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  1. .gitattributes +4 -0
  2. CylinderKnMa/Kn0p30/simulation0633_Kn0p30Ma5p2/output/grid.300000.dat +3 -0
  3. CylinderKnMa/Kn0p30/simulation0634_Kn0p30Ma5p3/output/grid.300000.dat +3 -0
  4. CylinderKnMa/Kn0p30/simulation0635_Kn0p30Ma5p4/output/grid.300000.dat +3 -0
  5. CylinderKnMa/Kn0p30/simulation0636_Kn0p30Ma5p5/output/grid.300000.dat +3 -0
  6. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/Lambda/Lambda_0_300000.vtu +0 -0
  7. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/Lambda/Lambda_1_300000.vtu +27 -0
  8. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/Lambda/Lambda_2_300000.vtu +27 -0
  9. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/Lambda/Lambda_300000.pvtu +21 -0
  10. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/Lambda/Lambda_3_300000.vtu +27 -0
  11. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/output/grid.300000.dat +0 -0
  12. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/output/lambdakn.300000.dat +0 -0
  13. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/output/surf.300000.dat +209 -0
  14. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/surf/Surf_300000.vtu +38 -0
  15. CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/surf/geom.surf +610 -0
  16. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Grid.pvd +9 -0
  17. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Lambda.pvd +9 -0
  18. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Lambda/Lambda_0_300000.vtu +0 -0
  19. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Lambda/Lambda_1_300000.vtu +27 -0
  20. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Lambda/Lambda_2_300000.vtu +27 -0
  21. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Lambda/Lambda_300000.pvtu +21 -0
  22. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Lambda/Lambda_3_300000.vtu +27 -0
  23. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Surf.pvd +9 -0
  24. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/config.txt +78 -0
  25. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/cylinder.surf +410 -0
  26. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/gas.species +14 -0
  27. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/gas.vhs +9 -0
  28. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/Grid_0_300000.vtu +0 -0
  29. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/Grid_1_300000.vtu +0 -0
  30. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/Grid_2_300000.vtu +35 -0
  31. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/Grid_300000.pvtu +29 -0
  32. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/Grid_3_300000.vtu +35 -0
  33. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/final-grid.dat +0 -0
  34. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/log.sparta +319 -0
  35. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/mir.txt +3 -0
  36. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/output/grid.300000.dat +0 -0
  37. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/output/lambdakn.300000.dat +0 -0
  38. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/output/surf.300000.dat +209 -0
  39. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/runmpirun128.sh +18 -0
  40. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/runmpirun64.sh +18 -0
  41. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/slurm-28429819.out +205 -0
  42. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/surf/Surf_300000.vtu +38 -0
  43. CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/surf/geom.surf +610 -0
  44. CylinderKnMa/Kn0p36/simulation0753_Kn0p36Ma2p2/Grid.pvd +9 -0
  45. CylinderKnMa/Kn0p36/simulation0753_Kn0p36Ma2p2/Lambda.pvd +9 -0
  46. CylinderKnMa/Kn0p36/simulation0753_Kn0p36Ma2p2/Lambda/Lambda_0_300000.vtu +0 -0
  47. CylinderKnMa/Kn0p36/simulation0753_Kn0p36Ma2p2/Lambda/Lambda_1_300000.vtu +27 -0
  48. CylinderKnMa/Kn0p36/simulation0753_Kn0p36Ma2p2/Lambda/Lambda_2_300000.vtu +27 -0
  49. CylinderKnMa/Kn0p36/simulation0753_Kn0p36Ma2p2/Lambda/Lambda_300000.pvtu +21 -0
  50. CylinderKnMa/Kn0p36/simulation0753_Kn0p36Ma2p2/Lambda/Lambda_3_300000.vtu +27 -0
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/jfcPOfNiBA==AQAAAACAAADARAAAhQIAAA==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AQAAAACAAADARAAAMi0AAA==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AQAAAACAAADkbAAAExUAAA==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AQAAAACAAADARAAAdAsAAA==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CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/Lambda/Lambda_2_300000.vtu ADDED
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_AQAAAACAAABgIgAAsgUAAA==eJwt0nMcGAQChuE3LLuWtmph2VpuLdu27c5oZ2Tbdp1R57tstzxmW3f32/P98/6e/7+qkY/dObz/7/GJHak9wdqTrD3F2tOsPcPaKNaeZe051p5n7QXWXmTtJdZeZm00a2NYG8vaONbGszaBtVdYe5W111h7nbU3WHuTtbdYe5u1d1h7l7X3WHuftQ9Y+5C1j1j7mLVPWPuUtc9Y+5y1L1j7krWvWOuuidYmYW1S1iZjbXLWBrA2Bc/Ms7A2K2uzsTaQtdlZm4O1OVmbi7W5WRvE2mDW5mFtXtbmY20Ia/OztgBrC7K2EGtDWVuYtUVYW5S1xVhbnLUlWFuStaVYW5q1ZVhblrXlWFuetRVYW5G1lVhbmbVhrK3C2qqsrcba6qytwdqarK3F2tqsDWdtHdZGsLYub8FbsrYVa1uztg1r27K2HWvbs7YDazuythNrO7O2C2u7srYba7uztgdre7K2F2t7s7YPa/uyth9r+7N2AGsHsnYQawezdghrh7J2GGuHs3YEa0eydhRrR7N2DGvHsnYca19j7eusfYO1b7L2Lda+zdp3WPsua99j7fusHc/aSD6BT2TtJNZOZu0U1k5l7TTWTmftDNbOZO0s1s5m7RzWzmXtPNbOZ+0C1i5k7SLWLmbtEtYuZe0y1i5n7QrWrmTtKtauZu0a1q5l7TrWrmftBtZuZO0m1m5m7RbWbmXtNtZ+xdqvWfsNa79l7Xes/Z61P7D2R9b+xNqfWbudtTv4Lr6btXtYu5e1+1i7n7UHWHuQtYdYe5i1R1h7lLXHWHuctSdYe5K1p1h7mrVnWBvF2rOsPcfa86y9wNqLrL3E2susjWZtDGtjWRvH2njWJrD2CmuvsvYaa6+z9gZrb7L2Fmtvs/YOa++y9h5r77P2AWsfsvYRax+z9glrn/KAuyd6iokdqU3J2lSsTc3aNKxNy9p0rE3P2gyszcjaTKzNzNosrM3K2mysDWRtdtbmYG1O1uZibW7WBrE2mLV5WJuXtflYG8La/KwtwNqCrC3E2lDWFmZtEdYWZW0x1hZnbQnWlmRtKdaWZm0Z1pZlbTnWlmdtBdZWZG0l1lZmbRiP4HVZW4+19VnbgLUNWduItY1Z24S1TVnbjLXNWduCtS1Z24q1rVnbhrVtWduOte1Z24G1HVnbibWdWduFtV1Z24213Vnbg7U9WduLtb1Z24e1fVnbj7X9WTuAtQNZO4i1g1k7hLVDWTuMtcNZO4K1I1k7irWjWTuGtWNZO46P55Gs/YC1H7L2I9Z+zNpPWPspaz9j7ees/YK1X7J2AmsnsnYSayezdgprp7J2Gmuns3YGa2eydhZrZ7N2DmvnsnYea+ezdgFrF7J2EWsXs3YJa5eydhlrl7N2BWtXsnYVa1ezdg1r17J2HWvXs3YDazeydhNrN7N2C2u3snYb3853sPYX1v7K2t9Y+ztr/2Dtn6z9i7V/s/Yf1u5k7S7W7mbtHtbuZe0+1u5n7QHWHmTtIdYeZu0R1h5l7THWHmftCdaeZO0p1p5m7RnWRrH2LGvPsfY8ay+w9iJrL7H2MmujWRvD2ljWxrE2nrUJrL3C2qusvcba66y9wdqb/Al/ytpnrH3O2hesfcnaV6z/O+xEa5OwNilrk7E2OWsDWJuCtSlZm4q1qVmbhrVpWZuOtelZm4G1GVmbibWZWZuFtVlZm421gazNztocrM3J2lyszc3aINYGszYPa/OyNh9rQ1ibn7UFWFuQtYVYG8rawqwtwtqirC3G2uKsLcEr8zDWVmFtVdZWY2111tZgbU3W1mJtbdaGs7YOayNYW5e19Vhbn7UNWNuQtY1Y25i1TVjblLXNWNuctS1Y25K1rVjbmrVtWNuWte1Y2561HVjbkbWdWNuZtV1Y25W13VjbnbU9WNuTtb1Y25u1fVjbl7X9WNuftQNYO5C1g+4Z/l+VLJVuAQAAAACAAABgIgAAHwMAAA==eJzt0/8v1HEcB3Dujjvu3J3TiqTYMLe+LKlL+vJ+I5qpVmxlkaRmCZOdNrHaKJEKO+IHYkRWK5qE2eX9GpWwstOcmvItEX253BF1Ite7P+P9/vHz/uz9fr1fz9dD8WrnQY3GDp6GFLnknrcD+Teb1s0OdlCYlXnsjVoGjjbDG/OjZJBVc7RrC08Get+emL4aW0jtkPuogm3h08kK7VadFA4t2Cv7VVJ4m64MLFRI4aq39nlCgwSK/K/HTxjFEJ+SWr3BXwz+D2MHk3JsIKR5beYXjej/fSJYcvnz83yUEMQb62/raqz/n2sF6qJ8SarCCrorAhoNFwVg+ur9nA8pQlePSyI+ZK1893ou1BIig1/yd5dYQMKRi7WNozzYa7pWzoPVEO7sm8QFebe0o6WZA2b/Fgf6l48J2GcO46hqqDXXDC5MunsKHiwR91CLOyqfRbI3NvFHZucC0fceiJaGGYl0sqmOO/GL0D7Nk7Pq5AJ73hy51js4LCyYJYpdpp0Z8rG65JnzIz3hqC1kK9A0oXXpSKBf+Ovq5q9k047vhWLtJPGq6Y6ONowTx7LI5dLGCPfWtM5r0wiRWpalSYrfk2FDu2BEoyVTPZeqskUakpwWdKoh9wUJWb9/KE7QSPYkJg+ldZ5DA3G+upsuzcjtuNevmJIO1AZK3YhKg2jd/ejzT9WLM04f0I0rjaXBSSOI9msMla8LFOQpJlCTx2Nfd4cpVN/Sp+w1fkVd7X7LCemQ93zb6ftR08hhNGxVk0aPaH4ziIhLvSobZlHFvOd4rdscMuSGJrsWz6O+FFMDfyMPifDJ3QtGZPp7zZcFFJHXNusRsYjq3MYul71aQuaDHKuccjNM6zPH9P0cTPvNwdsiW4JEGVx8whSYDw9nzwz0pxt4mOZjgSsbti9XZokL7mUcDnLi438xaPmY5ijANFcrTHO2xjR3a0znQIjpXIgwnRMRpvnYYNoXMaZzJcF0ziRYwXwwH8wH88F8MB/MB/PBfDAfzAfzwXwwH8wH88F8MB/MB/PBfDAfzAfzwXwwH8wH88F8MB/MB/4Lus6PVg==AQAAAACAAABgIgAAmwAAAA==eJzt160KwgAAhdEiWP1BwaKYBatpsGiYZSs2NawsWQwmkzAWNFgEs+AjjIFpXXAmDRYtYhhosYiC1fsIXzrPcKJT8HZbOTNCxD/LXuc5WyCicn591JIUEZXZ3tIqWXlEFE6Oxri7QUTly7msV5kCIgqHOz859xFReWs3P/UtIioH8aHhVoqIKPw1ZISISjusTu97RFR+AbvHGoI=AQAAAACAAABgIgAAthgAAA==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AQAAAACAAABgIgAArxYAAA==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AQAAAACAAADQOAAAsg0AAA==eJxN1EFopHcdxvGNFKcHJ1gT0T1swNJWOoYqBefQJZk3LLoMNijVwxhWoZqCRUooWsQGYWmTpVhobK0sdBI2kJLx0INkPHjo9J8eehhhhZYwhwqltqJIjQV72EI9OF/I8zzvQOBzeIf39//lP99z5/aPb3avVuemn4cv7NmvP/CSfWfvuv3UEy/a77/wvH3pD8/ZL9981r7tg2fsR26/Zr9x99P2PZeu2s3Xn7T/8snP7Z32hv2dxx+173jlx/Zb//iB/dsv9ezvXXnI/vz1B+3Jm9+0r39mxe5dvmiff+rr9tuvftXu37rXvnL/XfaFxxbsdwZftG+897nanpu13TZq+5yxL/dvFXn82X/bD157t2Q/JyU7GZfsYVRy9qOS8x6WnLFfcq6dkrNs2aNvP26//sCa/cbdl2qzLdbmmbdfvvnJa/IrBzftP/7yhv3kjR/Zv/7Wp+3H3vnyKOfqLuWOzS7L99/2U/uOVw7s2ydv2tNPR/7f/Bfsj++9z/5o+Rv2h9+9Yn/wk5/Vntm2Hx//pvb8biczD2rfHdqPfvSa/c9f/dl+5PaJ/f4Lf7MfvnBqvzP42L7v/KeqvKtRZbfNKu+ds1v3na8yw4L9+z/dVWWeln3Ppa9Vma1tv3zzYpU5V+w7e5erzLxq33jvoSrz9+wLj/3QvnL/ut2/9aj99qsb9vmnnrB7lzftB69dtc9N2/XWV54+m2HPpl0y7ZJpl0y7ZNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNqVPTdru23U9jlj0y6Zdsm0K/s5KdnJuGQPo5KzH5Wc97DkjP2Sc+2UnGXLpl25D2s27cpsi7V55m3aJdMumXbJtEumXTLtyrm6S7ljs8sy7codOLBplzz9dGTaJdMumXbJtEumXXlm26ZdeX63k5kHte8Obdol0678FiY27crdOLVpl0y78q5Gld02q7x3zqZdmWHBpl2Zp2XTrszWtmlX5lyxaVdmXrVpV+bv2bQrd2zdpl25hxs27cpd3bRpV/6/+8eT5rWzGfZs2iXTLpl2ybRLpl0y7ZJpl0y7ZNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl3Zc7O220ZtnzM27ZJpl0y7sp+Tkp2MS/YwKjn7Ucl5D0vO2C85107JWbZs2pX7sGbTrsy2WJtn3qZdMu2SaZdMu2TaJdOunKu7lDs2uyzTrtyBA5t2ydNPR6ZdMu2SaZdMu2TalWe2bdqV53c7mXlQ++7Qpl0y7cpvYWLTrtyNU5t2ybQr72pU2W2zynvnbNqVGRZs2pV5Wjbtymxtm3ZlzhWbdmXmVZt2Zf6eTbtyx9Zt2pV7uGHTrtzVTZt25f+7f/zXD585m2HPpl0y7ZJpl0y7ZNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNqVPTdru23U9jlj0y6Zdsm0K/s5KdnJuGQPo5KzH5Wc97DkjP2Sc+2UnGXLpl25D2s27cpsi7V55m3aJdMumXbJtEumXTLtyrm6S7ljs8sy7codOLBplzz9dGTaJdMumXbJtEumXXlm26ZdeX63k5kHte8Obdol0678FiY27crdOLVpl0y78q5Gld02q7x3zqZdmWHBpl2Zp2XTrszWtmlX5lyxaVdmXrVpV+bv2bQrd2zdpl25hxs27cpd3bRpV/6/+8fvvvns2Qx7Nu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdOu7LlZ222jts8Zm3bJtEumXdnPSclOxiV7GJWc/ajkvIclZ+yXnGun5CxbNu3KfVizaVdmW6zNM2/TLpl2ybRLpl0y7ZJpV87VXcodm12WaVfuwIFNu+TppyPTLpl2ybRLpl0y7coz2zbtyvO7ncw8qH13aNMumXbltzCxaVfuxqlNu2TalXc1quy2WeW9czbtygwLNu3KPC2bdmW2tk27MueKTbsy86pNuzJ/z6ZduWPrNu3KPdywaVfu6qZNu/L/3T/++/C5sxn2bNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNol0y6Zdsm0S6Zd2XOztttGbZ8zNu2SaZdMu7Kfk5KdjEv2MCo5+1HJeQ9LztgvOddOyVm2bNqV+7Bm067MtlibZ96mXTLtkmmXTLtk2iXTrpyru5Q7Nrss067cgQObdsnTT0emXTLtkmmXTLtk2pVntm3aled3O5l5UPvu0KZdMu3Kb2Fi067cjVObdsm0K+9qVNlts8p752zalRkWbNqVeVo27cpsbZt2Zc4Vm3Zl5lWbdmX+nk27csfWbdqVe7hh067c1U2bduX/u3/8r989fzbDnk27ZNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNol0y6Zdsm0K3tu1nbbqO1zxqZdMu2SaVf2c1Kyk3HJHkYlZz8qOe9hyRn7JefaKTnLlk27ch/WbNqV2RZr88zbtEumXTLtkmmXTLtk2pVzdZdyx2aXZdqVO3Bg0y55+unItEumXTLtkmmXTLvyzLZNu/L8biczD2rfHdq0S6Zd+S1MbNqVu3Fq0y6ZduVdjSq7bVZ575xNuzLDgk27Mk/Lpl2ZrW3Trsy5YtOuzLxq067M37NpV+7Yuk27cg83bNqVu7pp0678f/eP//OLF89m2LNpl0y7ZNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNol0y6ZdmXPzdpuG7V9zti0S6ZdMu3Kfk5KdjIu2cOo5OxHJec9LDljv+RcOyVn2bJpV+7Dmk27MttibZ55m3bJtEumXTLtkmmXTLtyru5S7tjssky7cgcObNolTz8dmXbJtEumXTLtkmlXntm2aVee3+1k5kHtu0Obdsm0K7+FiU27cjdObdol0668q1Flt80q752zaVdmWLBpV+Zp2bQrs7Vt2pU5V2zalZlXbdqV+Xs27codW7dpV+7hhk27clc3bdqV/+/+8X+/f/1shj2bdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNol0y6Zdsm0S6ZdMu2SaVf23KzttlHb54xNu2TaJdOu7OekZCfjkj2MSs5+VHLew5Iz9kvOtVNyli2bduU+rNm0K7Mt1uaZt2mXTLtk2iXTLpl2ybQr5+ou5Y7NLsu0K3fgwKZd8vTTkWmXTLtk2iXTLpl25Zltm3bl+d1OZh7Uvju0aZdMu/JbmNi0K3fj1KZdMu3KuxpVdtus8t45m3ZlhgWbdmWelk27Mlvbpl2Zc8WmXZl51aZdmb9n067csXWbduUebti0K3d106Zd+f/uH9+6+NLZDHs27ZJpl0y7ZNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNol067suVnbbaO2zxmbdsm0S6Zd2c9JyU7GJXsYlZz9qOS8hyVn7Jeca6fkLFs27cp9WLNpV2ZbrM0zb9MumXbJtEumXTLtkmlXztVdyh2bXZZpV+7AgU275OmnI9MumXbJtEumXTLtyjPbNu3K87udzDyofXdo0y6ZduW3MLFpV+7GqU27ZNqVdzWq7LZZ5b1zNu3KDAs27co8LZt2Zba2Tbsy54pNuzLzqk27Mn/Ppl25Y+s27co93LBpV+7qpk278v/dP/7kwt7ZDHs27ZJpl0y7ZNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNol067suVnbbaO2zxmbdsm0S6Zd2c9JyU7GJXsYlZz9qOS8hyVn7Jeca6fkLFs27cp9WLNpV2ZbrM0zb9MumXbJtEumXTLtkmlXztVdyh2bXZZpV+7AgU275OmnI9MumXbJtEumXTLtyjPbNu3K87udzDyofXdo0y6ZduW3MLFpV+7GqU27ZNqVdzWq7LZZ5b1zNu3KDAs27co8LZt2Zba2Tbsy54pNuzLzqk27Mn/Ppl25Y+s27co93LBpV+7qpk278v/dP57+nc2wZ9MumXbJtEumXTLtkmmXTLtk2iXTLpl2ybRLpl0y7ZJpl0y7ZNol0y6Zdsm0S6ZdMu2SaZdMu2TaJdMumXbJtEumXTLtyp6btd02avucsWmXTLtk2pX9nJTsZFyyh1HJ2Y9KzntYcsZ+ybl2Ss6yZdOu3Ic1m3ZltsXaPPM27ZJpl0y7ZNol0y6ZduVc3aXcsdllmXblDhzYtEuefjoy7ZJpl0y7ZNol0648s23Trjy/28nMg9p3hzbtkmlXfgsTm3blbpzatEumXXlXo8pum1XeO2fTrsywYNOuzNOyaVdma9u0K3Ou2LQrM6/atCvz92zalTu2btOu3MMNm3blrm7atEv+P6Z3wkA=AgAAAACAAACACQAAohUAALUBAAA=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CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/Lambda/Lambda_3_300000.vtu ADDED
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AQAAAACAAADwDAAArgIAAA==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AQAAAACAAABAHgAA1wQAAA==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AQAAAACAAADyAAAADAAAAA==eJzj5BxpAAAK4QiD
26
+ </AppendedData>
27
+ </VTKFile>
CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/output/grid.300000.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/output/lambdakn.300000.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p36/simulation0751_Kn0p36Ma2p0/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 0.00507 0.038632 -0.038628 0.00060681 -5.4832e-06 -0.00034905 -0.00060682 4.0488e-06 0.58699 0 0
11
+ 129 -0.31871 0.38526 -0.30645 0.39508 0.07017 0.56273 0.35185 -0.43917 0.085128 0.0682 0.0068637 -0.005827 41.448 0 0
12
+ 2 0.49975 -0.015705 0.49901 -0.031395 0.00511 0.037671 -0.03763 0.0017746 2.9843e-05 0.00063282 -0.00059059 3.7814e-05 0.90435 0 0
13
+ 130 -0.30645 0.39508 -0.29389 0.40451 0.06752 0.54045 0.3245 -0.43219 0.087809 0.065929 0.0064762 -0.0057529 39.841 0 0
14
+ 3 0.49901 -0.031395 0.49778 -0.047054 0.00453 0.033204 -0.033102 0.0026052 -6.1699e-05 -0.00078396 -0.00052091 2.8606e-05 0.87704 0 0
15
+ 131 -0.29389 0.40451 -0.28104 0.41354 0.06568 0.52556 0.3022 -0.42998 0.087609 0.061573 0.0061228 -0.0057867 38.573 0 0
16
+ 4 0.49778 -0.047054 0.49606 -0.062667 0.0047 0.035108 -0.034896 0.0038526 0.00015844 0.0014351 -0.00054563 8.3056e-05 0.56116 0 0
17
+ 132 -0.28104 0.41354 -0.26791 0.42216 0.06272 0.50222 0.27573 -0.41976 0.091661 0.06021 0.0057707 -0.0056476 38.279 0 0
18
+ 5 0.49606 -0.062667 0.49384 -0.078217 0.00464 0.033922 -0.033584 0.0047797 -0.00010388 -0.00072988 -0.00052914 6.3612e-05 0.8992 0 0
19
+ 133 -0.26791 0.42216 -0.25452 0.43037 0.06137 0.48963 0.25583 -0.41748 0.096241 0.058976 0.0055301 -0.0056311 35.774 0 0
20
+ 6 0.49384 -0.078217 0.49114 -0.093691 0.00514 0.038733 -0.038156 0.0066592 -0.00023659 -0.0013556 -0.00060304 8.3306e-05 1.1307 0 0
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rIORjE/cOKgdhXkF94wLtEAhWn1uunBwKsy8nhE3+YQiqMTv1rOkMltROnP7ccxrny4+YmKpEg0sKG7blxoKzuy+W6hiP/In8R0UDCVDoj3DQD0/E/fBI2qR2Ehwf3CWctEqBiPJ8bjKY5klfZA6mIXOJk+GYWzoob+Z17Z+ejoeOB5dUvbiAmSVqjq6mWdAurpGptsjGqShF47TwHDhHzEiyqs1FaV6xbO67POyxmuujEZSPJ3OL770JLgTh0wvpB1uLYGw+zCKfYuGF3Ahdof8i5nS8Ihx2L8am41W0644lKJLWH5frLMGhH8Avo/OGgscHXTbmHHaXy7jPRmVnPpHpX4565dsRvooVcPL8Z7LCvwJbHs/Q5ERUInMoPv2pTBXchM+dc7qrsMOXIvXMhwPhvvF26VEODF6WLX0eUg31OBVW9MkaSK1f5lz4tgazXGb9TrDgIuadpm9hey0sn3Q/3tBVi+zClNLRP3iwuWrZ01DBg4mT0vz0uDrYrmnrD93Ex+Ge3BaZc3ysWO3qc2mQj65B8oovqfXQebRn29j2ejzbt6CmQ0Ig5iBAKkO3bPlXAQ58VsxXiRKAoFeRMVIkQKAJydBGpQEs9cnzJbYNaK4l7k0OaIDGZ4p9QJkAo91X7GWVGlCwcrPa8DMBvOva/yxKEEBLL7lG64IA7BIjXenHU+/0RAcsAONH0AIY7ZC8d6+iHlW+PWEvTeqxrqc3LZPNh7AlUcKYwwdpLCR4sK8OOgXZPTtU60DyVCtXyuLByabfoKiZh6hr5w62TuPh6C45Xn1+LdiTd5wFfK64L1x8cGlx2nGzBn6k3gxOTzXIfOZZZalq3OUPENVvccR5VqFyiMFR/FoJnrVo4kqYb9rfVsCtQJ2cLi5+KUeg992sb9vKMWAnEe3ezhb3iY3h9a8DBjwuw665e3xxTinWiuqeUAK1mbcktamXMAWn+vDJiyiTVxyYsGJBMkvDfGZcIb49jCMmOBdAlJbH5gJcGOtS00zLA7mPFhn7PBfadtJ5iSY5+Kxat2W0O1vMLxMvm2ex46wzkOsUlpS1Ox25HerX24jnYf/B/GUC0mDrFmJpQE/B2CPDKbJJGCNKDKgYJUF0jbsCE/Ho6eVbqqPxSP0eH/jVJB4SZa5N5pqxiDXjlx1kR+GFTtdG9bgINPG4MTLvw3FMb9FUxOFiL4RizLrlxJqkELGngiCyE6k3AEJTovT4lkDw/Yo3e4X7I2bZW3nBaj94bOt1eb35GPTD6VMjM8U9YGCaMYdSqk+Hgopochoav9tXuGhRxT6holOiT1I28pcXq8422n4cokD+0nGtTze9QZu+EdFzvX76zS5lUawPzUO8hwc+3dSYvUHoJfYNBX/FnDhjfuyXb//3rFeUwULXRBpqVbyuDJ6mQXZh5gHd5qn/v964n+lA/+lJkWwW3mX89LfOGd4cMzID/sSyrU9PMHGhd8SG+IoBpanWFFYyoPEjGCb+AzNr7wY=AQAAAACAAABABgAA+AUAAA==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AQAAAACAAABABgAALAYAAA==eJwdlHs8FIgexbthPRPrVZRF1O1F9EArv5bb5hOSloYrK8ljKeVNcrkGwwqZGfOSx5jLrGxuog95/aodj8EiLEMTCsNgDNke9zPiav8/f5zz/ZxzImLDmGodHPwU9vj7U//g4Bmn172t70rRoDU9Zuo1G71iLqkuWrKxYOTcnHkWB0/IdwQKh0rRJjRdnLiNjQqf0w0tbxdjSpDGN4KVEmygrraNZ5dgHDHkYUjUfQweadHJUmah7J90fXYJEw3bbOfnGlioEfuzJ/EIHbt/cuPb1tBRsS5a4VUmHdfVbg5PJhVg+t4ss5klCt6zYKf+pkrGlirDI9uZZLSPlwxk/EbGuEA9teqnFOTIkR/d3JePDXlCVrQPGV+89m6SOFBQe/YXzlQoFXW6XoyMNFJRyVvXZc2dinZh9b4h1RSU9XiXRLrQcFq4V3hwlYbuId4f89IZuPUgSXe0l44dKYvvl/Lo+PB87wXhCg0jNvLF/WImblAw8WwOE6vmZ+JYPQy0sTTdp1XPQmbxI55cFw0V6bm2fQI6butY3XnhJg09jxyo1Oqn4l8Y88mYyE6RXOHloskP9vKeHBJGX90uCVBIRsIZLaJB2jXM3377RJV9MCwdLpTSWEQwKOGvJ+jfg/uThRV96gwwqjNsddFmw0lyd7ITloPpAQ9rveQq4KnU3zE1qwGDYQ/ddN86SM1ZmHjPrIdcsbKzXWkzOAkDxI56z0DRj+Gic/cFzN50MN6q3gY59PCvic/aYUPZ/NLQlS5Y9SAJ1ax7oKmQe3I6qB8I8hs+/NyX0HKRZpwbMwiuraOi9j+HYPmo+S4l/jB4dVnxaswFoLvjceMfUWNg8cz+ZMzMKxgzuONv5TkOJpMaD4YWJ0Duih0xY30SwvVYC8cG3gDPj3J83ngK7p6blz+mOQ1hQ47HGonTYPjz1iQTNxF8z9xmxe8UwSYMgk/NLFS8i00bTJ2DtS3/ORERKYbnb2+JCFHzMLbpJs1sAea0EsjRvy8AT+nNy3ZNCZTqfDG0CF064zMmrRI4VDKTcCtuCfobbhmZqkphbbwCZPlLYF9retr1sBRG484sY4EUqgednGckUkgObY6m7FiGHcZ2YzZXpbAsTGyYbpDCNyEKGb+GS+FvpAvlQdul8CX1gGwJCMq6pKO4BMr/Kw2unZdArLVbTOfvErh7WN727/4SqCjkGT2KXITiH/d3a3QsACGenv3p/AJoGt7YVaM7D30tJOfcb8WgGqD6nfq5OfC5o5KyojYH2ddnZZUrIhiQtY8Ue4tAlA874pem4ZaSZ+iH09OwJrurqugwBUWa5S3P9d5C9QFZtdIm51HqwebuM5NwelN96vI4xN8v2/N07RUsp/M9nv8yBrOV6k93hgtAG9qFT9KG4dMPU+WFvCHQ+FI/wiA4VxlH5JW/hM7EP7rS/PohSeGn9jJxD0xkeVtkRHaBq1Wk7oe6DhhiiXZz53jA+TazaH/0C1BfnVEQnEVwWHRhr+o3QXNvxtpRYgMYFO6ubF2thVB8omVmXAO3yw857lp4AHlHXQX/sqqAjmtfFlYKjBvch5rPGSCKtfjId78H4e+2NAExFTLXcu3Cvg6Gz6N52vn+gchuj7q++iQJR+nX7QRXSfi+LBZVlnPw4n1Obm5VPn74jqaglUzFnZHXTzna0PC/t5/ZXeui4xZDd3bjUwZmfqhJnchgYHVQ0UpSBBOt18IbA0kMfGmk4GZMYOFKQI+vcycd5aTTgwE+NPzMZu4b0WagStGIwOwBHbNzEnZHdNKQdrntrXV6AQqG3Ta8VynooW9Z2xdARcm5bqcWLhnvqC60N+2hILfAwYhuQ0bfCxNW3G4yco0fLAfHUzDovXq94+afZRDIdiMf8/FQgKO1TK4A+V431v1iqOjsZRCwr5mKfee/OsuvomCtUtul/joqcr2OK0U10VH7q0B9V3Maqnw6TpZ/w8I9goZ1382fXQ4PzOq1KsQjjc22l6uKMIIfwY1+VIzZlX9q9YYXYbcF0dLEvRTzck43V/uVYiLpFdvfsgz99TPyMvez8ax4AE0L2Kjo8DhFWViGFyWDK4x/l+HeX3NqtH4sw4S5Jh/vMg7+H3v5SxE=AQAAAACAAABABgAAIAYAAA==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AQAAAACAAABABgAAKgYAAA==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AQAAAACAAABABgAAOgYAAA==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AQAAAACAAABABgAAOAYAAA==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/jfcPOfNiBA==AQAAAACAAADARAAAhQIAAA==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AQAAAACAAADARAAAYi0AAA==eJxFXGOYJEkUXNu2bfN2Y23btm3btm1bt7Z3p1VVmd1Va1u3vPeyc7bvx803sz3dWZkP8SIip/SVca8+v7mHUbHGvY+T6j7w8Pz4eXnuY9jYU01317qPa5Gy9XvZ5z7qHNo578PC+xiUc0+uH3vuI36HrrFWe+8jvXfKjP6/76PRrI/F1ycIw/W6O0aXSheGk5U+e842CUOaGPwOYaA3WfNiXhgub42Q4s66MMSq+c+6XtfDUPB2YFKFKC4YbYfUTZfMhbwV07x8UMyFYuqNXchdu0b5o0td2HJ3+OzWG1z4lbjVrm3n7iPjvgHd5r++j8ELU0RpEi8MR3McLJ8tZRgyxPnna7p8YWjUN26vxe3CsCdRnnhdx4Qheownz96PDMOFqhcXVdsQhhKF5v48dzYMlasO+C/+8zBMFXGK2x/D4PlT8ubS5C7k39isT/eiLuxd1Hlax9a0nlul69yb78L8u0sG5tzjQuyc2P7luQtd86y4XSeaG/f7to1+O6UbBcO+7N1VxI1E5oB8lxq7kTDi1Hqbu4Rh8sv6x9JNDgPSzk25bVYYkm1KOXPLwTB0KvdlxNcrYViwZ/mog7fC0PL25mM7XoVhxf5upUqndMF8cvnTpKwulGr252mBti4s+pF2RqTRLkzsnqJspi0u/GcWrhnJ5cKYWcd7xvzPhSyVOzW7lNqNUvQU7dK7satJtp8N4MboJU/PyeZu9Ni0+cOQSW4cv3J/ar5tbsx+k2HIlrtu0OGsdKJ5sLRk62SJV4bhZZrIB7wnw5D/bNlSgx+HYe6ObNNOxHfhQJUylTaWdmHPyeE7KvZx4fHdTNZ/Y1w4G3NyjBKTXBhZveOhOTtcWDF01YbMx124sb7ykY+/XIhcFrMSpHODT7NIFTfyb+u7PKyzGz1zf1kqF7pR4cC4mOKEG0XVQbnRUgWkB513tGvUILsHXQru/+9YMQ9SVCx5b08FD6wNN6Mt7+RB9Xx/Mv76Eob5x/iBXKjVv7ExtLIL8e89i9ehqwt9iow7Wm4CnVeVrIMjrXDh6awcr+OedmFc583Vcz5zoXPDPe/yJXdjRLGdZZu2pH3jx5/rxvquB18MPOwGR2Oqs248mrjm1o47bpyv/+FFmsgelP5ZtPnGdB5ciPvtZwFaz80OHT727+3B4FuPVvbu40HebBzBHnxr+HDzyose/F6xq378ex4kjpWwX4zGLjTlY+nrwr5rqT4nmO1CkwmXnJt7XfjeftK7bg9daBvncaWTsdxIf2Ld6c513DCWV3hadAh9v/rEh+Zr3Lg1OFX37afcmO/evWah3413M+yxuQ03qozK3uXfFB78/DErdnRa174nEc6lKeNBhPljfpTq58H14pZYtsYD/+NMpxMf9GDl71dVZ1z1oGnZGx/tN/R7fbOWLhbJi445spuNq3lRuPef6zUWuoBB5UffWOXCvK87Fsc84wIla4/aH10YNmJznopp3Pj+IdKrjQ3diDZ+ccWZvdyo35MjwI1tRTlx3Fh3YdTwiF/cOJBwmvdzbA8y/mOW6JDXAxXWbTx4lfzVlN4zPXh88J/4b257kK5escex3npwZH2HVWdiejGgsBh3J74XI6dVGZqgtBfXdg6Mc7WNF//822BJxjledBueTqw+7MXqyWVev/O68Kluv/0bKC9Hms7ea6loHWn5BNzI8LZx7sRj3FhyIE7/XTNDcVd93IoWRzxuuIc9z1YwhgfD7jWd1yWPB1Gub2nltPZAfbvCA6dy2/Ir9nvwOuz9svHXPVhWK+msGi88qNFmdcdyXzw4t21TnXKJvZjlqe+OUt+Ld1sv1yw+3YvrSXnHvaDDGNM3zIsqt8+vGfLNi4TpeqfZn8wN3u3/qruRssn7Kk/muzFtXMVtDQ66MT36otrHz7vRJF7eA6vfunH5zJ1j/TJ4MLILr9gD9TY9PeBTvz7do8/HA46OtI4Hb+fyD7w4XPdKx2i5vPg3rXPIrkz719wXFm+sF71LLn2w44AXdo0hvaI88CJOdN4RHxyKpv0JfXBnq/NmaA4fXK4Dh09X8+EEVZl1Xd0YUqgEPbIbffrUqtvsgRuPjzWkEuWGv9Gm8z6Ku3qzl/ZJNNGDtmqhHnRdmTos8RIPKAhvT7vvQdE2J6rHiRT+/F7MuLpvRvFCXqy6mIEqu1fvg1fHuRe1u2afuPGRF3v316TS7kOkeOtr3ErnQ5lY3o39yvjwrl6SZ4mH+8DV5eU2H9rmvJHgygkfCl/cn6/PRjde59r0c5NJ+9qxtahC+dsQfXM1aO8BFYt3ZxZ7sKkfv5MHra7NmV3uFOVtsV/G3CRepK514V3Cgl6c3lSwRdXGXnAUZp7kxeJ2/Ut83En7tirh5n/PeVFa9VF6PWXzmww+XSd9GFRl0ZdobX3gKjd1sg+VT8aizuFDovMbZ2f2+MDdquQbHyZ+X0KV18CtZkVWr6a6l/zUs9zVCnt0//Ugz9rHw/sN9WDE+UTxc6z0oMWa6EO7vvZgzVsOMK+uX154zzaJmWyqF1FUwHh1/Hhxl6ImS2yfzjsfNicZRKXah9p5W76cOckH8/fixdk20zqpG41003mveJJ26zP6Pkeruec/+/C8Ghdan+4vBrr3fTf5WiMDRRIWoxT0YHzLoR8bTfVonODR7+MBV8VtKeg8B3oTfSjvRfe0jWsnGOwFf+qRVV60n5PuzNHnXqxZ9rlDjuw+jFvb3ylHcVZh2KH+F1v4kFUVFB+yJ8lkJ9jhwzLqaqvpXLla7ZI+XCC00i6SAdfoCA1WljDAUbBgkIEP0SPf+Xeqgc+rPp1+f9hAweW5Uix2GXhG1WbcaKrbnDYHPGjfK+PV8pQfK46MpY7gxahKtaZnGeHV/c+LSLmnJjNuezEpV9GR65L6ND7xIVP/uZvjt/YhTvqEDTNN96H/tf5bB+3zgX9aL+BDy6zN0tz+6YNX/uPOWNzQeWNg44JSEWtPoq/l1l5duMlAnePnT7a6aODGt68pk8czsRU/5mcqZMLDZb24+Xcfl4+/Tq+gejdtdc5BVPcmzExadNkUL+qWS9z+AtWTMapxevHctfjOh38ovgpmXfCssw8d1QGE9ouSz2/HNkD/mORGXoo3ble1DIzdNC3OzmEGsrYu/F+XlQZaZSj/vuNNA2Wy/9t31GsDO4dl/ng1vYnqCTkzTaj072jqfmeiXaSjb55sNxGZukDTsrR/JZ+PftiTzrtBrBP/bvKCgnxRPI8Xl0qMpRboQ52xXzJX7uRD8S3Z87wf58OY7WuLJ6W8iKw2zoc8Rw+lSvTVhwizut69CwMT5b7e9bsY+PKGC5oBWlzrmlcNFKg6N2B9MvDaF+Piy+8Gdv0ZuCx/fhM1VeM0MenkwSHWZBMqXM+ZKK4+0ESupsOWzvxmoneT0XuOdPDi45yGg7Is9YKrxNaHXnSokeXeDap7Ka9PH5K0gQ+PvnJB8GFmcQaOPozKM/rZhO8+1FzY4O7rrLRP7TnTDIzjsjnNQJ+zT6cmPG8gigIcJhSMLWIiYo8eRou2JiZw2B41cbjX7vyJTBPe75nW531qok7lXLPyRrGwJs6cBU3p+4NvubFb2PTIXTJaJwtRZZv7KXZ70Slzgr0vk/vwtXSSqN8r+dDmU1JClD7E4HQ/SXWGqtornw9vyrQaIHIaoBdTgzXw3Z0mw7KNBlJwGn0wcLHtwqIvMpoo8e18px3tTDBq+znVRN3n7X6tvWCiNJdrv4kOp09F+PHMRDIFHCxUyMgV2IK19WHByIstePhtr1j6uS3wu6aSFlqpA/VpHE3nrQYFH7rRqZ675MNK6rrJYxrImzH9p15NDN0vDUy+3fNVIrehf9/U9dTEPYabPUys3Xcx8vUt5t99CtZrWs/Fa7/iVbY0zrawzu5QOe4WC8PLGYtyn7Lw6UIM595lCxdy+a/+88HCCEKxU1ILRPucd+CJPAKnBvFA4UPVJ/ORYhjt64YRPdvt9Gn8YehzMHCk65Io27YbOHedAa6BqpGHxc6Sw0TU+l8jVuttwsi642i0Iya42gx6Yeq8s/R8YCHZuT9NDnS0dL5ZoF8mCG+he9Esb/Z/snQdEBicfpwrWx2BKU9KzT7USKBXtkCvgR2Fjm8BazL/A8UBvWvOqAaaEIo4XNeAakdzDexrzMCS8qUKPxDtW/oqMeYWM/V8RflBaHPaYVPXK/Pv+oZ6+py828pCxShpKixeYYFAPQ0AlsYhFqYvS1T9E60vfJ1BfC40LhFoEXf6yDyjBbYXOJLg0TqBMHr6hdsF8nRO+aBZckPjRQN1W/+X585EAzviHU/Z56yh8YeJ47OjvUtWjeJOAX0Tz1dcI+Rq4mzGRtuNyBYIRPf4Us7Cr6mfLO94Cz8f/tujM8XdAKrCv+9Y2HX9dO4JfyzMKziUQovWUXuVeFtPYHjp893PzRTYsLQ+lRihz0kg0oSSI376BeIluHnv4VeBsQqoSygYP8PANwV7DRTteG/QEKrPCs4MM+Euy4Fm4o7ZO/mKlyYuzeUPtNA04+Ps7rKWnrcsRB6dqe6CPRaan43SR96ycKdghpH//rB0vxOoNKXxqfnDBVbVY+Qn8CSqr+rWPQI05FVK9K+AgtkvBXokzk4pLzVukohfeXzZ+dmlrrsSatx5YOg5wASBdKpsdK6qoZpYcHDf1rS/TRAYv7ed6go1JRp0LCyv+rudTfF3r9XW+UuuWxqvWxCfuqJBJaHnKIFD/OsrhMa/Ao39c/q1eCfg2Ta126DoEmqsKyhxjmFIYYkW4zPubFmG1tXt2Vq7gwQ115SXBki8H3cgZ9NhEt3o3ac0NvEgHUe0CbVdYabG0yaGqEHD0njQAk/bVa9ZiNNcvij53EJabtMQeBGTCQUBtc3LBcxd31v1viSwY0WGF2UjSFzpxsBDolaqjYMbFZXod+R4wTLtJXh3Z9G6Vg6YPPT4NAlVzmdLDLjYgiZQCTVeDJb4cL92hwTNJN7ukkPWHzdxmaa1JxEsELh52reCpfucBRXOJy0o2BlRQNETeQVats1y6HErgb6UVVvnC+zh9n5aoI03vy+uJZBUJYrQPIbE5WQT0iwqICGzMACSuJ2yvpl6lARnydOpEtHyf491f5bEiuX8n8TDK8tOLpknsatkOWqJEkMnhU1IPlpiZ5SZF5a3tVCcyyPtXwFFTFg4vuPVyUzfLD1PUH7y45UUoP8dujpE4NLvAyM/7KM8UeM7PQfDlrgSWW8e+pU7twQNN1ToQucb7M+0jpRFaPSSiB5WgKBU+OdLLNrUkyqX1LyI1HhV4ifTGZkkFH0UUWq8b4Gaydve3y1MrF999bhsAu96fz+YPqdA/S4TaxUaIJDsx4031y4IjGka5U/LawKd0v03cfxTqouPX8fYGlVi3rSc8yvllxofh9aVmNDzgMkSqr3RfpZdUpYm29C5h5/30dbd9oTR8z1Z0qTig3QSEVQBofiK2v3yhucC22aNpcwVOPItSYSHKYXGrwKqfdM+xt3S/tu0ZZTXyV1Hb9Lrw3//d25mtEKfM69nRYJEEq/OlsxcY6REE5pOt6+VSHFn3fqxEyQ+Hzdn/OosNX6kfOG2Q9+n4fJTTuq+JPGU2wPVr/kMK94I3MyxpGULOq/P62O/aPkkVE96tVxkZFgokKO6t9ZpQ4DA6YW43wQCqXy5zj0QUOMgrTM8jzvtHTr2VNNQngTrmUQBRQxJzatJDN75dNNX2j81HiwPrTuqKogSzWv1KruH1tNOEUYColuEvuOj0Pp/ZyNkL+Bb0zzRui1Un6PF/ZWY8iQ4NwlsYThdSOLBozFTN5QLPT9PSXMWSNCw12PCNgkKkvNTtkrc6MpEgMSkRF1opAl95aeetUpi9I1V+WZOl/hGaHtSJ6nnEgmD4SPFDU/Bg38JzFjIRJtE698Vv7+muhvk2wRKB+rSZCtQTQ2sAk+ZnktHdXtGoxQtY1A9/NI64c++EjN2cgOSGudLbHgTeZ55UaLLukK/R1+WuNS4cyDpOYnNdRjASyg6ZY7U/VDC3/zk6woDJVKPH9b6TDsJNbaVDeVJkB8RmHV6QpGO9wRyvo57ugDVPUWHDRY4kaTp4tFNBVQ65Beo2jhxJRldQKWJ38K0fHzCVP/5W/p8Rq3ez1I/hx/1mC54KMFVKOyLxLMeTNRJdP1wq1jxLVLjZcqbtLxCiaXb/BRBEr+r8YAg8OycpCcQek4V6Nxv0alSVyjeYnbL1GsY4QDVAAR4KvhD+ULN71H8aAIflvGgY4FZpwZ3Q/1y4lkGWhZsixuSHwquZfP/XV/HNy0qlH0mMfdKnEaXz0g9/4b3b8rzZwZ1BIpPbpfVpcZj1DdjzkjfkfOF6dLVQvMIAhnUGwq05zGf1jezPweqwDAFkC10VgSb+IuHFB3us6BoCreFuorQtXQ98IO79dpIfjRWRLNE9p6uikVO0OfTlFqTzp0OJ8NhissOnpnrV3WTUOWtAsV9RGYoBb7eXBCh6GGBXQ9m38w8luqfauzUT3xHqGMIUJBSBRF/10XD3e4pFy1dTyzdHyxct3MMHzzHCsLjsRYGrq7SIldfC9z9v/azNM/rB7NJQ5L69ZxA+xccILHzAA8kElOdzDQiSagyZIT67g2GXbsFiqrEFFD0YQOB5vU5gwSCxA/VcUUUWMjxIQtBO0vzmBau5Kv/b9F9lsavFg7e35Rk0EgLbqafulkIFNp6o0MHS+MIS5+LH8u5/Jq0nqkc2BJXs2Tu2r6u1POKRPHp5an0CKhyfEBAfaH6XCjy4vdvC4fqtrzVMC3VVM1TUn7xmO3Qvl2osLs7re95PD5pS/OHhDuZBt5ggavZJVrvcobFMyhuGZ6MtrT+YUHe71FNdAyPC6l5GqlxLJ3zXiaCqV4pmlngYBsmgIXmK6iP1F9X91F1gf29uQMKHGvGGyqg6AnKl/2CP8DC04dmvYK3LT0fW5hA2Z2V5rLg3BfazzDjGkWChdKPuhyLSPER5E0sKFqjHs1FlI1r6HWf+NSHUL/MXa1wstoSRRXhIfU8SPVEBbbAgkyFKDQFvvVjIkRgGdNwPQSYhQ0rIHAr2vJOj2i+uhuLkZuFbClLxh5phvDcGKZvCH9GSPvkRmw6f1Zlju61cGpP232pKe9zNWCmxsLXwcy4WYirhCALRe83IEhvaR6XcPed6m9TE954cWfMpmlxpNaJBD6lYkVKIH93ZmYF6jDcIfzPp/V4CeHF1KPaF2osUKHinyjJcws9hwgMuXCk8vK4AkomeG9pnjj0uQc5LG/QnMSyBOHmrXtGLXl6js778KRRdyn/34mRxx4ds7Caus4tOofUib42+051TcH9R5bWqwivfWxElUHqOYdwTCRmXAXKrGy8diflkyozWwUGKMAp0P9J04Hj2gk8KF3w5SWaa/7OERtLT1tNOOnb7L1lDmYRmn8Qev4Tml8UYDUkBs29O94zsBWYvYqJcwucNaWpvk2JnJFKr0C2K6vvnyMc9nL3+N2J6PzEiZVbSz0K4ZqgjiKwIiszGwJZFHEiUCoaIwfK98uCdkIg8bHBxesODvXP8PXnVUS7gNp2ipegbiPw9honnNB8BM3nDF/ofSYW4QFM4B+mPdYI5Lr838p60wTUmDSL+l71OJFy0+sfVb9fdCHtU3DOkaCmSIETqqdvnQUP69D6g/MGza9fH7VfT/ExmKbH9oTL1RhLc2FzBTRoH3efneemc5h7/nOOVnMFChBqT0bz94pFE/rkp3U2pq45gM6h59o51IEEyililT7n97C9LaguZuCxe07o/SMMWpY//9kQ7vl17uzAt4QnE3HZoXy7XognCOrzTNdTPAf1RcJjnNY0Z6mxgea/5EfvRfATTvnxjIk/Wh+35T+Uj1Fr2R4pkPl0YiolEqy+9U4jkfdV96lnskmUycMMrwR30WLpJVIxHCJckYCyLjLh6OA8GzrnMtVPdPlwi+rkmiytCxN+m9Ii7NRDmkOZlXW9ksgSe9nZ3SdD+C+8DzdWBLvEnHKcyRINWD47IHGMptQryyRc7VJNmUtzV660zNzRPMvwfKjEm9u8AMJ5KhGk1hsIB7MctjQ03/yOxx2d5pK9t2milnj3HwtoEvsycKRLKHmR6mx6RZgQfnl9JPatwX5km32v1I4Vfh0vfhCof9Wpnx8gdOCt5dfx6cf3u1EJavi1ruFHuRTD3pRp5UcLlk9q+zVPSK9byYO7H5eecAH2g9UoK1/oa5ZVyU49y+2Hastl/Jjc9sXT2pX9mt/yY7QSlv1ouf/MqzX/+PGnLAvxfl0XAqBDnTfmhx9K7ogVwEqWE5/5seQVE59+zafR59CUOWOnH67OTMj49dzvxz6mh6QfOZRQHNDn69f6eUCffwBFvN0pJfy4EJa7c8oHfo3n/NhWihtFAIvOsQAa0Hp/QOt/AWxn2at9AMymjjUCeHGdgXhA6+wBPGnFiDgAVkuHHQponB5AndjMXAbwY0+M30cXBOCiXfVsC6C4/fFCDCeg8UoAFzjtzgew/nidzHkXB/BPT57QApqnDmDQ/R+XvWsCKMh006SAxvcBnDZYQA+gXXOe0APgqW94RBvq+DPYSFe4Xso/ZW14i7wtUbmqDQU3G9p6TrXRg2F/JVvntY3TXxiI2Vh1hgVvG7FY9s5lQ9HtSWyc283CuI1HSdJeewwbY1Kw4mKDWc7eJW1EV4O8jQKfP27JlNTWfdHGp1+uYc+z2cinAIOt48HGtfTcIOj1SmCx8fz9yJW/X9kYW4A7i4386sBs9ONxbb+NGlz2jtg4bLNQaev+bWPE7NYbRvS0dV2x9ZxgI6Zz73JC+nkEZRig9Q7ik7N1nbV1Hbeh4N0oG/NXOtFGjbFxiuX/KbbmIWyMUkIy7dOEbT8ibKJ9pCjO47KxkKpsu182mP2pHNfBkKAwib5KmLF1HbaxJRYL9A5OFGQm3cGqwhsOFf9ma/3Dxnaml+j5mI0sc9dG5ytVMrTx2np+tNFCDTg2KqgB09Z6vQ0lL9HXYH2yoY7phh1M89M2aIgakDBgQ42nSR0EivMJO+BsnzfR0fq0g2rJ+AQcsNoZsbOj+QUHrzvxYONo/tjB6m7M/DmIsStNi06lHSyuxkyjg+Esn8RxtA7n4PS55NkaRnUQf2maoTXoeedN5EHVDsrs+RytBzlaJ7b1vOxAPTZ9bnCOdZB93fR9znMHqr1edfBxYQ+KVAeMjmvudMDs8Rta98xCqTstmO9ovtnR/djROo6j+VoHXM2WtHSQMDC9ef4pDmJ3jF0+Xg0Hin6Do3kpBy25/NM5smvoOz0vo8Ou9PXEvyyUOlDySh0HbZhGqemAp/itNxywqyLpDwdoypXO0XOKgy+VK7S8vdnReqWDF2WZMXGQh6aJTvQ8rS8OpdHIgaJptzhQcGCJA6seO4gcjWcdHGB5uJejdS0HW5fs/ly5goMzo9OW6FrJ0Xnv6L5K+9WcB1RH6w6O1uccfCh/p4v7qYOI/kg0IT7Qz/cAqp0+pvUt5gGA1tumCkFvR8+rDjyXehcZd9QBuz4y7HM0TqG4+XVqe7XJjuZhHGxjG9R6B0r+XeTgMdMbax20VwXKwVu25dDXKAzD+jiI9P7EmHP0dcatK4fXd3CgaJCeDg5PZ6LCgYvp2G+O5lcov5Shx9E+kgd67neQlqLt5R8HCl5HfqD7+AP8aNX70u8DjuazHSgZnNYZnOccxEy9pk1OOr+gLurgJo+n9HNGtYfpOcq+fuftNNvBjtwsVDtQYdTCwWam/QbS/vPbdAqdl5Jd3lG+dGQDFMWFGqdC8dCQ6bh7DtSYSvvSjO0Xtx3tV3BQjmUH2v9gXaK8yFlqwY2xjp5bHJhM99B+B3lrBznab3ndtrmD+9t5gfR5WRihOYhcscnRERSnQb7eQTYl0DnYwsc3gOLtAQ/OlL83y9Fo7YBV4BT0+UG85iBnJlaSKJ9UwNBzM1w44Wg/iqP1I0fjU1q3KmiO1mcd3Wfo+ZowkqT9ZRsWPY8qMw0dKJtDN0fjGkfjN4o7HmczOXj2ZcHlbpSHh9LzShyUV4WK6hhNfaspLoN9IpRfQT3FwbSac0pvpvrG6P0L1TtmD+f0C9W9MZwu3am+TDsRv1wPB+xWytXA0T4aB3VYTklCz62EWwc777ibvKK6FF6nkuyp6oygf99yjIlmB5UUQRGqX882faUJxdE+IwfbmT46R3WTUHIzyvOgXuCgercbx5M0daBgJdWVdxd3Ja9I76PgENXdIP/q4Gnarc+qUd0M4l1H+14c7UuxoejOJzZeDOODtLVfw/5bd4Nzvq35XVuft639XhRHqvA7KKgMAg5iMY01wgGzdKurUD1o+WRQc6o3C+azwEL5sjUqdUbK/zr35rei9686NEHphs9s9FECn407eWLWa0h9aJ7JgiXVWyVw2KAh4nwt6l8lO+QtG/Wsred5GzX3lVj1H/XBoD/FRkQF+G1cZJnmng01NlywtZ/PRtSzw6LFpb4b/vlBPOFoHsTGw4asrNtah6b3uZ2k1F5aVxAn0ecWHTL9xW4bJdSAFurzQdxua9xsQ8mRI6iPD+COYYOSmCLAxkkeE7vYyBE/9uEthCeesg2NcEMQp9v4yPJfUxtK5qHfH6uMQbb2D9p/8UGQV6Q+3mxm3YgFbK03hHBbsK7bWpeztf+BcMOhC20XEk4L1m/COcrIRjhHCQE2lKxJ7xPUjW2Yc5PMb094LOg3o31QArYNBccJnwX1XVvPz7bWI2ytU9LnKMLeBg2xBeJeCGgfZQAfDrNQHND9IgAl028JoCrL2dMCmp8M6HobQJt8PNEHoMaKJQGtbwagxtxxAcz/wA0+gJFUVaLMDKBLTz7ZAH5G2FSs/4AAnjZo1fhL64D2vQa0rhfQdTMARbMEAngl079tnJvi4uCt2c9pHlC0RvIA+qsDDOj+7Nf6gV/P+X7tA/JjN8trv/1YvoaFeD/YNfj+hB++8QOrLPpC89CYHqcGLfTTTDIjVa0LfiianuaXEgl4MvUj37x13wrS+/ahKaTIfT9UmXpE85V/Z5NsP/3o9SqRu2XkAKKoBPFjv/OcdjCA7mpQ84NZt3tp/bq++JFQGRf9+PqcE5zmMk6fYX7sZDqznB/KDhHDj4zRWcGSGMvLS+HXfLPUvl8/SlKWpclA6/2T5smN2H4oW89vidps84vixxtO9xZ+7Yfzo+H8WISQ/Lov+6Hkkxl+nb9+zRtK9KCq3dMltV9OQtESa6XWXyUU7JsZmpvVmOcNzc/B85bIyLBgdkj3CPJhEo8YZtP7zSDUNmCDhOj4vGJy+jy1zXuk1vElWiRat2XJbqnnMan1QKl9tBLnmbavINFFGeWk9g/T+pQhmeZpVfAlZo9gI6ZESWWglli/fuyEmUlD+m/Q5xvSCcP1lfP5efAJ6dfhfETQNymx/VyROOkTSqyIwYBDIocSCmgd2/gfJNjV3b+EhBorad+YrSranNbP9EQx+Vc/Ddfxr7O99o1A9cn7J2eILvVcK3TdE5jOMH6jwI4JLDQKFFSGDYFvm8fQyC/AqmfdvSFeK1ifhPYLCmzgcjFZaD+KwAeGw8eEnsOFxgsCyg55VuBlEyYo5V99aWavpz+2vxca3wgcLs5GHKH91EL7OwVYzZs+UuDcg35Pmg4M6QBBnC60T1AgXo1l3X80pfUFTsdbVVhonkHoeivwmGFxXaFxu9D+coEfg/7psq6Q+Kunx1VGecEmd0ooqX1EEqoN/w7xWOF6YjgvGfTLCu07FpjkY+OyQDteRi4BBWeiCt13LaRXxjChfVyWxoUWJo+6e7D5Z+svL1mL4Qp9/4fpNPo+xYET7oH3Le17s3S/szChSburL5pI7ZeTmi+Rf/0dJ74yQR3S4YP1RGj+RmhflQC7gHelEX/9QXMyex40jCC0f9fCDYb7ry2sOWzlK+K1/v58SgYuMBZSKgHKgqJtL1tYMYoLrYVKysBi4UxFJvQt3Xcp/meykCexci4LwpR/ypApkT/5+9XLPgvtjxBQNvreFG8sEzQRyMXh20xoX4/Quo1ARdXAQ5+v5Nm9FpS9aH3I18Nu8H0XQ76Z8N8L9rEQD983EStwFgoNSEatVWqdQ4KjvVn9kA4drv8F7aoUv3yd4aRAMmXgFVjNdsyuAkoOyiTAKLMvnWe4LqBkx0D459DPGVaetDBYCcgh3SWIM2j/qKqcbG9pvSykX7RVxKul/QRS6wgSW4fzpCDRkOX3/iFd+SLbwqjuKFngqoCSK6kesCqUo70Aq7V/aL+DPjaBUplrjJyYP6T/BnGhwPDBcyIaLy342fZJ6w/OqRbi1eXftDTfEtJhgjqvBSVP9rYwUCW0X+uMUusaEqtr8sUG6g8Mj+uGdJjwfedppwzrHL3Y0CjA7udjswXSsb2C8l3JTLkFTh5jwCK039uCsnuctjQPZ2kezdJzlYUtTI9PsFBOFZSQ/hXk7ywot1BCv/aTSHRXQpjUuq1EbAUMpfbxSBRb2PfIceoP7HockI/+XRkX5V9dJugDFVAyBtXhNCzLFKD6V5ErJcVhVUakIZ01M8tONy3sZdlFWngzihXG0L4reET7G5yfLPBpbnktkVUR9BKDDiel0JGap5Rat5E4mZ2Ba8in0bMad1QJJV8kkpiyqw8hVKHnPaHvSQiNA0N+vfB4SZmGka/Q80eoXoTrWuE+wDPtilNJDcV7gnLs+JJ4GOjaqkQCPzoq4tGPwVyuCZcE85X65ik29tM+qoE85McpxXQJ9e8gnpW4Wp6RsND3lkJ+h8uFeeASet4VqKAEOoHySkik+j5jzqMP6YXGTxa4uxb7FdIdw/1twfVLfb+I8EFsvoEhtV9egrtI2l0ScZSwJrXfWqL/AK6IUvO/IbxzuJCz9Ptwivfy7PCWmh8j/KCEU+p7j7nVCSg5fWKoHgb53JDuHJVp3bQCORTBIZC66q5LW6meT3/LA6XEwG7zX4+ifUrfLSodrdT31ELrDtcrVBk4IPXzSij7Mn2/eZ1VM9VGwkVMs7aTWMv2csI/9Td3iX+I+vxtJSsLzV8KfT9KgLvhlF0Cyi41XWg/vgC7OK90FEix2BWzW6aQHt2+UYPs6+h1Hx8zkUT9QBVOof1y4i9uCvKUEop+7hB6rips5xomcY+v09G+h+ulQT94CGcp+xLF+bGI3FmkvhcUqu+Ts7IDRWBbU2aUCd90OL7ZPU9ovYT2Odan6f9UF1DyVMxQHSrPdpieIf2ugEo0gUc85gaE5hMI17IcVySkT4X7MYdz+69JX1tzpEnNN9E55T51o/IoqXkUOqdf79scLiT1/QMJDv7yrwiHUBfIe11o36vQvJuAGu/GiL/5uKAVG38sjOdrONEFFG1GeCCOGvSpPrFctEigEkWdb7nQ9wmor7H9l/BluL7WQBnZJQ4NYacu1Zn1CSJOrUdx/YuNYIQDhyRtMIbi+vVyFlCl5islVJrllvjwtnC+NPTcwTlIIJMiHAViKUORAKsHr7pbUPbhnqE+H+QtQr7mIM8lwLcv0lNfC/KrAq9qrf+Yivrz/VmVw4xrAsu+D6eRhnD7nZUzGtG+ZVSNRWoeRmpeMuTvYpY5Y/+QX43Z+uuTJDLxdteSWh+SaDN50dpGPyh+FcFr6vnBAt9eyN055DcI9/EOzMcOKQsf07PyKTRvROcWlxtpyE+8qSHfXBMYe66P70gOmgdYTqT452n4DOV1Yh6Di1JcqItoUuOFUH4s42s5LWgeUwWZ4n0BG5okHn/gD5Y6nk2c6Vxn6aWLIZ900EdKccLtr46l+VwLaqx7bKFu5ryLj2amOsO2un4CAze0ph2gvKnAwCvkix6mjPoCKh2ySNiT+AVS85MSXal6VCQ8e2MSA3mp73FKfQ8k5K8M8mlS844GRELu6AY2zWbgamLXPCYOTM1rmdq/YyGnIhBD/T3ch7EvMhsHCB8owYjmmn31eq4YGvJ19/jRlDIt5OsK8muUz2vKV/wTheKdUMXaVKG5MRxnLbnz4Z9jpUN1Mhj3BrjL59puILlx+2vDh4bGQSbUuNHO1P4NE7aHL9QQbmKaoIGl/YcWJlXlih7yLQT5LqF1CKrzI/nCBs15R6MdqbEvpI8rWpvm2HKKqKD4ZTq1cQhnhedtK/XgEjF/H6UIMbQfxkCAw3CCofUXAzfHVjszOq2p+UBTz4cmEiujiYn6ymhi6X5mwXjJREzoHkXQxxSqO8XUBUeh72sJHHvOxhah7/UIXGI69B7Fz91KvneER4K6DO0vX3MtQP2dl3XLp++5GqjmjEiyp6qhcSftO9u+rhl405aJPxPUDEZ2qW5iHtNhfU3tjwmtX8nZRSzNk4fw+NXDTJxZoCFtbLyPFtT18W+W3g+hdfHQcwTvvQpEUMAjNCf8e5kNYD6tM/oQtOH4cI3DKT/FR7V6P1PQuoO+GgNDuXy+NrSOauo52UQcBfxNlOJrSHdMXUcJv/K3eSyNjyzNw1lIpwYxwjE8/votJGT4HI3m/Yn5a22JJZBBCS0CRgWeXIW+9yX0XOrFsimcUD4kVQKZT/OsPkRUCeHT9wgN5FFCkqF5GgPFFJFl6LnNRG1FPJiooC6CmzBasHHchJIn0lrY04kroYWTH1i4sjR+oudQg5qldVCahzD1vw+RBJQ8miA0F4bfcwr67rxYzdcXk/uwlNtOS5/WCXxaR/Lp+6KG9qUYWjc1NP40cJ+mmfc5TTCr9LmyiS5KwDH1vGfqe2emxpuW5mEttAwS3VpXDc0fPdQDh3xSZeKzE8Sr5xQvDvH1YNMLAsupwxL7oOBRr9C9ymLqwosPfDptqhja129AtaP1tM9F+QWGvmduQP05gxim9v+Z+t6hiTdDGcGY6KwIKxNcZVb+pvNRG2hpHdRCY0VcWVBp1o/WrwZ5L5RNpkvoXlnQj+dF/j4bI56K6tP3xn1IogxSPqz2+rLuOOrDeLY9fvWhf4t3G/ZmMLRP3sB2I/Lus/MM7Rc2tA/AwAPKkhQZTTB70hW0Tr7W3cbETLbxDjCh7HRzqe4rQsPUuoEJBQc/m9rf79HzQej+7W2mM1d5EVdd/POiiDIm+DSf6tM8jw/n5rFx0wdlH6Q6E/RL+7Tv0oCyRxQ1NF4ztN/Q0HOaoecIA5lV4phI+vBn7RyVTOxsyTcPTURvyzesTTxjG+NqU+urHu3j8ui/N+HFhU78hwK82hfk1f4fL6osj1voGq0/+DleKHtDOh9GKyOqDzF5eSN9us759Pzv0z4nH27tZSLLwB++DlHP0PdXDc2fGFDyxhVD/x0JQ+edCXW9K7MJdV29oQeqTa306DnLAyWrJfZimALKXlRgubmHV/vGvXr+9CIRZVeEy15s4/bw3qvP26f9caF7u0Gfjw/T4/CB+aDgU1LKU4rKyGUNjbMMrT8aSEMouBfFU/DvTxi674TfQ/Xo/uvRurNH40aPvhfo0TjCg5xMt5b0ar+tV/MqXs0ve/GK/+zFS3oeTs8vXvxmm0vBUN4GdR8fCrM94aBP31v3oaK6KGpov42BFlwuWxsaDxm6Xxr4H2KELV8=AQAAAACAAADkbAAAExUAAA==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AQAAAACAAADARAAAdAsAAA==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CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Lambda/Lambda_2_300000.vtu ADDED
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_AQAAAACAAABgIgAAsgUAAA==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AQAAAACAAABgIgAAmwAAAA==eJzt160KwgAAhdEiWP1BwaKYBatpsGiYZSs2NawsWQwmkzAWNFgEs+AjjIFpXXAmDRYtYhhosYiC1fsIXzrPcKJT8HZbOTNCxD/LXuc5WyCicn591JIUEZXZ3tIqWXlEFE6Oxri7QUTly7msV5kCIgqHOz859xFReWs3P/UtIioH8aHhVoqIKPw1ZISISjusTu97RFR+AbvHGoI=AQAAAACAAABgIgAAABgAAA==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AQAAAACAAADQOAAAsg0AAA==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AgAAAACAAACACQAAohUAALUBAAA=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CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/Lambda/Lambda_3_300000.vtu ADDED
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+ _AQAAAACAAACQBwAAawEAAA==eJwtx+e6CAQAgOGP7JWuw95lnuyRrkO2yhYnonA19hYV4WLsvR/Peb8/3/NWDY66N9CXRg990BvD3lj2xrE3nr0J7E1kbxJ7X7M3mb1veAWvZG8Ve6vZW8PeWvbWsbeevQ3s/cDeRvZ+5EH+nb2j7B1j7w/2jrN3gr0/2fuLvZPsnWLvNN/gm+z9zd4t9m6z9w97/7L3H3t32LvL3v/s3eO3/I699+x9YO8je5/Y6/6QvWHsDWfvK/ZGsDeSF/C37H3H3kL2FrG3mL0l7C1lbxl7A+x9z95y/pV3s7eHvb3s7WNvP3sH2DvI3iH2fmPvMHtH+AyfZe8ce+fZu8DeRfYusXeZvSvsXWXvGnvX+SE/Yu8xe0/Ye8reM/aes/eCvZfsvWLvNXtveMqDIU8d+qA3jb3p7M1gbyZ7s9ibzd4c9uayN4+9+byJf2JvM3tb2NvK3jb2trO3g72d7O1i72f2fnkw8BkBLKcMAQAAAACAAACQBwAAzQAAAA==eJx7ekHp9k87AYc47xPstrMFHD5tCMie9V3AoV3s5rnvwYIODBPrflttEHSY8o0tfgaPkINmTP+hrxlCDguvmby3OCrkYGazN2iaorDD6YWu2z7XCjs4y7x+ZHZL2OFGY7HbFDMRh4A/EsXXJ4k4PE0E6RBxqDquaTXJW9Thk+P5tKvLRR3al4efMmIRc5DmfaA7IUHMYUp7a9TlPWIOmm959xlIijuATO8rFXcwO2vtd/GiuMPTUfeOunfUvaPuHXXvqHuHoXsBLeY7ag==AQAAAACAAACQBwAAawAAAA==eJzbdavrb6q5gMOuIUKLZfl+7ps8dOj+J5/kL70fOjR7/AwfUR/BIUPX37StjFgxdOgfwY+XzmYRGjJ0wbmOS/cShg790kPvv+LeoUMnHr6snSopPGRocDIuHTp00A651tcXhw4NAEKAUp4=AQAAAACAAACQBwAAHwcAAA==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AQAAAACAAACQBwAAxwYAAA==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AQAAAACAAADwDAAArgIAAA==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AQAAAACAAABAHgAA1wQAAA==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AQAAAACAAADyAAAADAAAAA==eJzj5BxpAAAK4QiD
26
+ </AppendedData>
27
+ </VTKFile>
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/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/Kn0p36/simulation0752_Kn0p36Ma2p1/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 0.36
13
+ variable Ma equal 2.1
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/Kn0p36/simulation0752_Kn0p36Ma2p1/cylinder.surf ADDED
@@ -0,0 +1,410 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ surf file from Pointwise
2
+
3
+ 200 points
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+ 200 lines
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+
6
+ Points
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+
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CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/gas.species ADDED
@@ -0,0 +1,14 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ # Species data
2
+
3
+ # species name
4
+ # molecular weight (atomic mass units, e.g. 16 for oxygen)
5
+ # molecular mass (kg)
6
+ # rotational degrees of freedom (integer, unitless)
7
+ # inverse rotational relaxtion number (unitless)
8
+ # vibrational degrees of freedom (integer, unitless)
9
+ # inverse vibrational relaxation number (unitless)
10
+ # vibrational temperature (K)
11
+ # species weight (unitless)
12
+ # multiple of electon charge (1 for a proton)
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+
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+ Ar 39.95 6.63E-26 0 0.0 0 0.0 0.0 1.0 0.0
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/gas.vhs ADDED
@@ -0,0 +1,9 @@
 
 
 
 
 
 
 
 
 
 
1
+ # VHS collision model parameters for each species
2
+
3
+ # species name
4
+ # diameter (m)
5
+ # omega (unitless)
6
+ # tref (referenced temperature)
7
+ # alpha (unitless)
8
+
9
+ Ar 4.17e-10 0.81 273 1.0
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/Grid_0_300000.vtu ADDED
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CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/Grid_1_300000.vtu ADDED
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CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/Grid_2_300000.vtu ADDED
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AQAAAACAAABgIgAAgxkAAA==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AQAAAACAAABgIgAA9AsAAA==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AQAAAACAAABgIgAA1BsAAA==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AQAAAACAAABgIgAACRUAAA==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AQAAAACAAABgIgAAHwAAAA==eJztwYEAAAAAw6D5U5/gBlUBAAAAAAAAAMA3ImAAAQ==AQAAAACAAABgIgAAHwAAAA==eJztwYEAAAAAw6D5U5/gBlUBAAAAAAAAAMA3ImAAAQ==AQAAAACAAADQOAAAsg0AAA==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AgAAAACAAACACQAAohUAALUBAAA=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7Sf78TaJNjQz+C3LWElQ=AQAAAACAAACQBwAANgcAAA==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AQAAAACAAACQBwAAIQMAAA==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AQAAAACAAACQBwAAGAcAAA==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AQAAAACAAACQBwAA5wYAAA==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AQAAAACAAACQBwAAFwAAAA==eJxjYBgFo2AUjIJRMApGwUADAAeQAAE=AQAAAACAAACQBwAAFwAAAA==eJxjYBgFo2AUjIJRMApGwUADAAeQAAE=AQAAAACAAADwDAAArgIAAA==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AQAAAACAAABAHgAA1wQAAA==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AQAAAACAAADyAAAADAAAAA==eJzj5BxpAAAK4QiD
34
+ </AppendedData>
35
+ </VTKFile>
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/grid/final-grid.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/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 0.36
17
+ variable Ma equal 2.1
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 0.36*${L}
23
+ variable mfp equal 0.36*1
24
+ variable cpmfp equal 4
25
+ variable nden equal 1.0/sqrt(2.0)/${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}*${Kn})
29
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.36/${cpmfp}*${Kn})
30
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.36/4*${Kn})
31
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.36/4*0.36)
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 2.1*${sos}
38
+ variable vo equal 2.1*307.815564238681
39
+ variable vx equal ${vo}*cos(${theta}*2*PI/360)
40
+ variable vx equal 646.41268490123*cos(${theta}*2*PI/360)
41
+ variable vx equal 646.41268490123*cos(0*2*PI/360)
42
+ variable vy equal ${vo}*sin(${theta}*2*PI/360)
43
+ variable vy equal 646.41268490123*sin(${theta}*2*PI/360)
44
+ variable vy equal 646.41268490123*sin(0*2*PI/360)
45
+ variable ppc equal 30
46
+ variable xncells equal (${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)/0.36*${cpmfp}
50
+ variable xncells equal (6--5)/0.36*4
51
+ variable yncells equal (${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)/0.36*${cpmfp}
55
+ variable yncells equal (5--5)/0.36*4
56
+ variable Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
57
+ variable Fnum equal 3.99501127472736e+19*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
58
+ variable Fnum equal 3.99501127472736e+19*(6-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
59
+ variable Fnum equal 3.99501127472736e+19*(6--5)*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
60
+ variable Fnum equal 3.99501127472736e+19*(6--5)*(5-${ymin})/${ppc}/${xncells}/${yncells}
61
+ variable Fnum equal 3.99501127472736e+19*(6--5)*(5--5)/${ppc}/${xncells}/${yncells}
62
+ variable Fnum equal 3.99501127472736e+19*(6--5)*(5--5)/30/${xncells}/${yncells}
63
+ variable Fnum equal 3.99501127472736e+19*(6--5)*(5--5)/30/122.222222222222/${yncells}
64
+ variable Fnum equal 3.99501127472736e+19*(6--5)*(5--5)/30/122.222222222222/111.111111111111
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}/${xncells}/10/4
68
+ variable tstep equal (--5+6)/646.41268490123/${xncells}/10/4
69
+ variable tstep equal (--5+6)/646.41268490123/122.222222222222/10/4
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 3.99501127472736e+19
81
+ global fnum ${Fnum}
82
+ global fnum 1.07865304417639e+16
83
+ timestep ${tstep}
84
+ timestep 3.48074852575611e-06
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 122.222222222222 ${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 122.222222222222 111.111111111111 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 59673 child grid cells
100
+ CPU time = 0.0959717 secs
101
+ create/ghost percent = 1.20639 98.7936
102
+ balance_grid rcb cell
103
+ Balance grid migrated 59557 cells
104
+ CPU time = 0.0872135 secs
105
+ reassign/sort/migrate/ghost percent = 61.1255 0.0373566 9.47475 29.3624
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 646.41268490123 ${vy} 0.0 temp ${To}
110
+ mixture air Ar vstream 646.41268490123 0 0.0 temp ${To}
111
+ mixture air Ar vstream 646.41268490123 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
+ 356 0 = cells overlapping surfs, overlap cells with unmarked corner pts
121
+ 53305 6012 356 = cells outside/inside/overlapping surfs
122
+ 356 = surf cells with 1,2,etc splits
123
+ 109.215 109.215 = cell-wise and global flow volume
124
+ CPU time = 0.0976016 secs
125
+ read/check/sort/surf2grid/ghost/inout/particle percent = 21.6482 23.9503 2.70372 25.7778 25.92 6.73553 0.133972
126
+ surf2grid time = 0.0251595 secs
127
+ map/comm1/comm2/comm3/comm4/split percent = 12.0081 22.4428 4.02846 1.63591 10.4643 6.2563
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 1317 cells
133
+ CPU time = 0.0382352 secs
134
+ reassign/sort/migrate/ghost percent = 10.0328 0.112069 28.6153 61.2398
135
+ create_particles air n 0
136
+ WARNING: Created unexpected # of particles: 404497 versus 404499 (../create_particles.cpp:346)
137
+ Created 404497 particles
138
+ CPU time = 0.0172799 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) = 1.59521 0 1.6875
144
+ grid (ave,min,max) = 3.07385 1.51379 5.26379
145
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
146
+ total (ave,min,max) = 4.68967 3.22189 6.97189
147
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
148
+ 0 0 404497 0 0 0 0 0
149
+ 10000 12.426934 434184 13144 10952 12 418504.07 8.6908
150
+ 20000 23.885644 439111 13472 11205 5 428118.22 8.6756
151
+ 30000 35.550036 439504 13520 11172 8 432087.95 8.7027333
152
+ 40000 48.396834 439693 13526 11235 9 433888.58 8.712425
153
+ 50000 60.163244 439721 13460 11111 5 435166.45 8.71794
154
+ 60000 72.889052 440582 13515 11245 3 435960.08 8.7130833
155
+ 70000 84.154942 439799 13676 11350 6 436585.52 8.7164286
156
+ 80000 95.793372 439423 13353 11024 7 437012.66 8.7176125
157
+ 90000 108.72244 440547 13493 11249 6 437342.54 8.7152889
158
+ 100000 120.37357 440216 13604 11262 7 437611.51 8.71622
159
+ 110000 133.04415 439808 13562 11315 12 437850.98 8.7167091
160
+ 120000 144.44451 439782 13619 11240 11 438004.33 8.7193417
161
+ 130000 155.92209 438905 13526 11256 6 438130.24 8.7202462
162
+ 140000 168.64582 440000 13540 11259 10 438229.04 8.7177714
163
+ 150000 180.34028 439938 13424 11252 5 438359.73 8.7190933
164
+ 160000 193.08298 439941 13516 11239 8 438470.86 8.7202375
165
+ 170000 204.45328 440439 13440 11175 10 438557.49 8.7229824
166
+ 180000 216.02204 439699 13686 11314 9 438650.93 8.7232556
167
+ 190000 228.69667 440051 13613 11315 5 438732.67 8.7245526
168
+ 200000 240.37954 440315 13512 11201 15 438800.07 8.724405
169
+ Loop time of 240.38 on 128 procs for 200000 steps with 440315 particles
170
+
171
+ MPI task timing breakdown:
172
+ Section | min time | avg time | max time |%varavg| %total
173
+ ---------------------------------------------------------------
174
+ Move | 0.022429 | 11.025 | 56.251 | 406.6 | 4.59
175
+ Coll | 0.30831 | 13.458 | 77.959 | 446.2 | 5.60
176
+ Sort | 0.1048 | 1.8202 | 9.8116 | 166.8 | 0.76
177
+ Comm | 57.449 | 88.766 | 99.063 | 89.2 | 36.93
178
+ Modify | 0.018664 | 0.12442 | 2.2406 | 93.8 | 0.05
179
+ Output | 0.0037441 | 0.0096436 | 0.01089 | 1.4 | 0.00
180
+ Other | | 125.2 | | | 52.07
181
+
182
+ Particle moves = 87760014984 (87.8B)
183
+ Cells touched = 92245283082 (92.2B)
184
+ Particle comms = 212291915 (212M)
185
+ Boundary collides = 0 (0K)
186
+ Boundary exits = 22030721 (22M)
187
+ SurfColl checks = 64452792 (64.5M)
188
+ SurfColl occurs = 1744881 (1.74M)
189
+ Surf reactions = 0 (0K)
190
+ Collide attempts = 2928433170 (2.93B)
191
+ Collide occurs = 2252143230 (2.25B)
192
+ Reactions = 0 (0K)
193
+ Particles stuck = 0
194
+ Axisymm bad moves = 0
195
+
196
+ Particle-moves/CPUsec/proc: 2.85225e+06
197
+ Particle-moves/step: 438800
198
+ Cell-touches/particle/step: 1.05111
199
+ Particle comm iterations/step: 1
200
+ Particle fraction communicated: 0.002419
201
+ Particle fraction colliding with boundary: 0
202
+ Particle fraction exiting boundary: 0.000251034
203
+ Surface-checks/particle/step: 0.000734421
204
+ Surface-collisions/particle/step: 1.98824e-05
205
+ Surf-reactions/particle/step: 0
206
+ Collision-attempts/particle/step: 0.0333686
207
+ Collisions/particle/step: 0.0256625
208
+ Reactions/particle/step: 0
209
+
210
+ Particles: 3439.96 ave 18484 max 0 min
211
+ Histogram: 77 17 8 2 5 6 4 5 2 2
212
+ Cells: 466.195 ave 467 max 465 min
213
+ Histogram: 2 0 0 0 0 99 0 0 0 27
214
+ GhostCell: 12074.5 ave 22142 max 674 min
215
+ Histogram: 18 12 12 10 17 3 6 4 16 30
216
+ EmptyCell: 0 ave 0 max 0 min
217
+ Histogram: 128 0 0 0 0 0 0 0 0 0
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) = 1.66113 0 3.375
246
+ grid (ave,min,max) = 3.07385 1.51379 5.26379
247
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
248
+ total (ave,min,max) = 4.91235 3.37849 7.129
249
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
250
+ 200000 0 440315 13512 11201 0 0 0
251
+ 210000 20.296651 440131 13561 11252 3 440124.72 8.6972
252
+ 220000 39.508263 439657 13455 11183 10 440113.66 8.71045
253
+ 230000 59.458153 440039 13563 11203 7 439860.06 8.7147333
254
+ 240000 79.556764 439591 13586 11288 3 439831.47 8.714025
255
+ 250000 98.646248 440661 13647 11327 12 439873.7 8.71476
256
+ 260000 119.25259 439631 13632 11266 7 439917.06 8.7169333
257
+ 270000 139.28635 439370 13489 11191 14 439892.72 8.7159714
258
+ 280000 158.35823 439658 13490 11186 10 439885.79 8.71845
259
+ 290000 179.00246 439767 13608 11268 10 439889.94 8.7225444
260
+ 300000 199.20666 439510 13476 11194 10 439869.02 8.72164
261
+ Loop time of 199.207 on 128 procs for 100000 steps with 439510 particles
262
+
263
+ MPI task timing breakdown:
264
+ Section | min time | avg time | max time |%varavg| %total
265
+ ---------------------------------------------------------------
266
+ Move | 0.011548 | 5.5567 | 28.436 | 287.7 | 2.79
267
+ Coll | 0.15449 | 6.7819 | 39.508 | 316.9 | 3.40
268
+ Sort | 0.059409 | 0.92452 | 4.9101 | 117.9 | 0.46
269
+ Comm | 31.849 | 48.005 | 53.699 | 62.7 | 24.10
270
+ Modify | 2.1473 | 15.09 | 70.704 | 433.1 | 7.58
271
+ Output | 0.032615 | 0.034273 | 0.038121 | 0.7 | 0.02
272
+ Other | | 122.8 | | | 61.65
273
+
274
+ Particle moves = 43986901599 (44B)
275
+ Cells touched = 46232906230 (46.2B)
276
+ Particle comms = 106292377 (106M)
277
+ Boundary collides = 0 (0K)
278
+ Boundary exits = 11031413 (11M)
279
+ SurfColl checks = 32250731 (32.3M)
280
+ SurfColl occurs = 872164 (0.872M)
281
+ Surf reactions = 0 (0K)
282
+ Collide attempts = 1472211539 (1.47B)
283
+ Collide occurs = 1132172336 (1.13B)
284
+ Reactions = 0 (0K)
285
+ Particles stuck = 0
286
+ Axisymm bad moves = 0
287
+
288
+ Particle-moves/CPUsec/proc: 1.72508e+06
289
+ Particle-moves/step: 439869
290
+ Cell-touches/particle/step: 1.05106
291
+ Particle comm iterations/step: 1
292
+ Particle fraction communicated: 0.00241646
293
+ Particle fraction colliding with boundary: 0
294
+ Particle fraction exiting boundary: 0.000250789
295
+ Surface-checks/particle/step: 0.000733189
296
+ Surface-collisions/particle/step: 1.98278e-05
297
+ Surf-reactions/particle/step: 0
298
+ Collision-attempts/particle/step: 0.0334693
299
+ Collisions/particle/step: 0.0257389
300
+ Reactions/particle/step: 0
301
+
302
+ Particles: 3433.67 ave 18477 max 0 min
303
+ Histogram: 74 20 8 2 5 5 5 5 2 2
304
+ Cells: 466.195 ave 467 max 465 min
305
+ Histogram: 2 0 0 0 0 99 0 0 0 27
306
+ GhostCell: 12074.5 ave 22142 max 674 min
307
+ Histogram: 18 12 12 10 17 3 6 4 16 30
308
+ EmptyCell: 0 ave 0 max 0 min
309
+ Histogram: 128 0 0 0 0 0 0 0 0 0
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 = 59673
316
+ CPU time = 0.00841003 secs
317
+ write_surf surf/geom.surf
318
+ surf elements = 200
319
+ CPU time = 0.00231796 secs
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/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/Kn0p36/simulation0752_Kn0p36Ma2p1/output/grid.300000.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/output/lambdakn.300000.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/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 0.00446 0.034475 -0.034471 0.00054151 8.3418e-06 0.00053101 -0.00054131 1.6846e-05 0.904 0 0
11
+ 129 -0.31871 0.38526 -0.30645 0.39508 0.07382 0.62391 0.3901 -0.48692 0.093085 0.074575 0.0075895 -0.0064768 50.422 0 0
12
+ 2 0.49975 -0.015705 0.49901 -0.031395 0.00473 0.038196 -0.038154 0.0017993 -1.03e-05 -0.00021841 -0.00059945 2.4831e-05 1.0111 0 0
13
+ 130 -0.30645 0.39508 -0.29389 0.40451 0.06973 0.59025 0.3544 -0.47202 0.094863 0.071225 0.0070567 -0.0062954 48.696 0 0
14
+ 3 0.49901 -0.031395 0.49778 -0.047054 0.00463 0.037016 -0.036902 0.0029043 0.00011768 0.0014952 -0.00057779 6.9104e-05 0.81184 0 0
15
+ 131 -0.29389 0.40451 -0.28104 0.41354 0.06694 0.57118 0.32843 -0.46731 0.097426 0.068472 0.0066891 -0.0062647 48.922 0 0
16
+ 4 0.49778 -0.047054 0.49606 -0.062667 0.00479 0.037895 -0.037666 0.0041584 3.338e-05 0.00030235 -0.00059111 7.0066e-05 1.0678 0 0
17
+ 132 -0.28104 0.41354 -0.26791 0.42216 0.06368 0.53482 0.29363 -0.44701 0.095444 0.062695 0.0061113 -0.0060365 41.385 0 0
18
+ 5 0.49606 -0.062667 0.49384 -0.078217 0.00458 0.035917 -0.035559 0.0050607 -0.00023104 -0.0016234 -0.00056216 5.3992e-05 1.1091 0 0
19
+ 133 -0.26791 0.42216 -0.25452 0.43037 0.06208 0.52342 0.27349 -0.44629 0.10278 0.062983 0.0059101 -0.0060207 43.774 0 0
20
+ 6 0.49384 -0.078217 0.49114 -0.093691 0.00477 0.037047 -0.036495 0.0063694 -0.00014401 -0.00082511 -0.0005755 8.7086e-05 1.2478 0 0
21
+ 134 -0.25452 0.43037 -0.24088 0.43815 0.05869 0.49407 0.24479 -0.42916 0.10626 0.060609 0.005514 -0.005789 41.29 0 0
22
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170
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181
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182
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184
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185
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186
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187
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193
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198
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209
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CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/runmpirun128.sh ADDED
@@ -0,0 +1,18 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ #!/bin/bash
2
+ #SBATCH -J Cylinder——Kn
3
+ #SBATCH -p wzhcnormal
4
+ #SBATCH -N 2
5
+ #SBATCH --ntasks-per-node=64
6
+
7
+
8
+ module purge
9
+ module load compiler/devtoolset/7.3.1
10
+ module load mpi/hpcx/2.11.0/gcc-7.3.1
11
+ export UCX_WARN_UNUSED_ENV_VARS=n
12
+ /public/software/mpi/hpcx/v2.11.0/gcc-7.3.1/bin/mpirun -n 128 ../../../sep2024-sparta/src/spa_mpi <config.txt
13
+
14
+ /work/home/ackp4pog0w3/WANGXU/ParaView-5.11.1-MPI-Linux-Python3.9-x86_64/bin/pvpython ../../../sep2024-sparta/tools/paraview/grid2paraview.py mir.txt Grid -r ./output/grid.*.dat
15
+
16
+ /work/home/ackp4pog0w3/WANGXU/ParaView-5.11.1-MPI-Linux-Python3.9-x86_64/bin/pvpython ../../../sep2024-sparta/tools/paraview/grid2paraview.py mir.txt Lambda -r ./output/lambdakn.*.dat
17
+
18
+ /work/home/ackp4pog0w3/WANGXU/ParaView-5.11.1-MPI-Linux-Python3.9-x86_64/bin/pvpython ../../../sep2024-sparta/tools/paraview/surf2paraview.py ./surf/geom.surf Surf -r ./output/surf.*.dat
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/runmpirun64.sh ADDED
@@ -0,0 +1,18 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ #!/bin/bash
2
+ #SBATCH -J Cylinder——Kn
3
+ #SBATCH -p wzhcnormal
4
+ #SBATCH -N 1
5
+ #SBATCH --ntasks-per-node=64
6
+
7
+
8
+ module purge
9
+ module load compiler/devtoolset/7.3.1
10
+ module load mpi/hpcx/2.11.0/gcc-7.3.1
11
+ export UCX_WARN_UNUSED_ENV_VARS=n
12
+ /public/software/mpi/hpcx/v2.11.0/gcc-7.3.1/bin/mpirun -n 64 ../../../sep2024-sparta/src/spa_mpi <config.txt
13
+
14
+ /work/home/ackp4pog0w3/WANGXU/ParaView-5.11.1-MPI-Linux-Python3.9-x86_64/bin/pvpython ../../../sep2024-sparta/tools/paraview/grid2paraview.py mir.txt Grid -r ./output/grid.*.dat
15
+
16
+ /work/home/ackp4pog0w3/WANGXU/ParaView-5.11.1-MPI-Linux-Python3.9-x86_64/bin/pvpython ../../../sep2024-sparta/tools/paraview/grid2paraview.py mir.txt Lambda -r ./output/lambdakn.*.dat
17
+
18
+ /work/home/ackp4pog0w3/WANGXU/ParaView-5.11.1-MPI-Linux-Python3.9-x86_64/bin/pvpython ../../../sep2024-sparta/tools/paraview/surf2paraview.py ./surf/geom.surf Surf -r ./output/surf.*.dat
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/slurm-28429819.out ADDED
@@ -0,0 +1,205 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ SPARTA (4 Sep 2024)
2
+ Running on 128 MPI task(s)
3
+ Running on 128 MPI task(s)
4
+ Created orthogonal box = (-5 -5 -0.5) to (6 5 0.5)
5
+ Created 59673 child grid cells
6
+ CPU time = 0.0959717 secs
7
+ create/ghost percent = 1.20639 98.7936
8
+ Balance grid migrated 59557 cells
9
+ CPU time = 0.0872135 secs
10
+ reassign/sort/migrate/ghost percent = 61.1255 0.0373566 9.47475 29.3624
11
+ Reading surface file ...
12
+ 200 lines
13
+ -0.5 0.5 xlo xhi
14
+ -0.5 0.5 ylo yhi
15
+ 0 0 zlo zhi
16
+ 0.0157073 min line length
17
+ 356 0 = cells overlapping surfs, overlap cells with unmarked corner pts
18
+ 53305 6012 356 = cells outside/inside/overlapping surfs
19
+ 356 = surf cells with 1,2,etc splits
20
+ 109.214731023047 109.214731023047 = cell-wise and global flow volume
21
+ CPU time = 0.0976016 secs
22
+ read/check/sort/surf2grid/ghost/inout/particle percent = 21.6482 23.9503 2.70372 25.7778 25.92 6.73553 0.133972
23
+ surf2grid time = 0.0251595 secs
24
+ map/comm1/comm2/comm3/comm4/split percent = 12.0081 22.4428 4.02846 1.63591 10.4643 6.2563
25
+ Balance grid migrated 1317 cells
26
+ CPU time = 0.0382352 secs
27
+ reassign/sort/migrate/ghost percent = 10.0328 0.112069 28.6153 61.2398
28
+ Creating particles ...
29
+ WARNING: Created unexpected # of particles: 404497 versus 404499 (../create_particles.cpp:346)
30
+ Created 404497 particles
31
+ CPU time = 0.0172799 secs
32
+ Memory usage per proc in Mbytes:
33
+ particles (ave,min,max) = 1.59521 0 1.6875
34
+ grid (ave,min,max) = 3.07385 1.51379 5.26379
35
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
36
+ total (ave,min,max) = 4.68967 3.22189 6.97189
37
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
38
+ 0 0 404497 0 0 0 0 0
39
+ 10000 12.426934 434184 13144 10952 12 418504.07 8.6908
40
+ 20000 23.885644 439111 13472 11205 5 428118.22 8.6756
41
+ 30000 35.550036 439504 13520 11172 8 432087.95 8.7027333
42
+ 40000 48.396834 439693 13526 11235 9 433888.58 8.712425
43
+ 50000 60.163244 439721 13460 11111 5 435166.45 8.71794
44
+ 60000 72.889052 440582 13515 11245 3 435960.08 8.7130833
45
+ 70000 84.154942 439799 13676 11350 6 436585.52 8.7164286
46
+ 80000 95.793372 439423 13353 11024 7 437012.66 8.7176125
47
+ 90000 108.72244 440547 13493 11249 6 437342.54 8.7152889
48
+ 100000 120.37357 440216 13604 11262 7 437611.51 8.71622
49
+ 110000 133.04415 439808 13562 11315 12 437850.98 8.7167091
50
+ 120000 144.44451 439782 13619 11240 11 438004.33 8.7193417
51
+ 130000 155.92209 438905 13526 11256 6 438130.24 8.7202462
52
+ 140000 168.64582 440000 13540 11259 10 438229.04 8.7177714
53
+ 150000 180.34028 439938 13424 11252 5 438359.73 8.7190933
54
+ 160000 193.08298 439941 13516 11239 8 438470.86 8.7202375
55
+ 170000 204.45328 440439 13440 11175 10 438557.49 8.7229824
56
+ 180000 216.02204 439699 13686 11314 9 438650.93 8.7232556
57
+ 190000 228.69667 440051 13613 11315 5 438732.67 8.7245526
58
+ 200000 240.37954 440315 13512 11201 15 438800.07 8.724405
59
+ Loop time of 240.38 on 128 procs for 200000 steps with 440315 particles
60
+
61
+ MPI task timing breakdown:
62
+ Section | min time | avg time | max time |%varavg| %total
63
+ ---------------------------------------------------------------
64
+ Move | 0.022429 | 11.025 | 56.251 | 406.6 | 4.59
65
+ Coll | 0.30831 | 13.458 | 77.959 | 446.2 | 5.60
66
+ Sort | 0.1048 | 1.8202 | 9.8116 | 166.8 | 0.76
67
+ Comm | 57.449 | 88.766 | 99.063 | 89.2 | 36.93
68
+ Modify | 0.018664 | 0.12442 | 2.2406 | 93.8 | 0.05
69
+ Output | 0.0037441 | 0.0096436 | 0.01089 | 1.4 | 0.00
70
+ Other | | 125.2 | | | 52.07
71
+
72
+ Particle moves = 87760014984 (87.8B)
73
+ Cells touched = 92245283082 (92.2B)
74
+ Particle comms = 212291915 (212M)
75
+ Boundary collides = 0 (0K)
76
+ Boundary exits = 22030721 (22M)
77
+ SurfColl checks = 64452792 (64.5M)
78
+ SurfColl occurs = 1744881 (1.74M)
79
+ Surf reactions = 0 (0K)
80
+ Collide attempts = 2928433170 (2.93B)
81
+ Collide occurs = 2252143230 (2.25B)
82
+ Gas reactions = 0 (0K)
83
+ Particles stuck = 0
84
+ Axisymm bad moves = 0
85
+
86
+ Particle-moves/CPUsec/proc: 2.85225e+06
87
+ Particle-moves/step: 438800
88
+ Cell-touches/particle/step: 1.05111
89
+ Particle comm iterations/step: 1
90
+ Particle fraction communicated: 0.002419
91
+ Particle fraction colliding with boundary: 0
92
+ Particle fraction exiting boundary: 0.000251034
93
+ Surface-checks/particle/step: 0.000734421
94
+ Surface-collisions/particle/step: 1.98824e-05
95
+ Surface-reactions/particle/step: 0
96
+ Collision-attempts/particle/step: 0.0333686
97
+ Collisions/particle/step: 0.0256625
98
+ Gas-reactions/particle/step: 0
99
+
100
+ Particles: 3439.96 ave 18484 max 0 min
101
+ Histogram: 77 17 8 2 5 6 4 5 2 2
102
+ Cells: 466.195 ave 467 max 465 min
103
+ Histogram: 2 0 0 0 0 99 0 0 0 27
104
+ GhostCell: 12074.5 ave 22142 max 674 min
105
+ Histogram: 18 12 12 10 17 3 6 4 16 30
106
+ EmptyCell: 0 ave 0 max 0 min
107
+ Histogram: 128 0 0 0 0 0 0 0 0 0
108
+ Surfs: 200 ave 200 max 200 min
109
+ Histogram: 128 0 0 0 0 0 0 0 0 0
110
+ GhostSurf: 0 ave 0 max 0 min
111
+ Histogram: 128 0 0 0 0 0 0 0 0 0
112
+ Memory usage per proc in Mbytes:
113
+ particles (ave,min,max) = 1.66113 0 3.375
114
+ grid (ave,min,max) = 3.07385 1.51379 5.26379
115
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
116
+ total (ave,min,max) = 4.91235 3.37849 7.129
117
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
118
+ 200000 0 440315 13512 11201 0 0 0
119
+ 210000 20.296651 440131 13561 11252 3 440124.72 8.6972
120
+ 220000 39.508263 439657 13455 11183 10 440113.66 8.71045
121
+ 230000 59.458153 440039 13563 11203 7 439860.06 8.7147333
122
+ 240000 79.556764 439591 13586 11288 3 439831.47 8.714025
123
+ 250000 98.646248 440661 13647 11327 12 439873.7 8.71476
124
+ 260000 119.25259 439631 13632 11266 7 439917.06 8.7169333
125
+ 270000 139.28635 439370 13489 11191 14 439892.72 8.7159714
126
+ 280000 158.35823 439658 13490 11186 10 439885.79 8.71845
127
+ 290000 179.00246 439767 13608 11268 10 439889.94 8.7225444
128
+ 300000 199.20666 439510 13476 11194 10 439869.02 8.72164
129
+ Loop time of 199.207 on 128 procs for 100000 steps with 439510 particles
130
+
131
+ MPI task timing breakdown:
132
+ Section | min time | avg time | max time |%varavg| %total
133
+ ---------------------------------------------------------------
134
+ Move | 0.011548 | 5.5567 | 28.436 | 287.7 | 2.79
135
+ Coll | 0.15449 | 6.7819 | 39.508 | 316.9 | 3.40
136
+ Sort | 0.059409 | 0.92452 | 4.9101 | 117.9 | 0.46
137
+ Comm | 31.849 | 48.005 | 53.699 | 62.7 | 24.10
138
+ Modify | 2.1473 | 15.09 | 70.704 | 433.1 | 7.58
139
+ Output | 0.032615 | 0.034273 | 0.038121 | 0.7 | 0.02
140
+ Other | | 122.8 | | | 61.65
141
+
142
+ Particle moves = 43986901599 (44B)
143
+ Cells touched = 46232906230 (46.2B)
144
+ Particle comms = 106292377 (106M)
145
+ Boundary collides = 0 (0K)
146
+ Boundary exits = 11031413 (11M)
147
+ SurfColl checks = 32250731 (32.3M)
148
+ SurfColl occurs = 872164 (0.872M)
149
+ Surf reactions = 0 (0K)
150
+ Collide attempts = 1472211539 (1.47B)
151
+ Collide occurs = 1132172336 (1.13B)
152
+ Gas reactions = 0 (0K)
153
+ Particles stuck = 0
154
+ Axisymm bad moves = 0
155
+
156
+ Particle-moves/CPUsec/proc: 1.72508e+06
157
+ Particle-moves/step: 439869
158
+ Cell-touches/particle/step: 1.05106
159
+ Particle comm iterations/step: 1
160
+ Particle fraction communicated: 0.00241646
161
+ Particle fraction colliding with boundary: 0
162
+ Particle fraction exiting boundary: 0.000250789
163
+ Surface-checks/particle/step: 0.000733189
164
+ Surface-collisions/particle/step: 1.98278e-05
165
+ Surface-reactions/particle/step: 0
166
+ Collision-attempts/particle/step: 0.0334693
167
+ Collisions/particle/step: 0.0257389
168
+ Gas-reactions/particle/step: 0
169
+
170
+ Particles: 3433.67 ave 18477 max 0 min
171
+ Histogram: 74 20 8 2 5 5 5 5 2 2
172
+ Cells: 466.195 ave 467 max 465 min
173
+ Histogram: 2 0 0 0 0 99 0 0 0 27
174
+ GhostCell: 12074.5 ave 22142 max 674 min
175
+ Histogram: 18 12 12 10 17 3 6 4 16 30
176
+ EmptyCell: 0 ave 0 max 0 min
177
+ Histogram: 128 0 0 0 0 0 0 0 0 0
178
+ Surfs: 200 ave 200 max 200 min
179
+ Histogram: 128 0 0 0 0 0 0 0 0 0
180
+ GhostSurf: 0 ave 0 max 0 min
181
+ Histogram: 128 0 0 0 0 0 0 0 0 0
182
+ Writing grid file ...
183
+ grid cells = 59673
184
+ CPU time = 0.00841003 secs
185
+ Writing surface file ...
186
+ surf elements = 200
187
+ CPU time = 0.00231796 secs
188
+ Processing 4 grid chunk(s).
189
+ Completed grid chunk number: 3
190
+ Completed grid chunk number: 1
191
+ Completed grid chunk number: 2
192
+ Completed grid chunk number: 0
193
+
194
+ Done in 0:00:09 (wall clock time)
195
+
196
+ Processing 4 grid chunk(s).
197
+ Completed grid chunk number: 3
198
+ Completed grid chunk number: 2
199
+ Completed grid chunk number: 1
200
+ Completed grid chunk number: 0
201
+
202
+ Done in 0:00:09 (wall clock time)
203
+
204
+ Processing SPARTA surface information.
205
+ Processing dump result file: ['./output/surf.300000.dat']
CylinderKnMa/Kn0p36/simulation0752_Kn0p36Ma2p1/surf/Surf_300000.vtu ADDED
@@ -0,0 +1,38 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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+ <UnstructuredGrid>
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+ <PointData>
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+ <CellData>
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+ <DataArray type="Float64" Name="id" format="appended" RangeMin="1" RangeMax="200" offset="0" />
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+ <DataArray type="Float64" Name="v1x" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="432" />
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+ <DataArray type="Float64" Name="v1y" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="1468" />
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+ <DataArray type="Float64" Name="v2x" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="2476" />
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+ <DataArray type="Float64" Name="v2y" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="3508" />
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+ <DataArray type="Float64" Name="f_2[1]" format="appended" RangeMin="0.00319" RangeMax="0.12768" offset="4512" />
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+ <DataArray type="Float64" Name="f_2[2]" format="appended" RangeMin="0.023237" RangeMax="1.1003" offset="6464" />
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+ <DataArray type="Float64" Name="f_2[3]" format="appended" RangeMin="-0.038154" RangeMax="1.0991" offset="8512" />
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+ <DataArray type="Float64" Name="f_2[4]" format="appended" RangeMin="-0.50037" RangeMax="0.49878" offset="10636" />
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+ <DataArray type="Float64" Name="f_2[6]" format="appended" RangeMin="-0.091516" RangeMax="0.089149" offset="14860" />
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+ <DataArray type="Float64" Name="f_2[7]" format="appended" RangeMin="-0.00059945" RangeMax="0.01728" offset="16996" />
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+ <DataArray type="Float64" Name="f_2[9]" format="appended" RangeMin="0.13679" RangeMax="88.457" offset="21284" />
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+ <DataArray type="Float64" Name="f_2[11]" format="appended" RangeMin="0" RangeMax="0" offset="23148" />
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+ </CellData>
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+ <Points>
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+ <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0.49999998503" RangeMax="0.50000001255" offset="23200" />
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+ </Points>
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+ <Cells>
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+ <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="24528" />
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+ <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="25432" />
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+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="25924" />
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+ </Cells>
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+ </Piece>
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+ </UnstructuredGrid>
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+ <AppendedData encoding="base64">
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AQAAAACAAABABgAA7AUAAA==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AQAAAACAAABABgAAJgYAAA==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AQAAAACAAABABgAAEQYAAA==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AQAAAACAAABABgAAKAYAAA==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AQAAAACAAABABgAALgYAAA==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AQAAAACAAABABgAANgYAAA==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AQAAAACAAABABgAAOwUAAA==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AQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAADAEgAA0gMAAA==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AQAAAACAAABABgAAXwEAAA==eJwtxVFEHAAAANBKkpzkJEmSJMlJkiRJkiRJkiQnSXKSJEmSJEmSJEmSZGYmmUmSJEmSJEkyMzOTzCRJkmT20Xs/LybqXazjHO8EB5zoJAed7BSnOs3pznCms5ztHOc6zyHnu8CFLnKxS1zqMpe7wpWucrVrXOs617vBjW5ys1vc6rDb3O4Od7rLEXe7x73uc78HPOghD3vEox7zuCc86SlPe8aznvO8F7zoJS97xate8wd/9Cd/9ro3/MVfvektb3vHu97zvg986CMf+8SnPvO5L3zpK1/7m7/7h3/6l3/7xrf+47++870f/OgnP/vFr37zP0dFvxfjWMc53gkOONFJDjrZKU51mtOd4UxnOds5znWeQ853gQtd5GKXuNRlLneFK13late41nWud4Mb3eRmt7jVYbe53R3udJcj7naPe93nfg940EMe9ohHPeZxT3jSU572jGc95/9sSVRSAQAAAACAAADIAAAADAAAAA==eJxjZh4eAADsVAJZ
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/jfcPOfNiBA==AQAAAACAAADARAAAhQIAAA==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AQAAAACAAADARAAAdAsAAA==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CylinderKnMa/Kn0p36/simulation0753_Kn0p36Ma2p2/Lambda/Lambda_2_300000.vtu ADDED
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_AQAAAACAAABgIgAAsgUAAA==eJwt0nMcGAQChuE3LLuWtmph2VpuLdu27c5oZ2Tbdp1R57tstzxmW3f32/P98/6e/7+qkY/dObz/7/GJHak9wdqTrD3F2tOsPcPaKNaeZe051p5n7QXWXmTtJdZeZm00a2NYG8vaONbGszaBtVdYe5W111h7nbU3WHuTtbdYe5u1d1h7l7X3WHuftQ9Y+5C1j1j7mLVPWPuUtc9Y+5y1L1j7krWvWOuuidYmYW1S1iZjbXLWBrA2Bc/Ms7A2K2uzsTaQtdlZm4O1OVmbi7W5WRvE2mDW5mFtXtbmY20Ia/OztgBrC7K2EGtDWVuYtUVYW5S1xVhbnLUlWFuStaVYW5q1ZVhblrXlWFuetRVYW5G1lVhbmbVhrK3C2qqsrcba6qytwdqarK3F2tqsDWdtHdZGsLYub8FbsrYVa1uztg1r27K2HWvbs7YDazuythNrO7O2C2u7srYba7uztgdre7K2F2t7s7YPa/uyth9r+7N2AGsHsnYQawezdghrh7J2GGuHs3YEa0eydhRrR7N2DGvHsnYca19j7eusfYO1b7L2Lda+zdp3WPsua99j7fusHc/aSD6BT2TtJNZOZu0U1k5l7TTWTmftDNbOZO0s1s5m7RzWzmXtPNbOZ+0C1i5k7SLWLmbtEtYuZe0y1i5n7QrWrmTtKtauZu0a1q5l7TrWrmftBtZuZO0m1m5m7RbWbmXtNtZ+xdqvWfsNa79l7Xes/Z61P7D2R9b+xNqfWbudtTv4Lr6btXtYu5e1+1i7n7UHWHuQtYdYe5i1R1h7lLXHWHuctSdYe5K1p1h7mrVnWBvF2rOsPcfa86y9wNqLrL3E2susjWZtDGtjWRvH2njWJrD2CmuvsvYaa6+z9gZrb7L2Fmtvs/YOa++y9h5r77P2AWsfsvYRax+z9glrn/KAuyd6iokdqU3J2lSsTc3aNKxNy9p0rE3P2gyszcjaTKzNzNosrM3K2mysDWRtdtbmYG1O1uZibW7WBrE2mLV5WJuXtflYG8La/KwtwNqCrC3E2lDWFmZtEdYWZW0x1hZnbQnWlmRtKdaWZm0Z1pZlbTnWlmdtBdZWZG0l1lZmbRiP4HVZW4+19VnbgLUNWduItY1Z24S1TVnbjLXNWduCtS1Z24q1rVnbhrVtWduOte1Z24G1HVnbibWdWduFtV1Z24213Vnbg7U9WduLtb1Z24e1fVnbj7X9WTuAtQNZO4i1g1k7hLVDWTuMtcNZO4K1I1k7irWjWTuGtWNZO46P55Gs/YC1H7L2I9Z+zNpPWPspaz9j7ees/YK1X7J2AmsnsnYSayezdgprp7J2Gmuns3YGa2eydhZrZ7N2DmvnsnYea+ezdgFrF7J2EWsXs3YJa5eydhlrl7N2BWtXsnYVa1ezdg1r17J2HWvXs3YDazeydhNrN7N2C2u3snYb3853sPYX1v7K2t9Y+ztr/2Dtn6z9i7V/s/Yf1u5k7S7W7mbtHtbuZe0+1u5n7QHWHmTtIdYeZu0R1h5l7THWHmftCdaeZO0p1p5m7RnWRrH2LGvPsfY8ay+w9iJrL7H2MmujWRvD2ljWxrE2nrUJrL3C2qusvcba66y9wdqb/Al/ytpnrH3O2hesfcnaV6z/O+xEa5OwNilrk7E2OWsDWJuCtSlZm4q1qVmbhrVpWZuOtelZm4G1GVmbibWZWZuFtVlZm421gazNztocrM3J2lyszc3aINYGszYPa/OyNh9rQ1ibn7UFWFuQtYVYG8rawqwtwtqirC3G2uKsLcEr8zDWVmFtVdZWY2111tZgbU3W1mJtbdaGs7YOayNYW5e19Vhbn7UNWNuQtY1Y25i1TVjblLXNWNuctS1Y25K1rVjbmrVtWNuWte1Y2561HVjbkbWdWNuZtV1Y25W13VjbnbU9WNuTtb1Y25u1fVjbl7X9WNuftQNYO5C1g+4Z/l+VLJVuAQAAAACAAABgIgAAHwMAAA==eJzt0/8v1HEcB3Dujjvu3J3TiqTYMLe+LKlL+vJ+I5qpVmxlkaRmCZOdNrHaKJEKO+IHYkRWK5qE2eX9GpWwstOcmvItEX253BF1Ite7P+P9/vHz/uz9fr1fz9dD8WrnQY3GDp6GFLnknrcD+Teb1s0OdlCYlXnsjVoGjjbDG/OjZJBVc7RrC08Get+emL4aW0jtkPuogm3h08kK7VadFA4t2Cv7VVJ4m64MLFRI4aq39nlCgwSK/K/HTxjFEJ+SWr3BXwz+D2MHk3JsIKR5beYXjej/fSJYcvnz83yUEMQb62/raqz/n2sF6qJ8SarCCrorAhoNFwVg+ur9nA8pQlePSyI+ZK1893ou1BIig1/yd5dYQMKRi7WNozzYa7pWzoPVEO7sm8QFebe0o6WZA2b/Fgf6l48J2GcO46hqqDXXDC5MunsKHiwR91CLOyqfRbI3NvFHZucC0fceiJaGGYl0sqmOO/GL0D7Nk7Pq5AJ73hy51js4LCyYJYpdpp0Z8rG65JnzIz3hqC1kK9A0oXXpSKBf+Ovq5q9k047vhWLtJPGq6Y6ONowTx7LI5dLGCPfWtM5r0wiRWpalSYrfk2FDu2BEoyVTPZeqskUakpwWdKoh9wUJWb9/KE7QSPYkJg+ldZ5DA3G+upsuzcjtuNevmJIO1AZK3YhKg2jd/ejzT9WLM04f0I0rjaXBSSOI9msMla8LFOQpJlCTx2Nfd4cpVN/Sp+w1fkVd7X7LCemQ93zb6ftR08hhNGxVk0aPaH4ziIhLvSobZlHFvOd4rdscMuSGJrsWz6O+FFMDfyMPifDJ3QtGZPp7zZcFFJHXNusRsYjq3MYul71aQuaDHKuccjNM6zPH9P0cTPvNwdsiW4JEGVx8whSYDw9nzwz0pxt4mOZjgSsbti9XZokL7mUcDnLi438xaPmY5ijANFcrTHO2xjR3a0znQIjpXIgwnRMRpvnYYNoXMaZzJcF0ziRYwXwwH8wH88F8MB/MB/PBfDAfzAfzwXwwH8wH88F8MB/MB/PBfDAfzAfzwXwwH8wH88F8MB/MB/4Lus6PVg==AQAAAACAAABgIgAAmwAAAA==eJzt160KwgAAhdEiWP1BwaKYBatpsGiYZSs2NawsWQwmkzAWNFgEs+AjjIFpXXAmDRYtYhhosYiC1fsIXzrPcKJT8HZbOTNCxD/LXuc5WyCicn591JIUEZXZ3tIqWXlEFE6Oxri7QUTly7msV5kCIgqHOz859xFReWs3P/UtIioH8aHhVoqIKPw1ZISISjusTu97RFR+AbvHGoI=AQAAAACAAABgIgAAsRcAAA==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AQAAAACAAABgIgAA/BUAAA==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AgAAAACAAACACQAAohUAALUBAAA=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CylinderKnMa/Kn0p36/simulation0753_Kn0p36Ma2p2/Lambda/Lambda_3_300000.vtu ADDED
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AQAAAACAAABAHgAA1wQAAA==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AQAAAACAAADyAAAADAAAAA==eJzj5BxpAAAK4QiD
26
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27
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