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  1. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_11_300000.vtu +27 -0
  2. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_1_300000.vtu +0 -0
  3. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_2_300000.vtu +0 -0
  4. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_300000.pvtu +29 -0
  5. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_3_300000.vtu +27 -0
  6. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_4_300000.vtu +0 -0
  7. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_5_300000.vtu +0 -0
  8. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_6_300000.vtu +0 -0
  9. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_7_300000.vtu +27 -0
  10. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_8_300000.vtu +0 -0
  11. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_9_300000.vtu +0 -0
  12. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/output/surf.300000.dat +209 -0
  13. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/surf/Surf_300000.vtu +38 -0
  14. CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/surf/geom.surf +610 -0
  15. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Grid.pvd +9 -0
  16. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda.pvd +9 -0
  17. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_0_300000.vtu +0 -0
  18. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_10_300000.vtu +0 -0
  19. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_11_300000.vtu +27 -0
  20. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_1_300000.vtu +0 -0
  21. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_2_300000.vtu +0 -0
  22. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_300000.pvtu +29 -0
  23. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_3_300000.vtu +27 -0
  24. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_4_300000.vtu +0 -0
  25. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_5_300000.vtu +0 -0
  26. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_6_300000.vtu +0 -0
  27. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_7_300000.vtu +27 -0
  28. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_8_300000.vtu +0 -0
  29. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_9_300000.vtu +0 -0
  30. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Surf.pvd +9 -0
  31. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/config.txt +78 -0
  32. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/cylinder.surf +410 -0
  33. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/gas.species +14 -0
  34. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/gas.vhs +9 -0
  35. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_0_300000.vtu +0 -0
  36. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_10_300000.vtu +0 -0
  37. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_11_300000.vtu +35 -0
  38. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_1_300000.vtu +0 -0
  39. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_2_300000.vtu +0 -0
  40. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_300000.pvtu +37 -0
  41. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_3_300000.vtu +35 -0
  42. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_4_300000.vtu +0 -0
  43. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_6_300000.vtu +0 -0
  44. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_7_300000.vtu +35 -0
  45. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_8_300000.vtu +0 -0
  46. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_9_300000.vtu +0 -0
  47. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/final-grid.dat +0 -0
  48. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/log.sparta +319 -0
  49. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/mir.txt +3 -0
  50. CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/output/surf.300000.dat +209 -0
CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_11_300000.vtu ADDED
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AQAAAACAAAAwJQAATx4AAA==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AQAAAACAAAB4PAAAQAwAAA==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AgAAAACAAADAFAAADBMAAD8DAAA=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CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_300000.pvtu ADDED
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+ <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="5.7077969074" RangeMax="7.8102496759" offset="29736" />
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+ </Points>
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+ <Cells>
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+ <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="34828" />
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+ <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="43784" />
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+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="46332" />
21
+ </Cells>
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+ </Piece>
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+ </UnstructuredGrid>
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+ <AppendedData encoding="base64">
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AQAAAACAAADAKwAAXCIAAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_4_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_5_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_6_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_7_300000.vtu ADDED
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_AQAAAACAAADAKwAAEQcAAA==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eJztzb0KgWEYgOGYpGTR+xaDhZVBGQhPBkpMVjGY/QwsbCgj21cGBmVAyhkYWJS+UpKRSSkDo5IDcV8ncD1uYffGo2SQb/iMhJLQdh2olpW8vcdaqa/EGDpb4YWSqCXXc5hKPoXK7vtSMjnMzZPSkozfL8uIFuvI5hkXtczsKX+zoyXT7gazMy3287Qe22tZpa8t11PLg4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+P74+/H7nkUEA=AQAAAACAAADAKwAAewIAAA==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AQAAAACAAADAKwAAPSEAAA==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AQAAAACAAADAKwAAmR4AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_8_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/Lambda/Lambda_9_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0244_Kn0p14Ma6p3/output/surf.300000.dat ADDED
@@ -0,0 +1,209 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ ITEM: TIMESTEP
2
+ 300000
3
+ ITEM: NUMBER OF SURFS
4
+ 200
5
+ ITEM: BOX BOUNDS oo oo pp
6
+ -5 6
7
+ -5 5
8
+ -0.5 0.5
9
+ 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]
10
+ 1 0.5 0 0.49975 -0.015705 0.01603 1.1279 -1.1278 0.017717 -4.8955e-05 -0.0031163 -0.017716 0.00022934 143.97 0 0
11
+ 129 -0.31871 0.38526 -0.30645 0.39508 0.38152 27.635 17.279 -21.567 2.6142 2.0944 0.31247 -0.30587 4727.9 0 0
12
+ 2 0.49975 -0.015705 0.49901 -0.031395 0.0161 1.1169 -1.1157 0.052615 -0.00046901 -0.0099454 -0.017532 0.00067022 138.67 0 0
13
+ 130 -0.30645 0.39508 -0.29389 0.40451 0.3652 26.412 15.858 -21.121 2.7044 2.0305 0.29157 -0.29986 4483.9 0 0
14
+ 3 0.49901 -0.031395 0.49778 -0.047054 0.01568 1.1104 -1.107 0.087119 0.00067373 0.0085605 -0.017377 0.0015029 138.66 0 0
15
+ 131 -0.29389 0.40451 -0.28104 0.41354 0.33995 24.677 14.189 -20.189 2.6695 1.8762 0.26481 -0.28765 4234.3 0 0
16
+ 4 0.49778 -0.047054 0.49606 -0.062667 0.01578 1.1176 -1.1109 0.12264 -0.0033568 -0.030406 -0.017502 0.0014488 140.63 0 0
17
+ 132 -0.28104 0.41354 -0.26791 0.42216 0.32084 23.211 12.743 -19.4 2.7614 1.8139 0.24353 -0.27622 4005.3 0 0
18
+ 5 0.49606 -0.062667 0.49384 -0.078217 0.01529 1.0758 -1.065 0.15158 -0.0014614 -0.010268 -0.016752 0.0022196 139.81 0 0
19
+ 133 -0.26791 0.42216 -0.25452 0.43037 0.30416 22.045 11.518 -18.796 2.6497 1.6237 0.22254 -0.26973 3836.1 0 0
20
+ 6 0.49384 -0.078217 0.49114 -0.093691 0.01485 1.053 -1.0373 0.18104 -0.0048152 -0.02759 -0.016369 0.0024102 134.66 0 0
21
+ 134 -0.25452 0.43037 -0.24088 0.43815 0.28677 20.78 10.296 -18.05 2.6742 1.5254 0.20372 -0.25956 3662 0 0
22
+ 7 0.49114 -0.093691 0.48796 -0.10907 0.01434 1.0104 -0.98939 0.20489 -0.0034624 -0.016719 -0.015595 0.0029557 124.82 0 0
23
+ 135 -0.24088 0.43815 -0.227 0.4455 0.2671 19.44 9.0965 -17.18 2.6277 1.3913 0.18415 -0.248 3399.8 0 0
24
+ 8 0.48796 -0.10907 0.48429 -0.12434 0.01408 0.98243 -0.95528 0.22934 -0.0053417 -0.02225 -0.015089 0.0032529 133.06 0 0
25
+ 136 -0.227 0.4455 -0.21289 0.45241 0.24934 18.13 7.9762 -16.281 2.5991 1.2733 0.16611 -0.23574 3142.7 0 0
26
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27
+ 137 -0.21289 0.45241 -0.19857 0.45888 0.2388 17.266 7.1053 -15.737 2.5577 1.1548 0.15178 -0.22904 3011.8 0 0
28
+ 10 0.48015 -0.1395 0.47553 -0.15451 0.01343 0.92532 -0.88442 0.27208 0.0035106 0.011412 -0.013837 0.0044529 121.47 0 0
29
+ 138 -0.19857 0.45888 -0.18406 0.46489 0.22006 16.04 6.1384 -14.819 2.4918 1.0321 0.13556 -0.21656 2861.9 0 0
30
+ 11 0.47553 -0.15451 0.47044 -0.16937 0.01208 0.85066 -0.8048 0.27554 -0.014146 -0.041316 -0.012863 0.0036791 121.26 0 0
31
+ 139 -0.18406 0.46489 -0.16937 0.47044 0.20443 14.897 5.2656 -13.935 2.538 0.95902 0.12257 -0.20382 2690.4 0 0
32
+ 12 0.47044 -0.16937 0.46489 -0.18406 0.01145 0.79666 -0.74523 0.2816 -0.011528 -0.030507 -0.011887 0.003944 102.51 0 0
33
+ 140 -0.16937 0.47044 -0.15451 0.47553 0.19068 13.946 4.5172 -13.194 2.4919 0.85318 0.1101 -0.19384 2539.6 0 0
34
+ 13 0.46489 -0.18406 0.45888 -0.19857 0.01188 0.82468 -0.7619 0.31559 0.0028228 0.0068149 -0.011923 0.0050641 121.22 0 0
35
+ 141 -0.15451 0.47553 -0.1395 0.48015 0.17563 12.856 3.7802 -12.288 2.3592 0.7258 0.096434 -0.18161 2377.7 0 0
36
+ 14 0.45888 -0.19857 0.45241 -0.21289 0.01029 0.72138 -0.65747 0.29686 0.0035467 0.0078551 -0.010271 0.0047862 109.89 0 0
37
+ 142 -0.1395 0.48015 -0.12434 0.48429 0.16567 12.061 3.1826 -11.634 2.364 0.6467 0.087122 -0.17258 2291 0 0
38
+ 15 0.45241 -0.21289 0.4455 -0.227 0.00966 0.68189 -0.61235 0.29999 0.022656 0.046247 -0.0092626 0.0054384 100.64 0 0
39
+ 143 -0.12434 0.48429 -0.10907 0.48796 0.15225 11.113 2.5943 -10.806 2.2552 0.54142 0.076171 -0.16123 2056.2 0 0
40
+ 16 0.4455 -0.227 0.43815 -0.24088 0.00935 0.64944 -0.57395 0.30389 0.016775 0.031682 -0.0087518 0.005271 104.58 0 0
41
+ 144 -0.10907 0.48796 -0.093691 0.49114 0.13765 10.02 2.0319 -9.8119 2.0308 0.42056 0.063815 -0.14751 1894.9 0 0
42
+ 17 0.43815 -0.24088 0.43037 -0.25452 0.00847 0.57896 -0.5029 0.28685 0.036833 0.064575 -0.0073207 0.00552 95.208 0 0
43
+ 145 -0.093691 0.49114 -0.078217 0.49384 0.12999 9.4977 1.6329 -9.3563 2.0229 0.35306 0.057424 -0.14142 1779.3 0 0
44
+ 18 0.43037 -0.25452 0.42216 -0.26791 0.00772 0.51944 -0.44289 0.2714 0.044199 0.072126 -0.0062624 0.0053959 96.389 0 0
45
+ 146 -0.078217 0.49384 -0.062667 0.49606 0.12153 8.8689 1.2496 -8.7804 2.0265 0.28841 0.051459 -0.13339 1686.8 0 0
46
+ 19 0.42216 -0.26791 0.41354 -0.28104 0.00685 0.46526 -0.38887 0.25544 0.062171 0.094647 -0.0051316 0.0054989 80.075 0 0
47
+ 147 -0.062667 0.49606 -0.047054 0.49778 0.10982 7.9539 0.87281 -7.9058 1.8988 0.20962 0.043534 -0.12089 1525.1 0 0
48
+ 20 0.41354 -0.28104 0.40451 -0.29389 0.00734 0.50793 -0.41556 0.29206 0.076338 0.10862 -0.0053283 0.0062936 113.24 0 0
49
+ 148 -0.047054 0.49778 -0.031395 0.49901 0.10273 7.5165 0.58974 -7.4934 1.7609 0.13858 0.036922 -0.11552 1431.1 0 0
50
+ 21 0.40451 -0.29389 0.39508 -0.30645 0.00623 0.43123 -0.34485 0.25892 0.091621 0.12203 -0.0039775 0.0059836 96.031 0 0
51
+ 149 -0.031395 0.49901 -0.015705 0.49975 0.09481 6.8382 0.32212 -6.8306 1.7323 0.081692 0.032269 -0.10601 1302.7 0 0
52
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AQAAAACAAABABgAAYwUAAA==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AQAAAACAAABABgAAqgUAAA==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AQAAAACAAABABgAArQUAAA==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AQAAAACAAABABgAA7QUAAA==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AQAAAACAAABABgAAGQYAAA==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AQAAAACAAABABgAAIgYAAA==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AQAAAACAAABABgAAJQYAAA==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AQAAAACAAAAwJQAAUB4AAA==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AQAAAACAAAB4PAAAQAwAAA==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AgAAAACAAADAFAAADBMAAD8DAAA=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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_300000.pvtu ADDED
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+ </Points>
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+ <Cells>
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+ <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="34804" />
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+ <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="43760" />
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+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="46308" />
21
+ </Cells>
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+ </Piece>
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+ </UnstructuredGrid>
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+ <AppendedData encoding="base64">
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AQAAAACAAADAKwAAfCIAAA==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AQAAAACAAAAERwAA2A4AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_4_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_5_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_6_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_7_300000.vtu ADDED
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_AQAAAACAAADAKwAAEQcAAA==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eJztzb0KgWEYgOGYpGTR+xaDhZVBGQhPBkpMVjGY/QwsbCgj21cGBmVAyhkYWJS+UpKRSSkDo5IDcV8ncD1uYffGo2SQb/iMhJLQdh2olpW8vcdaqa/EGDpb4YWSqCXXc5hKPoXK7vtSMjnMzZPSkozfL8uIFuvI5hkXtczsKX+zoyXT7gazMy3287Qe22tZpa8t11PLg4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+P74+/H7nkUEA=AQAAAACAAADAKwAAewIAAA==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AQAAAACAAADAKwAAySEAAA==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AQAAAACAAAAERwAA0w0AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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AQAAAACAAAB4BQAAFAAAAA==eJzj5BwFo2AUjIJRQE8AALsOMTk=
26
+ </AppendedData>
27
+ </VTKFile>
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_8_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Lambda/Lambda_9_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/Surf.pvd ADDED
@@ -0,0 +1,9 @@
 
 
 
 
 
 
 
 
 
 
1
+ <?xml version="1.0"?>
2
+ <VTKFile type="Collection" version="0.1"
3
+ byte_order="LittleEndian"
4
+ compressor="vtkZLibDataCompressor">
5
+ <Collection>
6
+ <DataSet timestep="300000" group="" part="0"
7
+ file="Surf/Surf_300000.vtu"/>
8
+ </Collection>
9
+ </VTKFile>
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/config.txt ADDED
@@ -0,0 +1,78 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ variable BZ equal 1.380649E-23
2
+ variable PI equal 3.1415926536
3
+ variable molecular_mass equal 6.63E-26
4
+ variable molecular_diameter equal 4.17E-10
5
+ variable gamma equal 1.666666667
6
+ variable R equal ${BZ}/${molecular_mass}
7
+ variable L equal 1.0
8
+ variable xmin equal -5.0
9
+ variable xmax equal 6.0
10
+ variable ymin equal -5.0
11
+ variable ymax equal 5.0
12
+ variable Kn equal 0.14
13
+ variable Ma equal 6.4
14
+ variable To equal 273.0
15
+ variable Tb equal 273.0
16
+ variable theta equal 0.0
17
+ variable mfp equal ${Kn}*${L}
18
+ variable cpmfp equal 4
19
+ variable nden equal 1.0/sqrt(2.0)/${PI}/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
20
+ variable sos equal sqrt(${gamma}*${R}*${To})
21
+ variable vo equal ${Ma}*${sos}
22
+ variable vx equal ${vo}*cos(${theta}*2*PI/360)
23
+ variable vy equal ${vo}*sin(${theta}*2*PI/360)
24
+ variable ppc equal 30
25
+ variable xncells equal (${xmax}-${xmin})/${mfp}*${cpmfp}
26
+ variable yncells equal (${ymax}-${ymin})/${mfp}*${cpmfp}
27
+ variable Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
28
+ variable tstep equal (-${xmin}+${xmax})/${vx}/${xncells}/10/4
29
+ variable nave equal 10000
30
+ variable noutput equal 300000
31
+ clear
32
+ shell mkdir output
33
+ shell mkdir grid
34
+ shell mkdir surf
35
+ seed 7
36
+ dimension 2
37
+ global nrho ${nden}
38
+ global fnum ${Fnum}
39
+ timestep ${tstep}
40
+ global gridcut 1.0 particle/reorder 100 comm/sort yes
41
+ region 1 cylinder z 0.0 0.0 3.50 -0.5 0.5
42
+ region 2 cylinder z 0.0 0.0 2.00 -0.5 0.5
43
+ region 3 cylinder z 0.0 0.0 0.80 -0.5 0.5
44
+ boundary o o p
45
+ create_box ${xmin} ${xmax} ${ymin} ${ymax} -0.5 0.5
46
+ 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
47
+ balance_grid rcb cell
48
+ species gas.species Ar
49
+ mixture air Ar frac 1.0
50
+ mixture air Ar vstream ${vx} ${vy} 0.0 temp ${To}
51
+ collide vss air gas.vhs
52
+ collide_modify vremax 100 yes remain no nearcp yes 10
53
+ read_surf cylinder.surf
54
+ surf_collide 1 diffuse 273.0 1.0
55
+ surf_modify all collide 1
56
+ fix in emit/face air xlo ylo yhi
57
+ balance_grid rcb cell
58
+ create_particles air n 0
59
+ stats 10000
60
+ stats_style step cpu np nattempt ncoll nscoll npave nscollave
61
+ run 200000
62
+ compute 1 grid all air n nrho massrho u v w
63
+ compute 2 grid all air trot
64
+ compute 3 tvib/grid all air
65
+ compute 4 thermal/grid all air press temp
66
+ fix 1 ave/grid all 1 ${nave} ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
67
+ dump 1 grid all ${noutput} output/grid.*.dat id xc yc f_1[*]
68
+ dump_modify 1 format float %12.5g
69
+ compute 5 surf all air n press px py shx shy fx fy etot erot evib
70
+ fix 2 ave/surf all 1 ${nave} ${nave} c_5[*] ave running
71
+ dump 2 surf all ${noutput} output/surf.*.dat id v1x v1y v2x v2y f_2[*]
72
+ dump_modify 2 format float %12.5g
73
+ compute 6 lambda/grid f_1[2] f_1[8] Ar kx
74
+ dump 3 grid all ${noutput} output/lambdakn.*.dat id xc yc c_6[*]
75
+ dump_modify 3 format float %12.5g
76
+ run 100000
77
+ write_grid grid/final-grid.dat
78
+ write_surf surf/geom.surf
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/cylinder.surf ADDED
@@ -0,0 +1,410 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ surf file from Pointwise
2
+
3
+ 200 points
4
+ 200 lines
5
+
6
+ Points
7
+
8
+ 1 0.5 0.0
9
+ 2 0.499753280182866E+000 -0.157053795390643E-001
10
+ 3 0.499013364214136E+000 -0.313952597646568E-001
11
+ 4 0.497780982301540E+000 -0.470541566592573E-001
12
+ 5 0.496057350657239E+000 -0.626666167821523E-001
13
+ 6 0.493844170297569E+000 -0.782172325201156E-001
14
+ 7 0.491143625364344E+000 -0.936906572928624E-001
15
+ 8 0.487958380969374E+000 -0.109071620698271E+000
16
+ 9 0.484291580564315E+000 -0.124344943582427E+000
17
+ 10 0.480146842838471E+000 -0.139495553019615E+000
18
+ 11 0.475528258147577E+000 -0.154508497187474E+000
19
+ 12 0.470440384477113E+000 -0.169368960122646E+000
20
+ 13 0.464888242944126E+000 -0.184062276342339E+000
21
+ 14 0.458877312841991E+000 -0.198573945317390E+000
22
+ 15 0.452413526233010E+000 -0.212889645782536E+000
23
+ 16 0.445503262094184E+000 -0.226995249869774E+000
24
+ 17 0.438153340021932E+000 -0.240876837050858E+000
25
+ 18 0.430371013501972E+000 -0.254520707875186E+000
26
+ 19 0.422163962751007E+000 -0.267913397489498E+000
27
+ 20 0.413540287137281E+000 -0.281041688926065E+000
28
+ 21 0.404508497187474E+000 -0.293892626146237E+000
29
+ 22 0.395077506187845E+000 -0.306453526826488E+000
30
+ 23 0.385256621387895E+000 -0.318711994874345E+000
31
+ 24 0.375055534815230E+000 -0.330655932661826E+000
32
+ 25 0.364484313710706E+000 -0.342273552964344E+000
33
+ 26 0.353553390593274E+000 -0.353553390593274E+000
34
+ 27 0.342273552964344E+000 -0.364484313710706E+000
35
+ 28 0.330655932661826E+000 -0.375055534815230E+000
36
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AQAAAACAAAAwJQAA1SIAAA==eJxFmXk41O37/mefsURCRFIoRKEiFdetspUsJUXpKUVIRJFI2pCtsoRIKSVUlkillGxJFJWKSptlzIxhVsxmfnMcn+f3ff66j3kfx8x5Xq/zfP9x3dPuydt7o2cENPN8Ql/XjYBg1LJx760RMFuaY0aTnbmZIQZPY0fgTFHEHzvnEVhzAaOVYDsCxLqQhOOWIxDQ/Xf0g8EITDRHrJfiRmCwg1fUQhsG+tzt5qs/DUPENc3K0afD0Blkfq7n5TAcxZyfdltDhVMm0fBMlQp5y059954eAdHiFP79vhFQrW998r71Pz+tc28Zb8sfAY2OHpXJ4yMwFEDa6R84AvJ+KTkQMAJKaIGL1Y4RyBx2VWVtHgH+gM+yjSYjgDuh6bZ0ZhjWnLqZEtZGhQUVKpnSW1TIijPDJaVTIfrBTTmNYCp8fa0RdtSbCkl1xsTYVVRoDPD0OL2MCjUShd52bSoMOIwXq+OpsB6EDUGDI8AyVdwe3jgCUssc90+pI4At2bvU/fwIHCPWvvKJGgHdTfrON3VHwTL0ipmT6igM7b772m2CCsp3knMKv1Chu+/4P551VNBLu+s4lUWFND+nuRv8qaDRenMTYy0Vtg5eOXLYlArBx3ssLmtSoSPDKZdOpsLRFcLCeOHI//lo/ze3oopuFfytUVA9xTyXkjYKRb8cH6/YPwofIpPVeStGYXHuuT5VuVGQ22lMNGZS4Szhh0npGxl3I1dVtwYqxLcn83dlUkG4redDzx4qvP2nh/3MkQrzVoYYBK6kws0nZsWa8/7zUfz0/m1dDRpM9ZccRMxRSLzfEenfMAr+l74zzlaNwizzSxz14lHArlbZ+i15FJpDpPMyA0eh/s8Wzw+Oo2BxWRrjrjcKZz/6X4gmj0JViorFeup/fNaNHfKnv6DC9agHt5tKqHA7aZV0wosGXXu3cJvsabBkmX97+WYa2M+SzrNbSIOKwSJaKnsUnHUUIgM/joLW1c9h72pH4db8grH4/FG4nebfLswchb49Al9KwShkfHnxrDt3FFKef36fFjYK8c3eyzy8/vM1XTwjILBo8DhIbxR9ocHDBsLX6Ls0MD70RMI/S4POl/KRc9NoEA3bzIvDaPBk3XcF7a00EM4VFKYZ0MC1wyjRDEeDVUH+gTZfR8Hk58ObcY9l/tzPaeZlj8K9vpadYSdHYYe3gprwn1HYXhFMWLOMDm/iLkQ1atDhnP/cStwsOkSK31u4iGhwN3N2pmIXDX6tX/tDpY0G+0eD73TW06AZ94diWE6DPTZbsvGpNFj4m7Dayo8GHqS45yfX0KBfIK9WLstpuTbx6xtZTg+bVhWd+zsK+IDe5SRFBhhmvVeZ3UmHugMcXcsCOrzUnZ9mEEcHa5v89AUedNA5LH+lypQOXbvmmzyh0EHZam2D4Q8aIN+HdqGPaOCp4u16tYoGVh9nYiqyaTBJYm7wP0oDqtl3hnkQDTi7ui0KN9DgIi8SegMZwDr1+NR9dwZcXDL2F2/MgKHH1WeKpujw1S2YMDpMh0Tbk9cmmujw5GODsDqLDh96m/Pco+lQ6Sy/ih1Bh98DLtk1G+hw2K7k9e55dHjfMUJciaVD+mV5XiiVBsH4bRnKf2kQXs0o/qk8BoFL1vxYMMEAzQR1t+IWBtS+ONMXf4cBlSoH2h9HMmBtZINwrwsD7Jq00z6tYoDRvp2hv+UYEHYP9Xd9lv1+62NbozY6eH6r/r2nhg5xtW96zW7RQT0+OCEjhQ6th09qXw2gw4Iu+7kKEWOAF9fpFLqOwcHEKd9jlmMwOzcSzi8cg8aEpM+pYgYsUnqjtn+IAb3fwvz8Hsp8PU7nfEhgAM18J3P1QQZE1GmH0GR+orKrF/6xYYA0CcUoaTPAFMb0+oR0KOtYKXVtpwM1sW7g+ComuDLTPjrMYoKSXuw1MWMMWvYwmqMfjsE6hRs0fvoYOJX4yg/sHQMVf0m+p+xU35Dl7uIxBifLg+y1jMcg6tIZ7y+YMbir3/wk78N/fCTDEsF+PwYYL//9ptqZAfu6Y57nXGTC8sNVGEI8Ewy3tqu98mJCNydGe7szE1oF4hhNMybkRrZHxs9mgku1daHg8xh03NvsySgYg/l7YtddPjEGpJAz0xqOY+CtU/37uf4Y1K82dNBQHYOEgKwqOYUxeJQmt8p9kAGKmzOr5lqOw80gNbcqJhNMO0PPercygZCdp7jiMhOsjPpDuHuZsJ0S+TLFkgmitb70WzL9hVa/jOKWMeH3oXfsFYpMmDi2g5nzdQwUhpcEVD8ag8EHHqyU02NQ1vgpzNp9DCxq97cHLBuDtn8CW+OrxqGh95Hk5aVx6HNIjOoPGYeinN1Le4+Ow4VVeYp/nMZB+mfTyr364xC5rVw/s50Jf0i/yj6lMCFEGIrFBjHhSB/uybQ3E1YyEi1LjWQc4pumOtSYoBu049398THIU5fjGb8dg0uafWn0oxMwNX5it6X9BFA3/SyzEI1DgD1rr/6rcTjtOCluuiPTxS0Mepg0DqPz87oUj49D2dbEnJbt4+AUnPg5b8k4aHtq3Y/BjMNlPev5GAYTvO4kRi2tZYJ7yvWUkVQmFHXh8pTCmXBt17LhejUW1DKDSn9gWBBOen3F4McEcH8exiplTYCGYuCQxtYJmFdRdqBFfgK+Hu3aOsMaB7+Du++ZdI9DKEarc07xOMyfMNmvFT8O3c8/Vs5zGYeLZycLt1uMw9UH9L+NCuNQWnfsp95XJmTmSroe+7CgDft+le8GFgw6L6vbtZoF++/hCx5ps+Cig26Q8vQEDH0eJN5/PQGJvpULRRkT4IwJbF0WNAEN3QmWj7ZNQGxOmf6E9QRsmX1sgZfWBMh/yVXMwEzAufObVir9+M9fl+zVDC9ngVnkmedOmSyw87zaeCmSBeJy9kfX/SyoCMs6umYHC64ZPbZL9WRBsqILacqaBZhnEtMoGReDW3wbHnUCOohes2xuT0BIuq5ReugE/HlLjrzkMQH+EattnB0mwGOc3LtFYQL2tMP8mnEWoHnaYS7fWHDIT2KT3yTT/25Pq6pmgXTEXq4gnwWmN9g1B2JY0OBwp+PwPhboq6Gx294smPK/OsHcyoKjo/0LPBxYYF4pUUwzYUFi91T3PSwLWp7y497UT0Cb4aud9jUTkDGduULNlg1ansNPy9ey4bpA7ewBMzakb4lctGUWG+66xb6ks1lwjFGF9/nLgs6/1t2+PSyovP1LFPGIBdgdykPqWSxgrrlTfi6aBRua9xfIh7LgfdoZkfYBFjzFuIwoerBgPa8f1i5nQeES3z3Jj9jQYjzsfDyNDSfXDZ/4HMQGrrvvu+cH2KD9rHxEZRcbXs7FyzvasEHz1I7qNj02lBnItb+XY4PqB+siCYcFT5ZlNVt8ZkGahuFV1SoWyMVI4kKz/+Ny4EQ6P2GXbG7h0Jt3VDYYxJRbyfezYWdUVcvKDjbUbH5nb1bGhu8NCxXyo9mw8lH5l8IANpSeb3fS92DDricrmlNl+u+TPFaqGMo41MHYNhU21D5uWluMZ8PD3ytWvGSwIKPFvvz7TxaUUOsyzn1kgQ6na7unFwfC74htplZwQJCXlmOgwgHc9jqMGpcNrf+s+FhJY0Nz8u2Otx/YQJ2//5tNNRssHtw2Tklnw5qgd1dOhLGh95a1rpc7G+Y3V2UvXsmGL+XQFWTEBvPZWUdHlWTPeUusvXgswL90V02s4sjesxUcpzQO+F07tv5KIAfsfbXCyl040H4tkSJayIHQwHLSfREbxt6cZhB+s2FzpGnU0Bc25PaLu9Q62TC9HxTHathgyRYr0grZYKTH3t8RwoaYgB3hbBmPHf3XFbNd2BAQ2bf87Hwu4HSUrvTzObBiY6Km7nsObNS7Pv/gQw68vetXoJHHgTOb8iaEJznQJtyY4i7z0/hr93UFJPts+nzZaSMOTBk1PSvT5MDWy2p+RlI2POicVE6XsEHZy9r9wDAbzO5cj4uqZcOQvLhQdS8X1uESgzRcuZBfYcGZ3MiFngtdqzQXy56vEis6KXHh3eaYmU4mByJKPy7C9HDAOmOoLOsJByZuDfWxr3CgMpDSbirzE+mh5da4nwMBc+w79NdwIPUu7luOhmwO57rfxvKy773CHnrVzwXSntVVy99yYd79eZfYJVwoeqVqYZjNBbvK4phfcVy4WmLiMHiICxDhvjHbgQsqu4c0o3S5YKiZ+bGWy4Gito0Ci24OGNd/3Lq3ggPSE5Nmi4s4YBElbnC7LDuVrC+PHOGA+5kECsWFB8kdtMUlBjw4Pn/T64s4HnxkH3RK+cMFNMtPuLKFC5+yyl6vusaFQnqC0caTsvm9vDJGD3DB0s3v3jp7LpwK61ugaMSFfWanXRYpcuGPVFdhapQDabOvj5F6ObAnLZB6uI4Dbo7kJ63VPHhUMXA/O4UHHxZU6lce5MFfSZshfxMPBMa2DVVzefBwne2YEo8LVQGVg0t/cMHE+xmT8oYLNJ2f3zdWcoHq5P5pby4XzIJeO5nHcmHJT9Wz4T5c6CpffXrhKi4MJLufD9TgQu03g+SnSnxoNyIHnqTzQNVQNXNjIw883Gb598n0N460URee4MEcThtZwY8Hu+bYxn2358EQsauXos8D8VVynokyD375VLbYcbkgX5yRdekbFypnaHXNDVw4OJs+vKiAC9Zpj35fkHEJ6J3z8Mc+PgxZ0nKsHPhw2fFgtKM5H77ft+o+bsCHxetOLGjB8GHWt1pMz2ce1KkV94vKeOBkott5Jlmm9277Qv9QHhTnn1ig5syDa/EZK3p0ZTyKsVrRqjy4s/bZ9UYsD3wGJjjFI7K8Fb/+U/iDDybnS0dMKvnQSJmoMU3iA7Pxmu9kAB825dQPsO358PXdrXmnV/JB57Rb7acFfGirt0mXsnlAWpKxgdfFg1UDNmMvHvBg+NZAWvlNHpzbrMrGxvIgj/zqnp0bD3zPknfutOWB5WzzLF7IJAj1amffXjcJvg947rH6k0Cg/jW6O8mHELd6nahuPmA3drayi/ggya2oNQ7nQ4L2UYvvXnxIDfrQ5Ib40NVrcGKjFh/4jieggsaD/fuPsnd28iDO/8SlySoezKY37pq6wPt3X56EqZiQocGySXgw/9aa9ouT/+fDbp1B317HSVgSkvOLpTcJXpmK/lYiPhDOLBDZfuXDxrmDZW4FfDBy3F796zgfSkuX5qzZzQduiVUjVpaLkJPjHjWPDzdf1rsu5vHg9bxopd1WU3B/06j62JwpGMFqKhGHJ+EW+wF3d+0kREgeqDoWToKIte7wsdhJ+L2w4hhh5yRcVm6UV1w5CYFQ0eKqMwll9zCxG6Zl85Up3pF/x4dvfafuXyvng8tHRTWI48PhZKsjT4P54Mxk1qypngLrKo3lN5KmYCVeOP/Ljim4KiKuNl49BcHKigRDwSSgoJBHCZ2TUMkx23C/ZBJqe1qninNlugNOB39ETELC0NvWm96TMPrjy0+u9ST8bRrnVM2ehPSQ0rs7Zf0YFIXYc+/xoea1f+DFBdOwaKsxv3Z6CsY0eizgwxSop+pPl96cArN04xzHxCn423hFuTJiCva6/GDowxTkvKzBDEgn4UncX0rI60mo9hPON7wxCdGbFe/UJ8r0XS5zKCcm4fDWy7j4w5NQGE260GI/CYJY6jD97jRYqzzIFgVPw7mbzL9OjtPwnbQ+pd10GmKqjo/rkqZBRdUzXLN7Cma9F6Q/fTkF3RE15oycKbh896bgVuQU9Fv+dR73mIKug19uvNedAmeOzkn7scn/68f/z2XS2p+avVIANvTZZ0cXCCDA199p2/g0fFuZHDD2cBpqRQ9ZbXHTUOl+5ZdkyzTk7SkoTNKaBrry24SlMh4Z35nnvn2cgt7HCmoud//j8P9zKREnJ54wnoKw7QHUJLkpWMELbq0rFsD44Ey5YoQAqi88cUXOAri56c+b2zL9wM7leu9HpmG/rooK6ck0XAs6vvx2xjRs2pncdu/wNHTlcveK109DksbLQ181pmFuY/jZ3zNT4DhMJS75OgUXtq5r0KqZgvlfzyVrp07BSY0nOpf1heD563dZ0LgA2vqOqCg0CYDk0NIuvSaAgrfyVzCRAmh+l316fLMAuqYvtPksFsBIdseqDPo08Au3mXPrpkHdMy4t9PY08N539OpFT/97fzENClfi1kUZ/JfL9WCO2b1LQih5uTPUYqsQsFeixk3NhfBo3/x1phIBuJq8oKcPC+COnuPjjE8CYC3c9tu7TACKWXrexxIFEBRo1x/mLwBxYks0WUfmZ6k0OEXG4+Gu8AitlmmwfdFxpyV/Gj4vvLukYf80lM+cSU5aLILM6w2HsoVC0D3y+8TTDiHgOpqjA2Q+nhBWFf32FILpj50vYjWE4Phzz655YgH80egY4v8QwKjkgBO2VABmC74//5AqgCfFRWvOhwvgxvrv2hkOApjhXdx2Xl0AjurEdk/BNKSPhWW+uiSC5tdyvX+OiOBDd1a3/ToRHBhRburQEgF+Rhl7Y0wIy38tKz7/SAgsbT1Nt8NC0NC9j7fZKIRPUQQNkYwHdtnDV62zhXD+8Pzdc0cEsOrtdFf+MwGoOjrOdb8kgIjU5UdfBwgguvPTJT1rMaQvatASjIkg0Lv6jFu1CI5xwm5ZnhfB77t3lpxwEMGhgpWnS/RFUPDqHp4hEgK90GXwXpMQHi7It/mcIgSrd+8fFu8UgsHC5dvSLIVQujd/7If8f/oU7W09g7Uy3tTrKas/ikFlRRJf/4YYpDqLgu74iiFp3aKnTD0xTLYNO6hJRHA+T277mi4RrJ8MUlPMFoGBh4tq/U4RfPp6Nc5bTQQ9BQ6OigNCmDu8rGa6TAiGrQ6PUboQqp/0KoUeEkLK6Zl8R5mP+kB7koOlBHS7tUSqShLgG8bej/gthobydkJhmRjKllwtvBkmBuvApMT1VmI4qvv41C6K+N/7DBGQYc187isRLF7QG5aSK/p3XxfBRNUyve+zRZBd0qxR+kkIdxK+aY8/FsLJXi9bW+UZ8LuO0zjYJYEq+X7te/mSf/dVCZxUkJRHK0rA89MSy61fxXCnql1N5boYWvOC1J67iOFF3BmjaH0xsM+k738ky6PBaWURtIlgwYfIn+oVIhiPqu7JOy769x5FBEd/Vp6Rz56BW9f9vlJdZqB0vrVi2qQETphDf/JTCcj1sSYyiyRwTMe3wDtYAl8rbydtXCoBD98dFU1EGRdsVtHGbjGYxwxH6WWLYbOa4bC3txguJp9x9lMUw9Q7Bsfwiwj0575vinohgltXLZQHlKWQV/pMq657Biw9WKdnlc+A6WvbetfkGTh2miWt2zIDB755udbgZ6A95Pqa660SULmitfvsWQnE9ScSnV0kMOd93oNWbQk4frw9gh0WQ9P4wlHRUzFcMsiSYlPFoLdR/UbBBjEge1sfSJLClp+imMU+UpC/oxu0D0nhpBW9uIAzA3QfOs6nYgZOhQfyBtJnILagjyGInIEfDV6SINsZYLT9nO6kyHyO79aqbpOA+QaQG82RQO3Z8ttrQiTwBnbsOYEksK1zYbLtjBg+d+2SdxZJQe7DQfvEVins8zP5uzBbCgKTrsyzJ6UQ0R//VLpDCgv9uhYVqUrhs2WMdk39DPSk7Janp8yA9T5x/6rdM2DhoDbOWjED2YGZ0r0iCTjfxhl+fyWB4uLMIs4FCTTcybPJPCwBMxXkH/wPBrWHX1XuW4tBza2xM8oKGPS/fV0KWpueafknS4G+/dlatwgpUONNVhyScUiLfGVoNV8K1beeydt9nwEt6uI6UskM2JZ4vbgSMgNSZyW/9g2yPpwXr+Gqz8DA5Ee3B18l8HnWMvU39zDI9fmvdY5JGNQiaL/gHIxBUc0MyYtNGLRZ483XTDMMij6w7FQwHoPs5rx+pNQmhdPK7hkXSqWQ0yXa9FrGAR1/JAl1kv67p0thEU7p1uZ3M5CxWAkrJ+vB4Fdb2oOAGSh4CpEXFbAofsi05IoIg7bbpntx3mHQDocsHKkUg1IctA/Wn8egfp01RyZ8Mci0J2hntoyD8/o13RUaGLT8B/ubOQaDlo5vfxf4QQrfXSwQo0QKPYyJI06hUujoISfgHaSwIenVzhzBDPw0C2u44YtF/9sPsWhzjK/txBws0ivbPGkuwaDP4WGH7w5g0Ib0IN2tjRh03S/p5pYbGDT7te+sP3EYxAi8Gm20BYPS6b+ejxtjEPnonaZvchgE8q/IIoYUUildFi2vpMB3Xf0jJVUKrx7n5YXfxSK2046FZakynX618l9hWLSMIDexeRMWnc/Y/NjXBIsMVLOEenJY9OYIQ2cnA4OCOCv263RgUBjK4mTUYFBexf6/4TkYRLI2DM87gkGet2JvbPXAoD1+hr/fLsAgpSVvTj+eg0HMgjSdvQo4ZLLsHW/4DxYxexKvatZjUa5CZIR9Ohb9b0/FIp/aKgbGA4tgcCE30xSLTK3OZMfKY5H77siOcBYG2VZ+CvZ5j0E+2osU6C9lvfOV+7WkEINeJcV+2ZCAQY/0Hpur78UgjXJWQbA3Dh2LV5ofsBqHcM9jlsfNwaHjqXlFOAkWnci6vmXuFyxacrZqUKcGi+zO151pyMWiEbf++MMRWJSuJYmbv0U2f+wOozRZHrYq6k2rsVhk3fV84KvMh25gJG1XPwa5X2SE3nyIQWJiebzuMxwKXnTb4u01HLqRMXlEEI5D/kpNnPwtOLQo+PqPv0twaHVmZoEqGYdm+zxfzPyARaci6/ryarGo7Yqpa1AeFn2mSLa8kOXgkdG0rdwNi/Yf810WuwCL7vyqGgwTyDgeCvO1oGHQEVJm8fa5eFTuGZN78gcOPWaufrK/CoeqPrp3LriAQ1zNun1nD+KQQNg1hrPHIXgQk7TTDIc+30xb1ivFoj3Gn84qf8Qi7YnJI5ufYlGji0d2fAEWxd01PdUeiUUT8nj6bk8sKrz0Li5CH4tmPyvO7wjAI7miZxWJtnhk2lo5eFIfj6ZSvRaSxDh08XRg+7kuHDqfGiruKcKh7Blb8eJoHLJ+/VN/SwAOqfrnPZFzlumTPXbb6OLQVJM43U6ARf4Dk4jxDYusvJvWbm3AIu9TdeFOxVgU8ir13bHHeOS3wst8aTkeLROIDj86i0fxdkMeBz3xqH5addPpxXiUduznxmESHm3vfFbCHcGhttZNSrn1OLRrc+a33EwcoiWJxyoO/6ef+CbU4IYsh77Y64obCDiUJQrU0JHpZySqZl4hEdDMnQytjl48svaxtfF+hkc5+cVNDiV4dMvsp8LtNDzadvHZqSX78OhN9+KbNWZ4tERNSWxMxqNvLuIt2r9xSA1THnavDYd0Ta4/Ur+JQ5so1qcjTuIQRsu6qkfWx4UBWiSftTjk4JXRXBhOQM/zRENGdgT05XqC91YVAsLTaRKjYTzKeJJq2dqORy/CVv+6WIpHKyt0TTJS8Sh37ZAd+x88inpskXp3BR41hPgJE+TxyG6uWv4bBg49bXnd6NiOQ39v+qUWF+NQkuRZxZcEWf+yBwYTXhDQkij+EdI1App3l9Y2EkxAj910TdBGAupU6Bo6pUFAEF68dc4kHtESiuUevMP/Xw7TF02IyvkyX8yE6lNReKR5vItQ74RHGz0Du9VkPcgl5j15isGjy/TKzsg+GQfffVpxOkRkV9bW6MkmoIwzg29S3hLQJLX+hfdtAvJs2qX+M4yA9u2eZ9W2noDWXEpty9AkoKu2zxYLRbJ+tWA5wk94tHXnK1xoDR4tXu/V55aOR1vsf7bYHMAjLwzFzNQBj9QtJ6f+yvTrjlshn3Qimlh+cPXRf4ioOvDrlxpjImrIdeOWsgho9QJVQXYPAYlMVW89rSWgrfXbg97mEJDd7NW/bPYRkOs9vlR/JQGZLtm4qV/WA2OPR3b8cTwqulSYPvUBj9bseTXn71084g6k6ryIw6OS4KWhh3uJyGm3TXrlPSLKab38LCiNiJQGUob7jhKRZOVhXxdbIprpWUoMlSciw43xnV/6CaigdLt1yFMCos4uO7g4n4DcB9v2jpwiIPHBDI7IlYAi1lqsVVxMQBfvY2uW4AhobJfFnAxZH84p2TQ02JHQ8DXMRx11EsLHXTN4RCei2jDzLIdaInJIrDj/NkvmY09nOuYwEa2K6uzqlemTeZo3WhVkZ+ZXx5E+AnLQn7cgtIqAFBVNSqS5BKTX8fUfCCGg2NZBTJcDAUnw7td0tAmoY7dQsaachHpTI4xLw0moVK5RmAv/6fsZOldm/yEi/5UfLCxKiWjeF9IFNRn/62fqF3uHElHJh2vpXhuJKNkkPg1HIaLLcfs40gEC+rs849vt5wS068cGrF6eLIdtGWv3HyeguZMa41piEtqe7NN26yMJGZJLczNvktCjvrd3Hh8hoWuKjec+WJNQ1jnFBhVNEhJ6V6T50v6bnxNSH/oyh4iao+svlsUTUefqg92LXIko20BkCouI6H/3NASk9NPqq08zAd1TDmktO0FGPjjMirXrycjirfELVUUyctBULPxCJSHGoFlBUjMJ9XU6WZ26QkIWnV8qr+wmoTTLCpMby0nI6lfALwchEZ00dnNZ8ZqI8uVo199cI6LeJs3cP7L5WStos8SbiWht89I9zoZEZLCn5sTWl2RUKB9Q1J1PRqf4cS2Yg2QU+9T44qPlZOTy5sF5IwIZ1d5w9Tz2mYRSph7gP5SSkK3Zte3NZ0jof/cSJNQ6/OX4bUMSevhufE6BgIi++FXoK/YR0TH5wWT/h0T061nOap0LRBTO3XLe3ICCvls/XTbFJCPn7TW/b3WT0StsAHnhfTK6edbScG8IGaXNEBsPWJBRdVZr92dlMvJM+DKuMUJC6kaXsza/IKFDm1K8DmWTkCOjtfHhfpmuufmhE6YklMP3CdWQEFEEbuC7h0x/iLuqNOAMBWl/3PZqthsFTR27tNRbh4J+znmrGMAho//9b09GFws0jhOqyKijSWVTfgwZ4ZWFNq8QGeXjFYdsZpNR51XXjTO/SUg+98uC6BYServ31OC6XBKqNCgd+XaQhJT6fHTeW5FQwYq4WtpfCjqQ6q0+3UxBKkr6ZbOyKUgqeKF1aSsF2dvfTYqV6f+4LbWgCcjo3BF98/xeMnK7pRKhXk9G8pl3dxy+QEbLn+kcGPMhI48TriGxC2X5HPfJ2cAnIaP+mjeMThJyNsjRjawgoWT3P32aqnIoQT6Z/xQnhwwudq85/ZuC2pQ14h1eUhC91DtgfQoFYYOT+XKbKYhPcVpyUIWCjGd57rv9jYy2ndT3OP+CjPadMY7yLSSj2T+J1F/hZJRZefdunSsZxee+3PBAl4wS4nxKntBkOVf9ENFiSCiU2iLN+oeCNKeyJxYJZXMi5q4Gghx6cMJ7+OowBZ3Zz3wW20hBAVn/NCsUUpCp2gNtK38Ksur7vnKNLgXVHNCfXcUgo2ePiNEPmshoBBMyPyGHjMwzHoT0RJDR2U8qMdM7yOjk/WbD+W+EkDQTWLSzF4teHFi6Z+oXERF/e5/K16YgSt3aK+JBCsrx8DcMIsoh9uJzZQeGKKh3xOjziTcUdPnj2iGHexRkZ66xoyOegtbOq7FT3khBhevMtsUrUJB1jE7tUB8ZfQ+rKau+RkZXCtxrX/M4cPt9W+mWuzw4ZNv9Z1ucAF4MrLh3no1BD1I2LHpuTUSf5rmGGPeTUYMnc86OH7J5zY/PdZmR6boycX+oFGR5mGr7uoWC4hZpVN65JsvB7srq/mAKcrh/6NFfGwqajlbB/pWjoMkLp9dJ/uFAS1pM5acwDpTMuZ1S8pQDWbyBkNlSLpxcsL7j2swUZHqZNFvdkwJF0mnjs4qAtOWEpi4uZLQ6kknvl/FtGyjqV5dQ0KVCu+B0MQU9kVfxOfyLgiY8jx+Xq6egeyg58UsBBf0/kO8AXg==AQAAAACAAAAwJQAA1QkAAA==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AQAAAACAAAAwJQAA2QwAAA==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AQAAAACAAAAwJQAAHwAAAA==eJztwQEBAAAAgiD/r25IQAEAAAAAAAAAAHwYJTAAAQ==AQAAAACAAAAwJQAAHwAAAA==eJztwQEBAAAAgiD/r25IQAEAAAAAAAAAAHwYJTAAAQ==AQAAAACAAAB4PAAAQAwAAA==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AgAAAACAAADAFAAADBMAAD8DAAA=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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_2_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_300000.pvtu ADDED
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+ </Points>
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+ <Cells>
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+ <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="80600" />
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+ <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="89556" />
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+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="92104" />
29
+ </Cells>
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+ </Piece>
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+ </UnstructuredGrid>
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+ <AppendedData encoding="base64">
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AQAAAACAAADAKwAAGygAAA==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AQAAAACAAADAKwAAyigAAA==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AQAAAACAAADAKwAAZQsAAA==eJx1WnmU1mUVpkwERU0yKkVCU46hIUeRoKM4CrkQEpuIRoishiwDg8gMyOawzQzbDDPO8s2wDbIeI06iiakp6qlIPeYp9KCSnQzM0gytLCV4vueZ53vvl98/z7n3ve+9711/29eq1fHfvqaC+rrjv71NBVec+G1oKjjBbtWvqWDCiV9hY3b93kzBb/Yf/73RkJWra8jKVTRk11cQ1xAbKbeOuIlYTf2dmrL6ejZm8cZM1t6ehiy9iDiTdmZxf3FDVm4B7SwllpNfa8T+No3Zfefz/M2ULyZOofwM0kXEObS7gLiE+ipI11CumtjA863heiHl76L+yeRPJT3bdiBXSv4yyq0MWBP820gcTbtjKSd7hcQS4jzHFfQi7ltOerXyQ7kMz7eF9IPUP8n+KG7gz3Z+kvjJTjn5VeRnXBfQ00x6G9d3kn8X7c+wveiX6gB0ZfCjPtTfFsptp52HiI8F/bO4X/oXUq7MdQ56LeUzlF9vfyC3mXJbibsp96jrOrGz3HWWxK3adQBcb3uJH3to/1HiY0blBXoXux4Sv6pCnTUTt1J+J+V2OE/Q9zD5P6PcU9YrP4BVxAdcB9Cv+nrQ8ZIdyP+YuJf4DO08R3zBdkCvpZ7akJ+NnkuJ3V2094gR608Q9xGfpvw+15kwiVs99WwIdb0r2PsJ139O/tPkP0/6FdJv8vyV9k9zB7jJdQ1a8XqE+Avqe47rv7Z+4AHqfY14kFjL9WbPA9jZTXov8UnnHbiP/F/S/ovkv8T9why7ykdSX+oXxeth0k84H0l+fkXcT/nfEl/lOd6k3nfsTzJvfup8wI7y8Uy+X9IP/gHue538P5H+s+3JH/DVJ4/T7uP2R/nB+su2g/Xf2Q7wj7YDefn19/y+VB2Aftb1AP7z7iPwXyMeorz8eJvnOMx9fyW+53rA+lOuB6w/G/x6yQj+7yn3KvmHqOct4jvEvxE/dj1ovmH/k+6fxJ8XQp0fCPoPB/0fUd8n1PeJ7ST9r/rOyY/ukyD3hvMjP0ArP/8m/1/Bzqf5fsiO+lbxAv4h6D/C/e9R/qjrIrF3jHQb3h+pb14M+ZF/B6nvLdef7GD9fa5/ZD8gd1ImK3dKJrt+RibLz6lz8A+6zoCHie9S3wfU9yH3few8QU5xO4l2Wgc8yPXXnZekX484TkncPgz1cIx0W/p1GrEt72PbZ1rmm+oA68rT26HeZOefpFsxH20Yp9OJZ1FvB/rTgXbPzbT0KfCI6wxy7ztusgP8XKYlXtB7KrEd8WzaOYf2zyXdJdOSH8i9S31/YV6OOh/Yd7L9AX6Rds+knrPJ70C7HWnvItJdMnlxkl6h6hj0KdR3qvMD/pnktyf/a6Q7kj6PdOdMS7zkh+YO+P8h//M8f6tMWnftuf88nqtTpuU5JPGnK/ddxn0fWD/OoXrOiR/2qX++RP45Pjfkv2mE3kspfwnxskxL/yTz5mTKt+P+sxwn7MtByHUM9fcN6r2U57ycdK9MS7xAt3a/QN9prjusn+G6A32B/ZFeYA/yr6B8T+JVIS9tqaed60x+QU/n/Pxg/SIj+BeT/tZn+PcF15/qDfJfdr8qfkn9daa+C4ndKfdt0lcZse/qEC/16VcdN6xf4H5VvUG+u+MmVDzlD/h9SV/nuQb+V2wH9Nedf9WZ6lr+QI/i1YNyV9sO9F1P+X6kO1mv8gJ+10BfHvqoh+1BTvn5TshXH+67NtRbx9BP59su+F1Jd7d95Ut6YbfA8QO/P+mBYe61dz+p3pN6uNh9C7qb8wb+NcTvkn8D6Zupd5DnN/R3sX6sdyP2MkKugPR1+foTO9+jvoHcN8h1oTmuuQD+JaS7cV112Jv2+lHfjeTfRP4A6wcO5/ptYe70cJ1JL+g+1g+6P9dz/BIfx7qF8qO4fgf5dzoPiR9XfkYd9CG/b4jTMMoNsz2sj7Rd0KNp/8rQr1e5vuSfaMhdkx9P2QU9wvGTHayPCfZ6279kPtzk/EsvcEQ+Qv/tpEeTlp2JYa738nmB6psBtDeY/OH0b4TjJf3KV/Y9HPdNJz0z1IPq7GbqHcL1Idw3NNC3EX8Q/Inxm0j9sn+t557sJ/WnOA4M/TuM67eSfyv5Iyk/yvaAU1wH6lvNH6HiKzvY9/0Q1zHEyeRPovw08gtpZ4brTXWhPsW+Qa5vnT+J052OE+gf2Q5wCrGI69OCH/09H5I4DnD8VCdJf40hPYr67+D+seSPs//JHO8X4jeY/OHWn9TDKM8N4ETrT3CqUXkDPSDMi+H580N1C3qc7ckf0OMpV0icyfV7uX6D/QH/ljCHxvj8WL+b6xNcH6Cn8nyyM5v7FnK9lPuHut40zzUnsP5D8mOdjyc92fUB/vRQN9Npb6b7WH5pLqkuwFc/j/PciHUvv7Euv+6xn+DP9XyVP6LlD/aNtR2h9Msv9Zn0A+faDuTnU24I6cGOZ5K/Ca63RP8M+4P9c8ifS5xH+fuJi12HSf2NdByT63JOHyX5KQp5m+L+xj7V0SznCfQE14HmheoNeu523atONBdlT/EDLiJ/Kfev8nxQvv5vH4y3veS6ojoo4b4S7ltgO8Dl5JdZb5wDwMk+t/pXda38Yb2IdE6dgH8f6UU+B853e5h3Of2U1H1OnjQvon3Iz3K+IHePzxHzojqR39g3Kdif7fPDzgLylxCXOZ6KI+Qqw/VrEtdnhH7VXJjjuhfG/pI94EriWuqvDXU5Nlz3p4U+KzFCzzyuLyNWkL+a9ErKa32155vyA/kS25O/qqNkXs133Sd2y1yXsiP7ydydQP7o0F9F+fkSxvhqrsg+zlVuu0l+ihwn7F8Y/JgX+ngxcRXlVpAuJ73UdaR12C0M/bsg9O1C8peEulN8VnB9NXEt1+upfz35GfeR8gosDVjG81Ubwa+hvvpQfxnKbaLd7cTdlFN8iilXHOq91P4m/VVuv6Cnhuu1XK8Lfq1z/8uO8gOscL0pnqKTelO+1th/8B+w/7KrfCX1dr/9SPRXhHmx2nqB1bYLvTpPFenacF+heVjiulacI8pf1R1wuVFx1nVIdaTrruSSuVDmeaR8QE5x0v6c84PezPVm7ttBPbvCfcUi378pf+oj1b3iA/km1wfk6sxXH4C/zfaVP/mJ/RXOQxL/Sve38ge5RiPk1lOP+mJD6EPVean9k33IlRKVr5w+UJ0AG7i+jvIb3fdJfRa6TjTPkjm8xPlN4roq6JFfTfYP/Gb3fRLHnDmf1N0q50l50PxI+rnO/oHeRNzG/Ttdb4p/kq96153mV5K/tY6jzgHcSfntXN/g88V6SK7HQtlZE+Z0VZintbavuKpOQG/0XFF+dH1O+rPadaZ4SV+sD83JRP9WxzWpk1L3W9J35a5LyNU4b4n/dcGO6mSr+x38Cl/X1PeqQ9CVrjfQ9aG/M863/FVdAreGvl8Z5lZ1mH9V5ksO/AbyG0Nca5zPJB5xXs/Jv84pr5pvmvuaP/JLdZH0uebZZp5ri68vSf9WWo/OJz/U18CNwZ/KML9rPF+Ul+T5RdeHeD+3Mvi3zPlV/yb90Oj8Kv5JvuaE65Luu+b7uqi5p+cCxV/3UziX7neWuE9Vj+Inz4OTwv3m/HAO5XGe5aBXzyXFvl8Gai7rOWpieH6baz3Qr+u57rN1X32f/Qbq/Z/eS+p9mN436v1sz/DcVByeq3S/rfdlem7Kea8Ae4OJfSnXm6j30Xo/fmF4z6BzKq56DzaU/OutF+fU+2x9j9B3Jn1/0vdPfV/+R0PL+wHw9T5V3xf0nlzfifQ97nSuf+rvoeAf8/9SwD/g/5GAfpn29F0t53sf9uu7s76zH/V3cuAh6tkf/ke3x//bwvpD/j8m9rWmvv+G7/uv+P9JkNP/lnbRnx3U1+T/k2X7mnJlpJfR/uKGgv8BGoBRBg==AQAAAACAAADAKwAADxUAAA==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AQAAAACAAADAKwAAIgAAAA==eJztwTEBAAAAwqD1T20LL6AAAAAAAAAAAAAAgJcBK8AAAQ==AQAAAACAAADAKwAAIgAAAA==eJztwTEBAAAAwqD1T20LL6AAAAAAAAAAAAAAgJcBK8AAAQ==AQAAAACAAAAERwAA2A4AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==eJw12qG7OQCaBeC7O2bX7NgdO2ueRxAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAE4QbhBkEQNtz395X3b/jOOYGv3wsyxDAjjDLGOBNMMsU0M8wyxzwLLLLEMiusssY6G2yyxTY77LLHPgcccsQxJ5xyxjkXXHLFNTfccsc9DzzyxDMvvPLGOx/85pM/fPHND7/+7ZcAgwwxzAijjDHOBJNMMc0Ms8wxzwKLLLHMCqussc4Gm2yxzQ677LHPAYccccwJp5xxzgWXXHHNDbfccc8DjzzxzAuvvPHOB7/55A9ffPPDr3//JcAgQwwzwihjjDPBJFNMM8Msc8yzwCJLLLPCKmuss8EmW2yzwy577HPAIUccc8IpZ5xzwSVXXHPDLXfc88AjTzzzwitvvPP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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_4_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_6_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_7_300000.vtu ADDED
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_AQAAAACAAADAKwAAEQcAAA==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eJztzb0KgWEYgOGYpGTR+xaDhZVBGQhPBkpMVjGY/QwsbCgj21cGBmVAyhkYWJS+UpKRSSkDo5IDcV8ncD1uYffGo2SQb/iMhJLQdh2olpW8vcdaqa/EGDpb4YWSqCXXc5hKPoXK7vtSMjnMzZPSkozfL8uIFuvI5hkXtczsKX+zoyXT7gazMy3287Qe22tZpa8t11PLg4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+P74+/H7nkUEA=AQAAAACAAADAKwAAewIAAA==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AQAAAACAAADAKwAA8xEAAA==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AQAAAACAAADAKwAAySIAAA==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AQAAAACAAADAKwAAuyEAAA==eJxdWndcz9/3Jw0klFRoUFFCgwaN06BFRQslhYoUDaNQSpEGlTS0aNCgojKSFhINNDQ+Lar3a6LSMMrod/959fo+fn/dx/t9X697znmec+895zxfufOqpxKBgPtjSgb52QR41yi95OIiIapZcLTSgQTufP6JA5UkCA30NFICFHh+MeoQ30FB0wejRJOzFIit5Y+3LKdA1c3liHYnBZjstJ3wGAXtK3wdi9fQwLPYF97o0DAnM995hyENFh/ClxqeI6H+iuj7T40kqMRMn90pTYG7QMnK1fYUNH4v7t8VToFu3N7C3GIKHli5v+L9TMExP7NNiSI09AuPT3/VpWFlP7eG+kEauL1Uq1dcoiFvo9Xip6E0XF84IC94nQZdh2K9449oWNjS5PNiHwXSNtNdFQlo/RpN7VVvKHAeSj7W8Z2CX7mKLxetp2EoQDPgjiUNr25Lh7ceoqF0nsuRLzE0XKjj/nkQjcqh6fSWezR8d82vefqUBofU+cJ7m2nQU9BM0xlHei2q0Ric8xn65ol6NtdTMOeD9Fx/XhqsThsl/lRB60z5p8buosG9Y/6jzw40LDEyEtkZTUOVrJm1ElrveZyIYn4RDYoi7Qurimk4cDa9fucLGtRUKqdmd9PgurqyW3SUBoE3XgP5HBrs1+tt6e2kIc3DbEnBBhr2e9ZobNpBg/TOJsESO/R+vohnUAgNqs6q6SqpNITmJBfYXaDhNxb8a58zi9PfVe2KeSms/I0TR189zqIhWtns5LJMVh/egrDvR8pp2NXGLWp2hsWb+utsPDuXhq89v/78ukGDz+hYuuL/+OEmn2ODWT4Ngp3+Wh8SaJi+lj5PNo6GgM9e+u63kD4l823WI3mNVfNPiVyh4aXq3sLd7jSsdS/9+z2YhmExs02GTTRYC+41T3pAw0WNppa+MOQnn3xOVib7v6RuTWkk0gOPTj4Wep8G8eZfvQsfsPqXk7/EOch+ud9fpc9F0LBV0+iHSzZrp2ZRnFI2iqOtxypT4g/TELbUJawd2anf6L+CLqAh0qq0chXCZ7N+vc3aqzQsi8vOeelHw/yKuJ0xx2n4cE71Ew8a321ot7h+kYZ974KfhsWieHfV1G4OYnFJ/Hr641w0z/vxX/KNABrSfeWz627TcFStXlUXjV4h8rUlaH2XiHwZv5M0cCyN1Lf4sfrdyxT/simQhrnm9aeWnKZBtir56wYrGqIO1YiaorhV5/aV7LNh90nTe5H3Omj/rVAlV3uiONyvbRY3J5KG7gTxRtME1i+rr0qb/LuG8OcamCt3l4Zr6SIWCck0LH28eLThMhs/w9trOk+h5w4tHzD5fY6dZ0bGv4F2muJEIrs/Uxrmx886RcMGE7OHQydouB9UnLHOi4Zfp0sl+t3Z95g4YvYfI8cPrJSzPFk7mf3KnDP2Kt6zySU0nP0U98BcHuEsORSyeRuLR4A4iSc70XDMsD36sC0NdLO4R+8qGrom5wvfFaVh78vsNR4raPC2HaCi+Gh4ctyqaLsQDcLLprcozKOhpj15PZcsDUp01Mbk9ey+/iLgnSmP9pvKmgE3HO2rUq0e/hVIr5PXVaW6gYbKcM20aE3kv8H5bW3o/BPdbeXtq0dDvoGj+ycNhMe5mj0SqjTstu7ZMSJNg3FA/US5GKtX0Ppx3ReCrH6L541/4trDyo+K16w4I8OOsSeafLyFaSiJqZyyWsXiU/dQcXAS/c+co6Zf4po00LprnHo8uvhpuDQ//PtTLhoscys15cYpqPXtyS/so8AhQ7P30AKk76n2hYsmKZBol89e9oUCg+Z8zjhFwZFGRen3BAUUV/yiBRx2zPDfe/zDJwoKOel05CgFDdKTFacFaNgiHHKGG+HrSYgsFFrE2sWclxrZpTfDF9Ig9jNuZNUUBc1ee83pHxS8nxV94vg/CrQumllfmKbg1CbfW6G/KDCvlw9VQnrzFZdWnvhJwcbJ5KvPP1JgG2r1TRKjwESC/9SRVgp0ZKNb15VR0Bbkkrv4LgWG/aU6K1Ip+O7ec6VmgoIXSUY/Hn+loPWjtLzrCAWrHlbaC/ZS4H+hXXFygIKHytNn/3VTkFNX+tcIne9v8OzLazvY954ujFf60UhB8DvV6mNoDFsev7P/EQW7+AsuXj5NAd1utoncT0Fofv0plwpq5p6o+CqPD1Ww95LIM72y9pfs+8zzERGOCg6FFOxZE+/VcJMCsw2i76MvUeB3ejKt14Nd31BIaXC7AwVW53wduTwp8Lhb01nbyfpFcQVPZ90QBfU23gez3yMcXYcMHiNcAlaJ3r+D8ODO6Vm3O5iC/mUydT/9KZDMG6ibcKUg1m96i/8uCva+aR8+vYeCuqeO97gtKej+p9n70Bq9bx1t1YbkEnH1qtfQfS3wT8SC6KfgXo7ZQ3hGQWqTpgN/EQXfvqlKrbtMgUXaQN788xSUxA+93I/0nvOfVXOoAQWy3/Xs3HZSULRahhpwYX93xnjP3ozu8b+R47pCdhR42wsWJ21lcTlXYvZB/jYFpXr8baujKNh8xvuFcwQF+7jXrn4Zzf7mXZrD24rylud/VHWXeqF59Yz6UbR+tWIBZ5syBUmvHBuGt7C/oxoH5B+upOD8RFNLkAgFVxQy7vIdoWCHU/SJKkMKhB64yJWZUTA9Wbk82pIdGbx27+UXnnKk4NGcpze7bCnoPc5TqoSe36kjI/9EnQIp/5SvTf0k3JA3X2JRQcLqusmArQ0kDF9OWfCsnpxZ30lYLYjWQ/gmTf5JWUNB7juy1pKHgsUnBEePLUXx+nRIWlyMgtWJIf8tmYf2ybPx6md/SMgome4S6CPBCCd51nSSsNMr5S3+k4Rk1wzTlHESHkQIquiTJChaFWyd84WE8Y1PJUImSXCW1e9ajOZT29xlRb6S8KJp6NA3moTPeTx7Xv5HQtN/vo7Wj0lY1DG95e0NElaK93r4p7D/V8g0W8o/I2HPulca7V0keFVNT/6sZf+f/8v9UlsOCT8Xm384+5kE3y4S1xomIVzqleiXbyTI2CllvWkhocCsamriAdKDd7DOsJAEAbWqZys/khCUIGi5rpkExzMydSY1LG7PZ7vyrcwnYZ9Wc+yfKyTITnmvOolG7agCToIfCeoLO+6PvSUB/0MaTuWRsGtx747YYhKeGmqlKSO8dfap6R5+ws7PLRe1CPci4d4ij1d5Z0i4ctBYxMCFBM1ddoWmeiTMWTSl/VyXhBXeVfYP3Vm5ifavSs+fJ0GyUDB2OpMETpSER2ARCYaiTvdsk0iwKpZo1PYgYXdMyQVVlGeP2FkrJ2wj4cndtXjMDhIUzhrvFlEngb9RJu/BKhJ2JKp9+mVAAigOH9JXIeHfod51vxaREONj7X1UhARPG1fy8jwS5Oef90/RIUFrNGX990kC3k4L+hyeheKgVClLbBkJXUfshiSE2PHTo6fnY38TwF2kVeGBnn/v2btj8BcBxy/3XnnSQMD2KRn5vbUEcJ2kQqVeEpA0S31600kCmvQTvCrRWHPa6V7OJwJM7AbzCviR3vlVU4Y/CbBcukA4bYiAB8+f3vTHCDgTZLdhjENAq5kPSmcJELthd/z1YwIOSCYsmn5KwGGPifQTWQQMjzyVkA0nwI9j7Gt5mIDyq8OHrp9h5c3OdlLYeZGA25MlGV5XCRA/PSxdlUPAzQLrxX/Q+xPzM+e5FREwX0lodOEdAuY+NxaJyyegbajkQuhtAs6tTC24eZOdz3Y77//lEivnnpGQCuc0AS+6zMd5DhHga8D7M7uAACWFBCU6kwAyyy6q6BYBATGuYcsSCfjmePFX+gUC9p3w+6ceQYBPIoX3BRDwUSz39bfz7Hrh+1LNlBUIeFblyvdyCwGbNDMjFtsQsF6q7ObbdQTc2Fh421mVgFvmCTG5DkhOW7NKvxMB/WWUYZoGAadyJnR5lAjgk1V3GttAgHUEb6m0NAFnL0V8/yNFgFrP4NwKAQJiRWtLpRYQoLG9kKPBS4BMAm/nAn72t3DVRFDXLAIeb6tOWduIw+zOjveB2wh4GizUcpqLgFEVbXH/3zgc8ZZ1O/8RB7mTqVe5/+DwPvviU/EfOIifk/xSN4hD5J/exh4ODjJvzvtrv0XPZQupqFbi8M354fN7FTgsdVKfvvQMh0Y35ZDmKhwsFh3YHvkQB36uRuHPkgS8LOAVHehFv1UNypb14+BgqCwtxI3i5afT/CcDOPTeX/Ao6AUOdev6dlwKwyHG/+GsoGgcPsjaD1Vn4HDoFe+ex/dx8HkXYyV2DoeaoGrNij048HwVGi3aiIOv2eGwclkcjKzVP6W04PC3cUr70HscohbQq+ck4qC72WJ8910c0q1q95Qk4UCbNLYdjkf2FSTE/LqNwxnKDxyycDg5nxPuUoz06b+490EI+q1tvyH+BA53z5fdlDjJyjU/aRFHq+EQK/49SMEEByytsOaWCw7Tx7QrBMJxGOP+rrvbF+n3LNUs2AeHhdssluhfx8G1Tai49wAOSRp9Hp7eOJRs4cwVsMWh/1tMSYcqDs6uJh0H3HC4LHPm47AiDtUfMtdOyOFg8kY5ZBUvDh1xsnVayQj3BAXX7vM4LGi/uLk2mcXt+ufzPVOX0f98v3sn7HHoC67ttNdG/j1toxy+HAeRjSPSB5DeNtHqQRsccfCe5v1prIWDmlDk6R/z2ee85W9ndQxg8EeJDn2xC4dbl7T/DNjhYJpQ1je6DQchG/vjbmh0vlF97tpaHDJWB/pHLcFBj59PdCPyw95bBl02i3FwHHztLfcJgxuTj+j4nxis1jojWTMLh2106tu1S3GgCsokXovgcMD+2LZtYxgcxST5uZew+pzwbGmp2cT62elWcvdjCoP6fwleTlw4PDEdOaTKx8pj4kAj2GbXiTksbtySkQn94xj4JSU36E1goP6wcSLzFQa3njzMEFyBg0CetkOGMA5rhr1iikYwELzcIpjEw/pZxmGhBLzHACIvbz/1AwOHgM5os9lI7tWrpFAPBotMA3t2oPmjAuVPrpdh8OOAah/XLwxWJqnxpn3BYIQ8VPGzAQPVrM8WQ80YPJO7JLYezUc5rjq/koPBOoXhs144Bj8fGyxbO4hBVsh1lzcdGDy4+i2/FM23/Pvq/bwbA7l7BpMwifSTEsCUCBZPieNJL2Jp9J7sXaVZrRgIbL6pdgM9P6p+DAvVwKHtp5BgKrLz/b2HF+QQjm+16Oz8LThc9e70PCSGQ4P1nfzQrxiIfVDO4kf2O37JPFqH5JAXjKMUP2Az+H4Xnp1yXh6HVfs5bo2LcJgaS9h5ehnyi+LUw4L7GJyNKKvkc8ChqEFMMRaNuXqHj7Sg+PKwpvEgfhzEMsv+9mxg/f+oxTRGFPmjQimyVrcFg4T1s7stp1C8XP9Wvv4/DJzlVtqEIX3WLhNoezaKwQu5nmVRCL/H/G/67aMx+Bpp8aES+d9W6cy//0RxuDNniUooNw5/Dh5QGBVE+9Mwdl3ZMMLxT0zrcwl2XzHxsTQvbv/sIQz+8p/P0kF41hYdjHPsRHFx5+/9JuQPJr4Ma5Xo7HvIz6J8GuICOGhtOHFQE8WlApmgdEUZB+Gvz8dPID8NT4rd34L8Ebh1MMYf+XHv6rqye+UYNB4/sL0H2cX4oXyza1U/iouUyqhZGshPP67nB29EcbPm9Hcv3lQMTLVn+agFYMC3r69x/TocrJ8XyuyXwiH6U6bpR+QHMZXlna3jrF8YP8ifabRZtBmHeQ25OXkyOLyJaYznzGP3ExO3zHwd1tU8D+E/ITOQ8+Q5NnMu1e23+fYQnWsfdrfEjhxE598DZQNzdD4xOM7S+/6JQvvPaO/h3GwBdv9HVcwvIUlsBl9mHzFxyshfojwcgXUh+9Yelvt7FJ0bXTEnuJyRnv1CLa9NcVDhClzRtJc9TxzLFGqTkF0q0rrvKzA27pnzo/Nw3xcRYVZOI2+a+Em0L3dcmZdcg86LWO0nG8XaMAhZcuzSmwAcWh7HCG3Lw+H02ULnfnQv6OeKvW/NxEH9fur6G+j8lk1RTxc1xuHF4u9Oek44PPu+4NQfdRyyW1Kv2m5l8elUPWxMWuHgtrXvyl47dn9YXTmQIvsCA7OMBK+F5TjsClRYzVuAw6RU37qUWzjg7upSXujeMZ7wczS6gsN/XCNZpbE4KMU91LM+wJ7jfstHBq8gXAxM7M0D9+EAadraT9axuG5X/+1w8x8245/obp/gD204lEnb7FqF7mWd+otiPUU4hFVHJMQg+fv8cl/r17L2Mve16PtZ3bPQfW0YWnixAd1Tazoj2p0DcfB0rPVLC8bh406LTev8cWivTT3mge6VKDjQsBHdg8WHFXCVbhyCTyjwiNew+cCPIiFLyRwcVkYqGH5D9+xzHW1tV4zVJ6/XT/JEGXsvMvczc29vV2mMv/4Sh3i5FkFjpB+419647I7DnmQhwe3IvlBJExFsjM1b6t8Mc63mIeDOW49X2/kI+O2gfIhoZ/MV9QDZ8CNvcFjOb7PY/DM6D8cGTa59YvGwGpqYDr6Dw9yfwyHv8tj71P9F7zrTPQRcSRoOCThIgM2eGKHxA2w+N7RK+aW1KcorUyakVhixv+vWFF48u4N9/tjnhral5gTsVZOt+2yJ8re7Hi5XzQi4eyaiXQjle0cL/W7VLyVAtL5Z8IcvygPDfDKPofGxbkyrZAwB+wf0u0qCCZgjrMDT6I/Wn1D7ZBpJwPWHHZ7PUR5a8LiX38mTgNelg3l/rQhYkev6ZugIAVbUKw0/N1Z/Jr9sHuwYdkN55S7ji08b76M81sVH/345AfHf1mYveEFASyCVPQ/l0ZOUWrVTJjsydcJYaofi11IC8rKbizUqCNgTP2iim8Tm1ZuJqpT/UN5ehrJ7kQss35DDHbPxKhcJzX05axxHUV57qWNYlCBg/KhTZMUPAoLnLZgo5ibBPr2qe99CEp6VqemW/iVm6h+mXvkbb90s10LAxXvmJ/dXsXk7Uw+YpbrmzgkiZupJ6Ss5Rj+vk5CXkUGvv0BCkUODjfghEoY+h9suMyNBYyC69Z0xqo+j9Sd3yJCgdkcrLXgxCRR4bLMUR8+Jz5oyESBBQnBWt6MsOVP/rF8e0f5ihIBtha9uYD2o3qDHdZ0zSOhY3TH8+hZb907/GxpMiiKBvLm2NhvJjb2fk/PYnIQysYlqflQHhnTG7wzZytZ3jJzPhWpS74RZ+Uz91lau1Ws7iPAzVwrpo1h+pVjBuugrkr9UxqlBN5itSwsC1dJlfUgwlfPgPr+dhFUj8TG7l5Kw81RD/LdNJMRJ+ASrGJFgY+W0nUJyr3JFJAxJkFCzleLxk0T6K7uG1VmQsGUHSva4KShcbry7dpit56/1DIV0t5Lgs6Gh7WQVCVXXU9bfKSFh46GnNxVukiBo2CBscg3Vw6YdFqF2JPANRY+VKrN1MFPHurVHl3Ac2fr3lmCV/SEZCqRMZUwypKgZXup7Zsivv6MI53HH7Tf60HqUo0LhBNuv6GkZn45+T4L4gmZBG4QPg1N8Wcjm1hq238K7vON972MSjC+vDW1B+v2pcMf0l7Pypswz5r1eRYFE997jsnIUxGgWzFFaRoHO2qoU9e8keF8Nt61DeJz4baW87S+LByOX0YfpZ7Qa629pKmT7Eky/SGmlWvqHtRSED5mdLFeiwHmsXnVAhYL8szydy9Qo2PTWqijVjoJjAQG/M6woEI2a7C3SYeft3UQ9VwlSYNDek/9PloKS1y5HoiQpSAjjj8/iYvtOIZ6+IBZKAanK/0jrDgXvXALK315g+3orRQtueyN9Em3jR07oU6BgkEH3bKagsnpgbr0GK5cZN/2rt2lEeA0+czG+jfTA1ipJSylSENzqEubHR4FqSg//sSS2T/e4RW/ybjzbj2X0YfRg5Kd/Mnqy8RAFtyt7PBSs2f4f0zccsZFxi5xLzeC9/CaPxn8jKA47Kp81JVIw5jQ9mRNIwf6T49M6YRQ4DVZ2lwVRMFtD0LI7nIKU2SWztHwouPdfzR5Pfwqikt0vXXRi+3W/PrYrbl/L2sPgw/QD3W6RhncPUnCgyEg9sortrzI8JmOf+rwcgrxGQeC1gfCVyG7ZmvpHm6Mp+CqUcXRTAgUCytFjS7PYvqakr7tsLfKLR49mwPckVv/TvEovD5xk+8VbjCbFVevY/jPTd2X6x5Zdqp92P6LgN138/HA6BfpcMuEy9yhwie75EvyA7Y8f/pv9+m8uq3f9ZZKnPYbtCzN9/Wt3jEQy2tn+8td++do5bRQomgf4/7pPgYW7O3dPOdsnL36hmh4ySEFPilmcTQsFy5PaPd89ZO1j+s1MXDD6jW8It/WrpODGaHbOkmoK7tgNSTc2U6Ac2VS8jWB54S+6pOHe5Sx/wfDSTN+ZsV+5wmj3KWRf8Xj+1pLbLK5yG+NjHl1G/lztPfBHgQZ4nh7xVp0G+ffZRrbcNJwR5Lc5T7P8AtOvZ/x84oe025YXFIjzZZiaFlCA1+p1VeezI4OHtcl0WSuaf5VntavvFjWjd7acb2DqIpY36ozU27JBip7hMW4tiL6+h6SgzXyIawCNDI+iMyai+OcnBb5Zemdnj1IwaeKtX45TEK0WoCXbR0FHRWmfQz8FMtLhalHIPwwvxPA+DH/S49Y+LLuYBimhgB5XaZYfStjlIufGQ4NIeL1wzmyWJzoY2BRr/5cCVwcXY6thZJdI+NLbX1g+hOGNGF6a4d0Y+/y869talGjgC9JbthXh/OJwk+XldTTUbnPhCxSn4S4Pv2rcLBpGrxp1NM6hZ/geho+reFasV/UbnTOPVYOSJqkZfipWb+87PWsaDHvCTi92okGpVCT6qAcN9K3s1wUHaCi7l00kmtIQ0xI19sqenWd4xUxRd9lT+2mwu6YYooXm9f+OVYt5svwj893Bx2z51T7GNJxuCrNd40vDgnWOCvyH2ZFZh3mP4ZVb+N25I0+x/LydY2kffzLLkzO8OcPvMvKZ92dvHAhvMmP5ZoZHNvvhddAmjOWbdaPl8TT0fsl+o90yyO7NJ/Um95qz/OO+6V8OpVasXxj+8vZl1ekR9Lud/lcW7ErDUjIsYQrZ6VwuXZejSkOvuuP27xYs78ngZrW1afSNN8sj/3+enOFFme8gmPULFpO1D3xZvJn5K+O/tN8dZfVh8GT4fwY/Ru89q1xyq5FffvAOGbicYOe/lUWVfAtnv7fIqQlT046i4fMxRenz6WzcYWNhjzFl9vsP5n2Gtxbn8g4GZF/ZGUWDI+Hs9yD8keL5TgU0eNyJW1SeyvLqH08WX9C/TMO6ruD/fM7R0JSWvnYh8hPzfUzW0/zbUqIszzzLZe+GaQEUHzoDeWVqrL8Y/pqJK8Y+5rsERr7vzcXFPx7R0GZSqdmB4mhyq97Zors0vPSYXhZ7hL1nmfOX4V1dFYaypDew/mS+U9gz8pXrWgYNHKmm2HlPWH6esWtg0H9fZSANJmI9+Q6JSM/Wf2cL0fxYYs7hAX+WT/niG11yXRTlTSvWuiYeoICz2/ff1ofs+cncI9t0fau8BtjvZhh+nPn+YeX9qOu8GazdA0XcpVGVNGRUOLnL2LL1in9FgTOsICEtV8Zk9DAJ0bdSzKJTyZn8jMmnGP7vJvBohOVREOTojn1rZe+VP6E1fnwS7LlRv1MvOQXtyx6h338+onp/qwgnzyIFh3OrG0/ldeEz/fgLx6e0BcMIiKxVQ+URAVNWzS3N+0mwS4kWskT58CM1JYN5omye8dnH8XNYD8uTM+d8suJkr9MPCohTiQ8urcCgIFh4eepxDMTzPjseqsVg+eJL/+1Zw/bFmTpWpbHjfvw+AjivXnU+LSSgPeKVxppVJKRstjt+2pOcqUeY/Jjhi21L6+MtstE9OP+y4NybHEj0uD+e3syB9oHi4Zd8GER8vVCZao6BYhiX8908tt/6hV5gI2SBw03OVIB6Bg5hUUKjTl9wsL8znHV4OwGhy8Qsup4QYPRZ9L3yEhL8I9WqF9qz9VB7zXapzuUcWB5WeO+4FgfOZE3a7z7GAdPNtnrpSA/xT7GNaS858NV5Ab/KLAywY9e4fAww4DZeo++VgkHKa7fJzglspi9r6myw5eVFfIZHuL1OwTAd1dn79GbZ89URQOTriFeLceAzWc4buJADlhIr9kisQfbK5p9ZrcOB9Pv7dfH9HPhRmvZHIZgDMWO9rfG3OdCfPcD7GunRqygYpD7Kgfsf5ee0K2PQ73Apz/QaBqt+SGo5f8Nm+kFMH6Mz69FKB3MOBMZ6PeGy5ID/q/KcamsOdL+zdD28kwP/FnBplmzlwAF9NR1nfQ7oiOvzHd+H5j/x7cm7xIFHMb69uWkccH31JCutgQNHtB18y/o4gD+gzGx/cgBrOKux2RiDhWvIrbbZGCzQ/CmWfBbhmeyc9sCbA2KrququI3s+LFPMjTTigMSyRRL9Dhxo0koevW7LAS8x4/jEHRxwc5HpeGbAAVuBw/92m3Hg6V8Pj0SkJ+j+d8sZ6UFLfOzZep8Di/y278SLOFAnlLPtdgcHbh9TMRhBuEQ+caTaCzmQEUCkPEb69i65EG+dyYGDjde4XkZwIG/zYt7sQA4Mcv0YmQ5FuF4Ry16P1uXile++ikYezQzRzej5yz48PL7I71O3FuTXXOXADivBTxP5yF9dRYatpRwIcW+7PcKDgdvs+V3UbAyarvi53p+DQd2KYJ1tyC9C+S+vXnvHAfkrvB9rEV5ZVqdvJz9C+CrsvCiC4lmuadMpjRcccMbNMkWTOCD5sSJoEfKzpX6YZuY1DhT2WEm+jePAb/tPwlaJHNhluNFDwwuDU2sm51c4YjBvvsKCS1oYqBV9X5Qsh4H+vwtDUwpodHCXfqmEgdW2/VL3NmAw/ax+MP4HwvWXYr8xyYE406+56jTyy9ks+gXGgb8GsovOcDjwbklrbOw3Drh7tz10meLM7O/1bfPHysswqBo/1DvwEIODuj12B7Mw2Pgs2+bNRQxEFbeN1e/GIFp+Otd+KwbrOJ//TVhikCM9fQO3wOCdonPAKT0MhKcaH0lqYmCpkHnBRgqDsTKjeENuDIqC3EMufOaAcI2sCaaNA6EzYrBdEp/hE3JO9PHP/svu86n+T/s3YRic3O46rFuPgVxv2U3PZxjcUnUMf52PQffxheY30Xjua+uzrjQMbNTOC/kkYGAbecXiRhDar/0Hl/D5o+d0Dbrm1ONwcWDi041ytu/Y7VN2flMkDi0kb+nJ/+n/biuVlZ+yxgF7L+v2fjXb123hqzt68DsGI990HifhGAxHnA1Tfo1Bg/5w2dZSDPLcNrxpzcDAf9y6+YwYATla6umvp3HY2Udl24/hoPh8SvwMjs5xzINbqovtLyod1E6TSWf7nsu8DOwKjuFAnzM4m2jL8hcvDI5xe69E55yAwKPmuTjs9s/XdyQx2P3absjTjgBTRyGfUmMCtH80TEyrEeAhbnDWcCExw6dynRGzUPiHg1hahFrLKD7TnwzdVf1sySOWhwxU63zfdAUHWbfqKTIUh0sh6k5bT+MgYd658M5+HP4PQCGISg==AQAAAACAAADAKwAAeQwAAA==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AQAAAACAAADAKwAAVRoAAA==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AQAAAACAAADAKwAAzw0AAA==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AQAAAACAAADAKwAAIgAAAA==eJztwTEBAAAAwqD1T20LL6AAAAAAAAAAAAAAgJcBK8AAAQ==AQAAAACAAADAKwAAIgAAAA==eJztwTEBAAAAwqD1T20LL6AAAAAAAAAAAAAAgJcBK8AAAQ==AQAAAACAAAAERwAA0w0AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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AQAAAACAAAB4BQAAFAAAAA==eJzj5BwFo2AUjIJRQE8AALsOMTk=
34
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35
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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_8_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/Grid_9_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/grid/final-grid.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/log.sparta ADDED
@@ -0,0 +1,319 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ SPARTA (4 Sep 2024)
2
+ Running on 128 MPI task(s)
3
+ variable BZ equal 1.380649E-23
4
+ variable PI equal 3.1415926536
5
+ variable molecular_mass equal 6.63E-26
6
+ variable molecular_diameter equal 4.17E-10
7
+ variable gamma equal 1.666666667
8
+ variable R equal ${BZ}/${molecular_mass}
9
+ variable R equal 1.380649e-23/${molecular_mass}
10
+ variable R equal 1.380649e-23/6.63e-26
11
+ variable L equal 1.0
12
+ variable xmin equal -5.0
13
+ variable xmax equal 6.0
14
+ variable ymin equal -5.0
15
+ variable ymax equal 5.0
16
+ variable Kn equal 0.14
17
+ variable Ma equal 6.4
18
+ variable To equal 273.0
19
+ variable Tb equal 273.0
20
+ variable theta equal 0.0
21
+ variable mfp equal ${Kn}*${L}
22
+ variable mfp equal 0.14*${L}
23
+ variable mfp equal 0.14*1
24
+ variable cpmfp equal 4
25
+ variable nden equal 1.0/sqrt(2.0)/${PI}/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
26
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
27
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
28
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(${mfp}/${cpmfp}*${Kn})
29
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.14/${cpmfp}*${Kn})
30
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.14/4*${Kn})
31
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.14/4*0.14)
32
+ variable sos equal sqrt(${gamma}*${R}*${To})
33
+ variable sos equal sqrt(1.666666667*${R}*${To})
34
+ variable sos equal sqrt(1.666666667*208.242684766214*${To})
35
+ variable sos equal sqrt(1.666666667*208.242684766214*273)
36
+ variable vo equal ${Ma}*${sos}
37
+ variable vo equal 6.4*${sos}
38
+ variable vo equal 6.4*307.815564238681
39
+ variable vx equal ${vo}*cos(${theta}*2*PI/360)
40
+ variable vx equal 1970.01961112756*cos(${theta}*2*PI/360)
41
+ variable vx equal 1970.01961112756*cos(0*2*PI/360)
42
+ variable vy equal ${vo}*sin(${theta}*2*PI/360)
43
+ variable vy equal 1970.01961112756*sin(${theta}*2*PI/360)
44
+ variable vy equal 1970.01961112756*sin(0*2*PI/360)
45
+ variable ppc equal 30
46
+ variable xncells equal (${xmax}-${xmin})/${mfp}*${cpmfp}
47
+ variable xncells equal (6-${xmin})/${mfp}*${cpmfp}
48
+ variable xncells equal (6--5)/${mfp}*${cpmfp}
49
+ variable xncells equal (6--5)/0.14*${cpmfp}
50
+ variable xncells equal (6--5)/0.14*4
51
+ variable yncells equal (${ymax}-${ymin})/${mfp}*${cpmfp}
52
+ variable yncells equal (5-${ymin})/${mfp}*${cpmfp}
53
+ variable yncells equal (5--5)/${mfp}*${cpmfp}
54
+ variable yncells equal (5--5)/0.14*${cpmfp}
55
+ variable yncells equal (5--5)/0.14*4
56
+ variable Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
57
+ variable Fnum equal 2.64159929186054e+20*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
58
+ variable Fnum equal 2.64159929186054e+20*(6-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
59
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
60
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5-${ymin})/${ppc}/${xncells}/${yncells}
61
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5--5)/${ppc}/${xncells}/${yncells}
62
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5--5)/30/${xncells}/${yncells}
63
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5--5)/30/314.285714285714/${yncells}
64
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5--5)/30/314.285714285714/285.714285714286
65
+ variable tstep equal (-${xmin}+${xmax})/${vx}/${xncells}/10/4
66
+ variable tstep equal (--5+${xmax})/${vx}/${xncells}/10/4
67
+ variable tstep equal (--5+6)/${vx}/${xncells}/10/4
68
+ variable tstep equal (--5+6)/1970.01961112756/${xncells}/10/4
69
+ variable tstep equal (--5+6)/1970.01961112756/314.285714285714/10/4
70
+ variable nave equal 10000
71
+ variable noutput equal 300000
72
+ clear
73
+ Running on 128 MPI task(s)
74
+ shell mkdir output
75
+ shell mkdir grid
76
+ shell mkdir surf
77
+ seed 7
78
+ dimension 2
79
+ global nrho ${nden}
80
+ global nrho 2.64159929186054e+20
81
+ global fnum ${Fnum}
82
+ global fnum 1.07865304417639e+16
83
+ timestep ${tstep}
84
+ timestep 4.44158015005336e-07
85
+ global gridcut 1.0 particle/reorder 100 comm/sort yes
86
+ region 1 cylinder z 0.0 0.0 3.50 -0.5 0.5
87
+ region 2 cylinder z 0.0 0.0 2.00 -0.5 0.5
88
+ region 3 cylinder z 0.0 0.0 0.80 -0.5 0.5
89
+ boundary o o p
90
+ create_box ${xmin} ${xmax} ${ymin} ${ymax} -0.5 0.5
91
+ create_box -5 ${xmax} ${ymin} ${ymax} -0.5 0.5
92
+ create_box -5 6 ${ymin} ${ymax} -0.5 0.5
93
+ create_box -5 6 -5 ${ymax} -0.5 0.5
94
+ create_box -5 6 -5 5 -0.5 0.5
95
+ Created orthogonal box = (-5 -5 -0.5) to (6 5 0.5)
96
+ 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
97
+ create_grid 314.285714285714 ${yncells} 1 levels 4 region 2 1 2 2 1 region 3 2 2 2 1 region 4 3 2 2 1 clump xyz
98
+ create_grid 314.285714285714 285.714285714286 1 levels 4 region 2 1 2 2 1 region 3 2 2 2 1 region 4 3 2 2 1 clump xyz
99
+ Created 388281 child grid cells
100
+ CPU time = 0.313313 secs
101
+ create/ghost percent = 0.842642 99.1574
102
+ balance_grid rcb cell
103
+ Balance grid migrated 387525 cells
104
+ CPU time = 0.279986 secs
105
+ reassign/sort/migrate/ghost percent = 20.3539 0.0362729 6.28415 73.3257
106
+ species gas.species Ar
107
+ mixture air Ar frac 1.0
108
+ mixture air Ar vstream ${vx} ${vy} 0.0 temp ${To}
109
+ mixture air Ar vstream 1970.01961112756 ${vy} 0.0 temp ${To}
110
+ mixture air Ar vstream 1970.01961112756 0 0.0 temp ${To}
111
+ mixture air Ar vstream 1970.01961112756 0 0.0 temp 273
112
+ collide vss air gas.vhs
113
+ collide_modify vremax 100 yes remain no nearcp yes 10
114
+ read_surf cylinder.surf
115
+ 200 lines
116
+ -0.5 0.5 xlo xhi
117
+ -0.5 0.5 ylo yhi
118
+ 0 0 zlo zhi
119
+ 0.0157073 min line length
120
+ 912 0 = cells overlapping surfs, overlap cells with unmarked corner pts
121
+ 346955 40414 912 = cells outside/inside/overlapping surfs
122
+ 912 = surf cells with 1,2,etc splits
123
+ 109.215 109.215 = cell-wise and global flow volume
124
+ CPU time = 0.253783 secs
125
+ read/check/sort/surf2grid/ghost/inout/particle percent = 8.67952 8.71468 1.31721 14.0326 67.256 2.75725 0.0510704
126
+ surf2grid time = 0.0356123 secs
127
+ map/comm1/comm2/comm3/comm4/split percent = 27.2787 18.1301 11.8077 1.22448 7.65573 4.51957
128
+ surf_collide 1 diffuse 273.0 1.0
129
+ surf_modify all collide 1
130
+ fix in emit/face air xlo ylo yhi
131
+ balance_grid rcb cell
132
+ Balance grid migrated 3809 cells
133
+ CPU time = 0.187699 secs
134
+ reassign/sort/migrate/ghost percent = 2.53714 0.0379971 5.00367 92.4212
135
+ create_particles air n 0
136
+ WARNING: Created unexpected # of particles: 2674643 versus 2674646 (../create_particles.cpp:346)
137
+ Created 2674643 particles
138
+ CPU time = 0.0423287 secs
139
+ stats 10000
140
+ stats_style step cpu np nattempt ncoll nscoll npave nscollave
141
+ run 200000
142
+ Memory usage per proc in Mbytes:
143
+ particles (ave,min,max) = 3.2168 0 10.125
144
+ grid (ave,min,max) = 13.712 2.45129 26.3888
145
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
146
+ total (ave,min,max) = 16.9494 7.72189 32.2219
147
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
148
+ 0 0 2674643 0 0 0 0 0
149
+ 10000 76.296083 2757846 76732 66188 55 2686369 46.3487
150
+ 20000 200.83799 2935298 87126 76144 46 2777958.2 47.34295
151
+ 30000 350.92887 2959996 88186 77298 50 2835948.5 47.7262
152
+ 40000 503.46403 2965942 88413 77299 40 2867772.5 47.957725
153
+ 50000 655.627 2967160 88704 77777 55 2887543.4 48.0727
154
+ 60000 808.54528 2966154 88302 77257 40 2900859.9 48.148417
155
+ 70000 961.12601 2966220 88201 76963 58 2910118.2 48.222286
156
+ 80000 1113.9549 2964786 88066 76862 48 2917093.5 48.265838
157
+ 90000 1267.5229 2963025 88050 77113 39 2922388.7 48.296722
158
+ 100000 1419.9592 2965910 88385 77323 47 2926635.1 48.32891
159
+ 110000 1572.4217 2966056 88770 77768 49 2930197.8 48.354355
160
+ 120000 1725.1706 2966616 88633 77612 43 2933225.9 48.383858
161
+ 130000 1877.455 2967135 88420 77512 47 2935845.8 48.403923
162
+ 140000 2031.1718 2967117 88451 77319 48 2938063.6 48.426121
163
+ 150000 2184.6997 2965083 88501 77559 49 2939938.3 48.442807
164
+ 160000 2338.0966 2964304 88324 77247 60 2941485.4 48.44805
165
+ 170000 2490.2586 2966342 88365 77361 60 2942869.8 48.447006
166
+ 180000 2643.3644 2964646 88167 77260 51 2944200.7 48.4571
167
+ 190000 2796.2125 2965045 88279 77293 70 2945320.3 48.462263
168
+ 200000 2948.7329 2965442 88233 77410 40 2946339.1 48.464955
169
+ Loop time of 2948.74 on 128 procs for 200000 steps with 2965442 particles
170
+
171
+ MPI task timing breakdown:
172
+ Section | min time | avg time | max time |%varavg| %total
173
+ ---------------------------------------------------------------
174
+ Move | 0.031402 | 97.963 | 592.15 |1192.7 | 3.32
175
+ Coll | 1.9063 | 154.14 | 1763.1 |2191.9 | 5.23
176
+ Sort | 0.78692 | 61.348 | 355.7 |1113.7 | 2.08
177
+ Comm | 142.44 | 172.73 | 189.79 | 86.5 | 5.86
178
+ Modify | 0.033657 | 0.60047 | 9.5256 | 189.3 | 0.02
179
+ Output | 0.012889 | 0.16945 | 0.18799 | 7.2 | 0.01
180
+ Other | | 2462 | | | 83.49
181
+
182
+ Particle moves = 589267815904 (589B)
183
+ Cells touched = 615422247427 (615B)
184
+ Particle comms = 481695233 (482M)
185
+ Boundary collides = 0 (0K)
186
+ Boundary exits = 47116309 (47.1M)
187
+ SurfColl checks = 533884690 (534M)
188
+ SurfColl occurs = 9692991 (9.69M)
189
+ Surf reactions = 0 (0K)
190
+ Collide attempts = 21714044012 (21.7B)
191
+ Collide occurs = 16515729317 (16.5B)
192
+ Reactions = 0 (0K)
193
+ Particles stuck = 0
194
+ Axisymm bad moves = 0
195
+
196
+ Particle-moves/CPUsec/proc: 1.56123e+06
197
+ Particle-moves/step: 2.94634e+06
198
+ Cell-touches/particle/step: 1.04438
199
+ Particle comm iterations/step: 1
200
+ Particle fraction communicated: 0.000817447
201
+ Particle fraction colliding with boundary: 0
202
+ Particle fraction exiting boundary: 7.99574e-05
203
+ Surface-checks/particle/step: 0.000906014
204
+ Surface-collisions/particle/step: 1.64492e-05
205
+ Surf-reactions/particle/step: 0
206
+ Collision-attempts/particle/step: 0.0368492
207
+ Collisions/particle/step: 0.0280275
208
+ Reactions/particle/step: 0
209
+
210
+ Particles: 23167.5 ave 165913 max 0 min
211
+ Histogram: 86 14 6 10 2 6 0 2 0 2
212
+ Cells: 3033.45 ave 3034 max 3033 min
213
+ Histogram: 71 0 0 0 0 0 0 0 0 57
214
+ GhostCell: 77934.3 ave 143096 max 4166 min
215
+ Histogram: 23 7 12 10 18 2 6 4 16 30
216
+ EmptyCell: 94.6406 ave 580 max 0 min
217
+ Histogram: 75 6 12 7 23 0 1 1 1 2
218
+ Surfs: 200 ave 200 max 200 min
219
+ Histogram: 128 0 0 0 0 0 0 0 0 0
220
+ GhostSurf: 0 ave 0 max 0 min
221
+ Histogram: 128 0 0 0 0 0 0 0 0 0
222
+ compute 1 grid all air n nrho massrho u v w
223
+ compute 2 grid all air trot
224
+ compute 3 tvib/grid all air
225
+ compute 4 thermal/grid all air press temp
226
+ fix 1 ave/grid all 1 ${nave} ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
227
+ fix 1 ave/grid all 1 10000 ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
228
+ fix 1 ave/grid all 1 10000 10000 c_1[*] c_4[*] c_2[*] c_3[*] ave running
229
+ dump 1 grid all ${noutput} output/grid.*.dat id xc yc f_1[*]
230
+ dump 1 grid all 300000 output/grid.*.dat id xc yc f_1[*]
231
+ dump_modify 1 format float %12.5g
232
+ compute 5 surf all air n press px py shx shy fx fy etot erot evib
233
+ fix 2 ave/surf all 1 ${nave} ${nave} c_5[*] ave running
234
+ fix 2 ave/surf all 1 10000 ${nave} c_5[*] ave running
235
+ fix 2 ave/surf all 1 10000 10000 c_5[*] ave running
236
+ dump 2 surf all ${noutput} output/surf.*.dat id v1x v1y v2x v2y f_2[*]
237
+ dump 2 surf all 300000 output/surf.*.dat id v1x v1y v2x v2y f_2[*]
238
+ dump_modify 2 format float %12.5g
239
+ compute 6 lambda/grid f_1[2] f_1[8] Ar kx
240
+ dump 3 grid all ${noutput} output/lambdakn.*.dat id xc yc c_6[*]
241
+ dump 3 grid all 300000 output/lambdakn.*.dat id xc yc c_6[*]
242
+ dump_modify 3 format float %12.5g
243
+ run 100000
244
+ Memory usage per proc in Mbytes:
245
+ particles (ave,min,max) = 3.58594 0 18.5625
246
+ grid (ave,min,max) = 13.712 2.45129 26.3888
247
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
248
+ total (ave,min,max) = 18.3371 8.74039 33.2404
249
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
250
+ 200000 0 2965442 88233 77410 0 0 0
251
+ 210000 247.63677 2965987 88458 77540 51 2965280.4 48.5323
252
+ 220000 495.39999 2964124 88034 77122 55 2965806.1 48.6294
253
+ 230000 742.38516 2964264 88538 77523 49 2965600.3 48.6474
254
+ 240000 990.4766 2965207 88410 77504 60 2965669.8 48.63515
255
+ 250000 1237.4502 2966875 88448 77437 57 2965788.2 48.63416
256
+ 260000 1484.379 2964467 88276 77183 60 2965754.8 48.632267
257
+ 270000 1731.5579 2965336 88229 77154 43 2965745.2 48.634257
258
+ 280000 1979.9635 2965578 88166 77375 57 2965723.4 48.637738
259
+ 290000 2225.4974 2965866 88260 77358 55 2965643.8 48.639867
260
+ 300000 2473.9159 2965525 88025 77203 63 2965699.3 48.64037
261
+ Loop time of 2473.92 on 128 procs for 100000 steps with 2965525 particles
262
+
263
+ MPI task timing breakdown:
264
+ Section | min time | avg time | max time |%varavg| %total
265
+ ---------------------------------------------------------------
266
+ Move | 0.024442 | 49.589 | 307.88 | 821.3 | 2.00
267
+ Coll | 1.0045 | 84.654 | 1042.2 |1648.4 | 3.42
268
+ Sort | 2.3109 | 36.959 | 209.07 | 790.8 | 1.49
269
+ Comm | 76.036 | 93.946 | 103.22 | 65.0 | 3.80
270
+ Modify | 15.893 | 133.25 | 776.28 |1392.9 | 5.39
271
+ Output | 0.19999 | 0.20166 | 0.20632 | 0.3 | 0.01
272
+ Other | | 2075 | | | 83.89
273
+
274
+ Particle moves = 296569931274 (297B)
275
+ Cells touched = 309709969063 (310B)
276
+ Particle comms = 241836922 (242M)
277
+ Boundary collides = 0 (0K)
278
+ Boundary exits = 23702525 (23.7M)
279
+ SurfColl checks = 268494621 (268M)
280
+ SurfColl occurs = 4864037 (4.86M)
281
+ Surf reactions = 0 (0K)
282
+ Collide attempts = 11075740159 (11.1B)
283
+ Collide occurs = 8418863184 (8.42B)
284
+ Reactions = 0 (0K)
285
+ Particles stuck = 0
286
+ Axisymm bad moves = 0
287
+
288
+ Particle-moves/CPUsec/proc: 936553
289
+ Particle-moves/step: 2.9657e+06
290
+ Cell-touches/particle/step: 1.04431
291
+ Particle comm iterations/step: 1
292
+ Particle fraction communicated: 0.000815447
293
+ Particle fraction colliding with boundary: 0
294
+ Particle fraction exiting boundary: 7.99222e-05
295
+ Surface-checks/particle/step: 0.000905333
296
+ Surface-collisions/particle/step: 1.6401e-05
297
+ Surf-reactions/particle/step: 0
298
+ Collision-attempts/particle/step: 0.0373461
299
+ Collisions/particle/step: 0.0283874
300
+ Reactions/particle/step: 0
301
+
302
+ Particles: 23168.2 ave 166289 max 0 min
303
+ Histogram: 86 14 6 10 2 6 0 2 0 2
304
+ Cells: 3033.45 ave 3034 max 3033 min
305
+ Histogram: 71 0 0 0 0 0 0 0 0 57
306
+ GhostCell: 77934.3 ave 143096 max 4166 min
307
+ Histogram: 23 7 12 10 18 2 6 4 16 30
308
+ EmptyCell: 94.6406 ave 580 max 0 min
309
+ Histogram: 75 6 12 7 23 0 1 1 1 2
310
+ Surfs: 200 ave 200 max 200 min
311
+ Histogram: 128 0 0 0 0 0 0 0 0 0
312
+ GhostSurf: 0 ave 0 max 0 min
313
+ Histogram: 128 0 0 0 0 0 0 0 0 0
314
+ write_grid grid/final-grid.dat
315
+ grid cells = 388281
316
+ CPU time = 0.0507842 secs
317
+ write_surf surf/geom.surf
318
+ surf elements = 200
319
+ CPU time = 0.0036929 secs
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/mir.txt ADDED
@@ -0,0 +1,3 @@
 
 
 
 
1
+ dimension 2
2
+ create_box -5.0 6.0 -5.0 5.0 -0.5 0.5
3
+ read_grid grid/final-grid.dat
CylinderKnMa/Kn0p14/simulation0245_Kn0p14Ma6p4/output/surf.300000.dat ADDED
@@ -0,0 +1,209 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ ITEM: TIMESTEP
2
+ 300000
3
+ ITEM: NUMBER OF SURFS
4
+ 200
5
+ ITEM: BOX BOUNDS oo oo pp
6
+ -5 6
7
+ -5 5
8
+ -0.5 0.5
9
+ 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]
10
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