037     -0.25452      0.04066       4.5733      -3.9725       2.2659    -0.030246    -0.053027    -0.062872     0.034758       115.14            0            0 
+81     -0.40451     -0.29389     -0.41354     -0.28104       1.1492       136.38       111.58       78.417       4.5143      -6.4231       1.8235       1.1308       9525.6            0            0 
+145    -0.093691      0.49114    -0.078217      0.49384      0.24855       29.499       5.0718       -29.06       3.9915      0.69663      0.14236     -0.44551       2128.7            0            0 
+18      0.43037     -0.25452      0.42216     -0.26791      0.04078        4.606      -3.9273       2.4066    -0.067595      -0.1103    -0.062749     0.036069       126.12            0            0 
+82     -0.41354     -0.28104     -0.42216     -0.26791       1.1889       141.18          118       77.512       3.9619      -6.0314       1.9157       1.1228         9679            0            0 
+146    -0.078217      0.49384    -0.062667      0.49606      0.22825       27.076       3.8151      -26.806       3.6686      0.52212      0.11755     -0.41285       1913.3            0            0 
+19      0.42216     -0.26791      0.41354     -0.28104      0.03971       4.5145      -3.7733       2.4786    -0.045431    -0.069162    -0.059982     0.037846       101.31            0            0 
+83     -0.42216     -0.26791     -0.43037     -0.25452       1.2295        145.9        124.4       76.232        3.879      -6.3299       2.0149        1.098        10050            0            0 
+147    -0.062667      0.49606    -0.047054      0.49778      0.20875       24.764       2.7175      -24.614       3.5149      0.38805     0.097893     -0.38053       1797.4            0            0 
+20      0.41354     -0.28104      0.40451     -0.29389      0.03894        4.414      -3.6113       2.5381    -0.038682    -0.055039    -0.057332     0.039002       124.12            0            0 
+84     -0.43037     -0.25452     -0.43815     -0.24088       1.2675       150.54       130.77       74.589       3.5122      -6.1576       2.1092       1.0749        10429            0            0 
+148    -0.047054      0.49778    -0.031395      0.49901      0.19123       22.605       1.7735      -22.535       3.2565      0.25629     0.079009     -0.34994       1618.9            0            0 
+21      0.40451     -0.29389      0.39508     -0.30645       0.0372       4.2638      -3.4097       2.5601    -0.079532     -0.10593    -0.054806     0.038548       128.82            0            0 
+85     -0.43815     -0.24088      -0.4455       -0.227       1.3113       156.06       137.92       73.024       3.3197      -6.2699       2.2185       1.0485        10775            0            0 
+149    -0.031395      0.49901    -0.015705      0.49975      0.17143       20.336      0.95795      -20.313       3.1324      0.14772     0.064248     -0.31675       1438.2            0            0 
+22      0.39508     -0.30645      0.38526     -0.31871      0.03564       4.0795      -3.1837       2.5506   -0.0014204    -0.001773     -0.05003     0.040036        145.4            0            0 
+86      -0.4455       -0.227     -0.45241     -0.21289       1.3448       160.08       143.76       70.426       2.8121      -5.7403       2.3022        1.016        11233            0            0 
+150    -0.015705      0.49975            0          0.5      0.15689        18.48      0.29027      -18.477       3.0174     0.047401     0.051954     -0.28948       1403.2            0            0 
+23      0.38526     -0.31871      0.37506     -0.33066      0.03493       4.0398      -3.0719       2.6236    -0.034506    -0.040401    -0.048793     0.040576       156.82            0            0 
+87     -0.45241     -0.21289     -0.45888     -0.19857       1.3771       163.96       149.43       67.472       2.5382      -5.6214       2.3871      0.97151        11561            0            0 
+151            0          0.5     0.015705      0.49975       0.1455       17.208     -0.27029      -17.206       2.7087    -0.042552     0.038301     -0.27093       1222.8            0            0 
+24      0.37506     -0.33066      0.36448     -0.34227      0.03262       3.7252      -2.7553       2.5071     0.025487      0.02801    -0.042878      0.03982       154.15            0            0 
+88     -0.45888     -0.19857     -0.46489     -0.18406       1.4104       168.01       155.22       64.294       2.2712      -5.4831       2.4738      0.92377        11703            0            0 
+152     0.015705      0.49975     0.031395      0.49901       0.1327       15.599     -0.73481      -15.582       2.7355       -0.129     0.031426     -0.24677       1179.1            0            0 
+25      0.36448     -0.34227      0.35355     -0.35355      0.02901       3.4025      -2.4435       2.3679     0.026325     0.027166    -0.037967      0.03762       196.15            0            0 
+89     -0.46489     -0.18406     -0.47044     -0.16937       1.4409       171.32       160.26       60.558       1.8786      -4.9714       2.5468      0.87311        12056            0            0 
+153     0.031395      0.49901     0.047054      0.49778      0.11861       14.082      -1.1049      -14.039        2.457     -0.19337     0.021238     -0.22355       1040.5            0            0 
+26      0.35355     -0.35355      0.34227     -0.36448      0.02669       3.0747      -2.1397        2.208      0.14323       0.1388     -0.03136     0.036862       149.49            0            0 
+90     -0.47044     -0.16937     -0.47553     -0.15451       1.4728       175.22       165.77       56.756       1.7078      -4.9882       2.6306      0.81313        12279            0            0 
+154     0.047054      0.49778     0.062667      0.49606      0.10979       12.932      -1.4191      -12.854       2.2963     -0.25351     0.013779     -0.20588       968.42            0            0 
+27      0.34227     -0.36448      0.33066     -0.37506       0.0254       2.9525      -1.9871       2.1838      0.28664      0.26082    -0.026709     0.038398       189.49            0            0 
+91     -0.47553     -0.15451     -0.48015      -0.1395       1.5024       178.64       170.74       52.526       1.3904      -4.5197       2.7037      0.75405        12625            0            0 
+155     0.062667      0.49606     0.078217      0.49384      0.09795       11.532      -1.6248      -11.417       2.1789     -0.31011    0.0087035      -0.1842       870.91            0            0 
+28      0.33066     -0.37506      0.31871     -0.38526      0.02235       2.5982      -1.6874       1.9757      0.32998      0.28183    -0.021321     0.035459       181.69            0            0 
+92     -0.48015      -0.1395     -0.48429     -0.12434       1.5221       181.71       175.27       47.948       1.2301      -4.4965       2.7723      0.68251        12839            0            0 
+156     0.078217      0.49384     0.093691      0.49114      0.08967       10.568       -1.817      -10.411       2.1014     -0.36676    0.0044681     -0.16928       783.77            0            0 
+29      0.31871     -0.38526      0.30645     -0.39508      0.02112       2.4191      -1.5126        1.888      0.42462      0.34018    -0.017089     0.034998       181.75            0            0 
+93     -0.48429     -0.12434     -0.48796     -0.10907       1.5454       184.32       179.23       43.028      0.92401      -3.8488       2.8297      0.61541        13320            0            0 
+157     0.093691      0.49114      0.10907      0.48796      0.08054       9.5084      -1.9282      -9.3109       1.9205     -0.39771  -0.00012145      -0.1525        737.5            0            0 
+30      0.30645     -0.39508      0.29389     -0.40451      0.02045       2.3308      -1.3995       1.8639      0.51931      0.38991    -0.013825     0.035401       178.02            0            0 
+94     -0.48796     -0.10907     -0.49114    -0.093691       1.5674       186.79       182.91       37.879      0.71786      -3.4664       2.8843      0.54054        13188            0            0 
+158      0.10907      0.48796      0.12434      0.48429      0.07266       8.5247        -1.99      -8.2892       1.7512     -0.42043   -0.0037515      -0.1368       633.57            0            0 
+31      0.29389     -0.40451      0.28104     -0.41354      0.02174       2.5021      -1.4387       2.0471        0.625      0.43925    -0.012782     0.039054       215.29            0            0 
+95     -0.49114    -0.093691     -0.49384    -0.078217       1.5905       189.01        186.2       32.496      0.49128      -2.8149       2.9323      0.46621        13297            0            0 
+159      0.12434      0.48429       0.1395      0.48015      0.06538        7.642      -2.0165      -7.3711       1.6793     -0.45941   -0.0052963       -0.123       616.84            0            0 
+32      0.28104     -0.41354      0.26791     -0.42216      0.02343       2.6941      -1.4791       2.2518      0.74105      0.48678    -0.011593     0.043015        207.8            0            0 
+96     -0.49384    -0.078217     -0.49606    -0.062667       1.5981       190.18       188.29       26.797      0.31411      -2.2071       2.9624      0.38624        13312            0            0 
+160       0.1395      0.48015      0.15451      0.47553       0.0586       6.8311      -2.0086      -6.5291       1.5385      -0.4733   -0.0073845     -0.10999       494.39            0            0 
+33      0.26791     -0.42216      0.25452     -0.43037      0.02484       2.8352      -1.4814       2.4174      0.77712      0.47622    -0.011063     0.045452        238.2            0            0 
+97     -0.49606    -0.062667     -0.49778    -0.047054       1.6177       192.49       191.33       21.123       0.2286      -2.0706       3.0089      0.29926        13613            0            0 
+161      0.15451      0.47553      0.16937      0.47044      0.05317        6.204      -2.0096      -5.8695       1.4635     -0.50106   -0.0085776     -0.10006       505.51            0            0 
+34      0.25452     -0.43037      0.24088     -0.43815      0.02774       3.2248      -1.5977       2.8012      0.90728       0.5175    -0.010845     0.052127       261.77            0            0 
+98     -0.49778    -0.047054     -0.49901    -0.031395       1.6132       193.17       192.57       15.156      0.11688      -1.4851       3.0266      0.21473        14351            0            0 
+162      0.16937      0.47044      0.18406      0.46489      0.04825       5.6295      -1.9899       -5.266       1.3184     -0.49818    -0.010547     -0.09054       423.27            0            0 
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CylinderKnMa/Kn0p06/simulation0030_Kn0p06Ma4p9/surf/Surf_300000.vtu

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AQAAAACAAABABgAAMAUAAA==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AQAAAACAAABABgAA2gUAAA==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AQAAAACAAABABgAAEAYAAA==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AQAAAACAAABABgAADwYAAA==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+</VTKFile>

CylinderKnMa/Kn0p06/simulation0030_Kn0p06Ma4p9/surf/geom.surf

@@ -0,0 +1,610 @@
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+400 points
+200 lines
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CylinderKnMa/Kn0p06/simulation0031_Kn0p06Ma5p0/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/simulation0031_Kn0p06Ma5p0/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/simulation0031_Kn0p06Ma5p0/Lambda/Lambda_23_300000.vtu

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+<?xml version="1.0"?>
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+  <UnstructuredGrid>
+    <Piece NumberOfPoints="3434"                 NumberOfCells="3300"                >
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+      </PointData>
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+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="88872"               />
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AQAAAACAAAAgZwAAKQMAAA==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AQAAAACAAAAgZwAAtUkAAA==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AQAAAACAAAAgZwAAkDYAAA==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BAAAAACAAACAHAAAyRMAAL8TAAC9EwAAqQQAAA==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AQAAAACAAAAgZwAABxEAAA==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eJztwTENAAAAw6C7/g3PxwIUAADAjwE0gnQF
+  </AppendedData>
+</VTKFile>

CylinderKnMa/Kn0p06/simulation0031_Kn0p06Ma5p0/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/simulation0031_Kn0p06Ma5p0/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 5.0
+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/simulation0031_Kn0p06Ma5p0/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
+      11  0.475528258147577E+000 -0.154508497187474E+000
+      12  0.470440384477113E+000 -0.169368960122646E+000
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CylinderKnMa/Kn0p06/simulation0031_Kn0p06Ma5p0/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/simulation0031_Kn0p06Ma5p0/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