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 + </DataArray> + <DataArray type="Float32" Name="epsilon" format="binary" RangeMin="98272800" RangeMax="41422147584"> + 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Um/bO+LLQlnq/+Cu2Hn6LMaci4HJpRhclcbgypUYrMyNQe31GJTciUGQXyyOaMbCe1AsrHViUakbC9UvmQhKjca+E9GwOxONWaei8TY9GuZno2F4IRpHvsRgx6QYDKAYLLaMQZGIQc2IAxi0LwKvkyPQlhIBG+bRoxHYzrHmwQh8XB2Jj00R+PYpAiafI+D0JQJyNX78XR8OiVk4Rk0OxxPTcJiZh6OEvbYIR6VbOHbphkNPJxzLB4Vj0+Bw5BrMRJR9FMyco/B6dhSKmTdco9CTpbcwCqFBUXhrGAX7MVEIHhuFK+OiYNzzsqiRtAhjo5di1YFaMTOxRSRNeCmujf4s1m14KSLKW0Tufy9FwNEWId/ppQjievfWOpHYpUUoZ9SJY4taxE6Vl2LDzhYRrPFS9NndIn7oMNkvH/BSxCe1iJGDXoqUV1VC4Xi1aNilQSX9/wqkVguZ3Rp0saNaHEjWoL5Dnwr5Ixr0Zle1WGWjQS8OVwtVZw2ySqsWt100KOp8tWh206DqLk/FqqsadKy6Wvw7o0Hd2qpFz5MatO1TtfBgboqsJcOih6QZW0s/ttTSJq9aKl5TS4fYv0+oJecdtfRzZi1dCKwly4BaCtpaS9cH2UCsiETSqkiM52sR6s/fe+sj8XddJDptjERAZCTWeERih3skXJn+npHoMdmQ6quJsgd3Je1meVJtJJo/vCtFeoI6belK16JBn3Z2pd4rQV13dKX9ASBbSVe6tAF0eG9XOr4F1Pl4VxrYH/RAdKW7P4jUxnelLQ1EYTJdKfgC0cAWVTq5bZnQaVgrcvyCxFFZf7H51VrRa3GQeHcqQIzqtVncql0vDniFiNdL14sjjcHii+56cfxosFAbuF7knAwWBk/Wia8Lg0X+yXVcCxb9Hq8TbvODRcnmdUKtKUgcPLZOaPYPFp3/PhNeY2vElXE1oiqhRhSfqREyrjUiNKBGbA+qERMP1oj5h2pERGSNeOJbI8L8asQo5wXI4TPLkR2x2Ba3EM0X4/AmPxbSK3EoKohFZFocQs/HIk82HrKd4jCyPA4HX8XizXbeEzNiEfSJzznVsei6Og42+2Oh5xOHZ8zgDXG4lhyLB+lxqM2KRYGPnFWUo4rV0c6b4L1wPuCiYrVabRNOuqpYDey9CS+YMswYzj9V34T+7E/32IRX7McwbZhOnF81W8XqouomBPNaBl02Id5JxapCZRN87FWs3OU34duPVoxx+Imw92OtdIboW1k7/oTzx7FWl5x/IvLTWKtEp5+wYlZx3oTzscxApgFzIjOUZ082j7VaP+snv6+Ptfph9xN2vJY6M4F5fOZPdGsYa6Vx5yi0m9IwwCIPn85KcfpDGkLM87DwUxruiDxsbE7DdEuucU8l90xjmjEfc99T7jNn2jE3v0/D5il5UGYWTM7D9MY0PDdjzzRlNq/6R4c922ms0UdqnPSZei5opzfjPlKKVTsF9PxIDd3ayfxHM/Uc1U6ju30ka37fmTD5IynPaScp03lJOz20/kixbb9pUWgzhbm201STj9Tq1k6OzByPdv4+/0jmU3bh9JrdKNy0Gy8378bB4N34E7Qbrqwmzlmy9m7cDXXWqsDd8GU5q+thVrU2kp9rw/SeNpZc0sarYm3oPtaG4xNteLI6ZWljfJk2AsqZVdrwWGuMiLpJsAk0xjMfY+hPN8a35cboHGKMqs3GcNpkjLt6xnjkaYyL7sYI8TLGCutV4p+hrwjV9xUyZr5COs1XTLDwFe7jfMUHA19ho+MrGrr4ihJlX9G3crmIbFouol8FiUsJa8SRwV7CqHG56L1wjTBU9hK3DNaK0HAv8SB3jVgFL7Hj8BphPMRLrEhbI46N8hK9jqwRDiO9RP3BNWLCCC/RRbJGuA/3EiPc14jOPxeJ3jtXC7XIReKR6hrxqnCRSDnkKoYGOYizSnbC+6mz2L7YQcz5YSvkcx2EgZmd+B3rIJz/sxOLAh3EMgU7cWaTg6hj/mGii534ylRWtBMHNzgIF1k7oTTbQexpsBUbBzqIXvdtRak798vZia4JtuJVpZM4GWIrcq7YilH7bIVqtK0w22ErnFgbOD611VYMWGYrus6wFQvW2Ipp/vNFzRBXcU3NVbxe7yr8p7iKR4NdxX8jXMXZ4a5i7TBX4ch+TpuLeH7QRUx/4iJ+e7iKlepO4n037unwEJc6O4k7sq4iZpiTkNdxFT69nIRlD1dxT8lJfO7iKoy6OAkveVeRrOAkSrjPWNFJkJyraPnlKB62ugiDV45CptZFrE9xFK/4d9hcdxTDclxEd5mtYtu8MLHg1zbxZFakiJ4bJsTPbeKYXZiIaNkm8laEif7sxaIwEdy2Tdhxffj3bWKce5jwaN4mvF3CxGruOz8zTGh82SY62YeJprfbxCEd9uXbRNXYMFFesU2oLnAi1b9ptE7+GMWMOEY9Jx2jHQOOUb7OMRrNOqV3jIxZ//odo7eax6if4jH69t9scX2VvUifby9mxdsLk/X2Ytwye+G+1F4YsE772IsGD3s+mdsLx672otcYe2FzeCDFuwygshoDmmvtSOMnDaCjtw2oZuoAWltmQNoWA6ix0IC6mw+gTswQrh++akA+xgOoNM+APjEt8w3I3mQA3WD/gBnK3mPiABqca0BbjQaQVY4B7bwMuqevR0ZfdemunB79/alLr37okmOLLrV+1KXdn3Vp0xddSuL6W6Yz+yWSWDTVnIbiVd7jb8Yi8GwsGp/G4tGFWKTsjYUB5/tmxkLpUixuXOT31VuxiLt6X+S0/xMJJE/nt9eIv//+iU428rRJWYaWzpCnwx//CU0Ledrx8J/4PU6eOpX9EyPGyNOgo/9E+UCeKf0nOkbK0+QH/4Q55zue/xMO4+XJu/af0J8oTz7sH0+Qp9lFpyjPt4ye5JST946zZLe8jDZLyynVr4xe5pXTQmYF89nKMqrML6dxq8po0tVysmNeYT/Kv4y+cn1JSBk9rSqnJ2Fl9ONFOcluLqNVz8tpUmgZWdSUk/LCFKHhUi2qC14I+z9pomB2tUi6/kKo7q0VN/6+E/qOT8Tz1XXiqe0TMcakTuQbPxELB9SJ9cfvi8VDqsVEfu9x8a4Vy/idxet3rfAqrha/q2uFfEO1iPhSK4aOeCpCTbm//AEZSNvoXoYC1j75TNocW2cqIOdqG/07q4CbTMVzCoi51kb2zMXMQcyVeW20luupt9poDftDJr/p1GUFbGlpI5+9CvD60EYT9ihAqamNpjOpzpmqtwaSSrkzrbztTEtKnEmlyJnmFDrTgpvO1HzDmQaw5lx3JoNrzjSFNXS/HOWYy9L2I3JkfEiOanbJkXa0HHlFyJHFZjlq3yFHb2LkaN1OOcpldWFNsFmA20mhcGoLx4xMa6QeDoX7n3CkHAiFG/PAoVCcYz5KC8XEThEYdywUnsz0E6Fw7ByBkpxQ2ClHYBmvcbElHLN3h+Ldp3AUsH/BvpUZ8jkcWgU1NLzsIn28XkNrc2roWGYNrcqooV8nauh0ZQ1dvFFDO0tq6ElZDf08WkOvbtbQ9wGHaUFSATkmFpCILaDFkQUUu6OATm0toDsLCigmqoDaOT9+ZwGF7Cogu30FpKUfSTYZ9+l19UPSXRFNK0/fp1uPH9LUs/dp4nPOMf9j6py7T0trHlKX8/dJ7sVD0mD2Z66+cJ9W1j6koNz7tLfpIV1kfmdOl96nYe8f0gem5MNDUl4Uj84Dl2LVg3igKh6ah+KxRSQgewifK7PisV8zAX2D4/FhTjw2H+AePovu5DOt6pxGej7hK9UUfaKLdo3UY/hXWj+5kfprfaVuGY2kZf2Vrv9toHcRrXRMuZFu7mulBRUfaVsA31/HG+lj1leyOdVIty59Jd20RgpL/0oyVE/X9T5RwOZGSur3lY5Z/xaQjRTGFr+FT/tf4d3RIT5KOoT29g7ReLBNfAz5LWKV20X0v9+iJ7Pkv3axZHWMuKktQxUDZOh2l0508poMDd8rQ767ZKg2+p/I6iJDzwxlyH2MDPVnpoyXocS5d+lRuRrWyjgi/fI38uW49Z8D9leoIVvWEa3snTs5woS9YD/3nhqUOjviHucHcv4G8y/PLr2rBu0/DphYqoahHQ54VKSGrd8ckF+iBtufDqg3PkWbhrTQ6sEtZKffQgtYdiNb6DDr3/AWGsleeraFr2ELzU5voeOsI8HvxOtB70XnIe9F7rT3orjLe9H1W6M40Ngo9uU2Crd/jWIX57J7vBdTu70Xy3u+F5KpGxHvF47QL5FQ+RyJxxOicHB6NM6EReHHuShI8qKx6mAUVnyIREJJFDaP2o4jY4Zg0bhx6H7cDDdjR8HEcBy2p5rh6shx0Eo2Q9DwcbA5aIYLQ8YhYJ8Ztg0dh9H7zWDA9XbOTxoxDlsPmOEi9z3l/Oth4/CS+2QGj8O6PWZ4yPlOXL/W4zAVaNdR8MA66juojiazeg+uoyRWP44buXZyXh35r6ujeavrKJwVbTUb3xJjcft1PFbVxqON78l0fu9LfpEA04cJuHVlNzYsS0DWsXjcy0qA44Cd6Pv7iFB4nyw2a6QLp+cZQrMxWXj2ShdTO6cITbN0MeJbsrDXTBcNLcniDrPrl2QxVytdGN5LFk4fzwj9F8lie9d0sftdsjitkC5mNiWLEd2ZvOa/32eE2oNkcfPHGWGetldcC0wSm1lZW5LE5egk0Sk+SVyLSxIrQpLEzDVJYsnOJLF9V5L4czxJPFubJORSf5CZeW94GQzCqfddUcDxPY6DLHrjKTOcWcc8z3zBjGdmMS8ze4wZBD3uV2KeMemN+0aDcH1ib2iNG4SXzExmBtOXOT5nAQwNg7HPNBjuBsGImxiM9VOCkcH6RcG45RoMS5NgqHN+JrPBOBjbPXpglFMvJIRX0br0AiKObTh2ceyFGGZX9obMRPbhzHtMc2YbcxQzidm+rYoUZvfCavbHuf8Oex32blur6CP7rczKWdvIW3EPpevupTmte+lh5z10pN9eMpDZQ1f67iWTvxLK/W8vGf2RkGHvvbSzTUI7eu2l3HYJSZnaXJflep9/EvqisZfG8nwjz++X20P3B+ylDoU9dILXtq2wQ+JpO4xx9MT5f9OxI8OOz2yecOWc+2xPNJy0w01nT5Qet0Ms9xQxE5iPT9jhGXMb+/sOnkg7ZoeVszxxIc0OEntP1B21Qzc7T7Sw/8ec1csYnzZbwyfUGqWbrJEQaA21AGuYsYw4fs80YE1Zb43va6xxg9nPYwASlmtDsWgEiqCFqqXayC0YAWNvbfS8NgL75mtjeu4I3PTQRlD2CHzx1IabdAQmcp/T9RFIX6SNjfkjYM/sxty3UBvz8kbAzE0bsy6PwDnOt7EfNTaV6lXiSV8/lWSGplLI4FT6rZ1K+3VS6QIzSjeVpg5JpT3DUunpyFRyGpNKF9cbYYW8KXaxHsmZoi8zn5nOespawWrtYoo5CqZwZO5jRt8Kw3cLgYG3w1DICmRllIXhCOtsZRiWVYdhfEkY3IrDoM2sY6YrrRRvy/jZKk8Wmk+SxaHiZOGSnyJy8lJEwrEUEbArRfxuSRFzP6UIv8FHRPXXFDFj+ma6/MKDXMe5U7+ebjS83INohDv1uetBZUPcSe6OBz0d7E7pxR4UrOdO2kUetEHXnQ4WepCmjjuNZv7QdqfFzIPs8ws8yILrX5lzuL8350t4flHaZWE4PEtUvasSA9z3C4l2lqioqxJvL2YJ2/z7ot/kLHFd9b6INM8Sxsr3xXVmjOJ9MePcJTHdlGcGZ4mmN1ViTe8s0fKgSnQZkiW61VcJ9b5ZYvvPKnG7R5Y40loldLu9JrnMcurW9TU97PKaWn68on4fX9Gld6/onvpr2t/pNbUqvKanXHfkvK/ya3Kx3oTJFIVmtyjoe0YhyD0KGXOjYMZ6wrmJrChX3u9douDI2sDS0YygOdsyqXRdFg3LiyGEZJLNqiyauyGTHi3LoqXrM6lkSRbBP5MivLKogtmdeWJlJvVhjl+TSYHM1QGZ9Jf7Om/MpCXLsyiL11m/MotUt2TSvTVZlDRBjuZftaGr12xof44N3c62oWFZNtT9og01n7WhKSzLDBtSZc0+aUNfTrD/qwzJcBXMH6KCD7osDRX07KmCLX1UED1BBc/0VLCAlaajgm8yKqjvp4LAK8aIzeTngzmb5cYawfp52RjWzCLm0DxjTMoxRitrDyv6rR96GE7D03d+WPvGD+2sM6/+XxNZC1764VCtH5688INfjR/ushbs3S+SPy0Uk5kuB/aLT5v3iyvrDgjFtQeE77wDQsblgChJPSAe7D8gqnMPiOATB8T4hBA8Hu4C55MhqGKtZzkdD0FX1uRjIbBNC8GRoyG4diQEc1NCkMLavSqPejxIpC0r8mjCkjw6tzCPxi7Ko+Xz8uj7zDzyZh5g/2Qx9/nk0Vm/PPJ7tEh0afMU+0K8xYLxy0Rki6f4uN5beMvPE3VbvUVhu6fw3OYtVn/xFIVB3qLlk6c4yvU1zZ4iY623CG/iup+3qKr2FNnO3uJbiaf4Mstb/IrxFCrq3sL2hKfIHeUtDJ4oUV6xMjlv1aJd5pPJqVyZ+szXorQSZdLw1qI915XpqosW9c9RJntnLZqWpUzZM7Uo95wyJU7XItVsZYqz16IUqTIVzuJ6vjL15T7ZPGV67KhFoZyv5Py3916kXrGQ+r/1oqOvvEjlpRc9qfWitOde5FrjRT1feNF+Vlkd9732olaubc0PoC3LHKiVuepKAG3ICqD1rLOs2swAOngugP5jfboQQDekAVTAef+jS6jzjAhauCWBXmc70vNpEVS/OYEcpkZQdlACpTEVgxNI0yqCTAMTqElEkOuaBHpuHUHE+WabCGoKSaDePDcxNIHG8lq/whJoqF0Evd2WQK72EbR2awLpv7SkS+YWdOahJU16YElK5Zb08K4lbS+2pI+FltT9liXtLLCknhwfvW5JDdcs6WmlB/0eJqFfgyR0WkdCLdoSetFfQgv7Svi9SUISzpXqSqjPYAlVDpWQGvcuNQujv0nzSH5yGGWYhJEl67JxGE0zDaO1E8LIemIYJRmFUTTnrnLvS/MwSsvwxuo3zdST6XjBG0vOeiPzvDemnvPGSI4VWcdPeePeaW+opngjMdUbb28XUMDzYjpwsogGHiygrMpi+nKoiDzfFJNhZhFp5BSTyY4iKm8spvwzRdTnQzHppBeRLDMoo4iOfy6mt5eK6N33YtK9XETJ5iWU3lpEVlXFFMJrdq8oppsnikjV8hxdGiAlJ1cpje5znr7qSmmXJ8dMDQ8pdR0kJaN5UrqvJ6U3nF/JXsK+5xApTVsgpR+DpfQf88VQKRku4lnOn2P/hXlqoZRk/zfH6xxPuUWSwbdpgOZtCje4TaZfS8jX+DYZmt2mduZw89ukPPM2XcziWvfb9FPxNv1x1cLuF0306W4pPVl0m1Y/bKI5N0tp8rsmOlpVSsWdmuiwdSmZRzdR53elFH6xiUpaSykspYkW1JbS+Pgm+vu2lF7lN9GDPmXk/66ZpuuVU2lsE/UNKaXjc5tog1spaX4vosiGOxRRc4d8Wu/QmVN3KKXjDk3pfJcOtd+hI8xNve7SkEN3acKdOzTu6h2y3KGL4ZrfaFRoLfUccIbG9v5GnbbW0oyyrzS8ay31yfhCxyfXkmxPPpdlv6DVXq3ktuUFXTFvpUj/F6Rk3Uqq516QVUgrFYkX9CDwJ9HTWuqS+J3KZWtp/P5vdKjtBQX0/02+zcrYo/mbtv5so+jKNtqwvo2kvm2ksKSNMle30RqtNrK+30bah/jMd7qNdsQOwqIDv2jbKBXctfPAVZ9f9B/v88ntv2iHjQrsQn+Se7YSplf/pINyytD0+EXDQpWxyvkXHVmvjLJXP2neQGXE6v6iGw7KGJrxi+IOqOBB3C9yma6CHja/KLJWGYE1Hvi6UxmlEcpYtE8Z49IUYdhHCQvjlDA4SAmuQgmqUUrw9lTF4a0q2FSpjAGh6nA3U4eZvwyMu+jj4/PucOotA7cqdfT0kkGLfA9ghwxu+qvjuosMsp3UEWohg+3z1RE5VQYlHup4zb7eVh0DJsqgbYo6jg+RgUGqOl5tkMHjU+p4ulkGf+7W0uOdL+i24XM6pfWchk15QXd+PyOPzy9IOYN96wta6PCcwvJf0N+Vz0kr9wVNTnxOdrdeUCTTIJ2v2aLnJDnDa0Q+p/qlL6jbrOc0qv4F+XO//5cX9JE551t3jHH7RnWRnWHll0U3xj6gLO3OkHn8gf7zl8XbFd0x9qksRpZ0gVCVBWk3U/L9zkgwaqYZLztjv2kz/WDeH9ZMpzlf8q2JluR0htSvmcb1lkVGaDOd1ZKFQ2gE+Xpr4PU3FfRb10zzR2pga6eftGW7Fi48VsImWy1YuQyCpL8mAjdp4hJp4mI3Jei5aGKGjhJ8mP56SlBy1MThfkpImqSJ0Z2VMGOrJtZBCTXbNRE/Uwl+SrynSFVRvkITLi7RdDhPFV+WaGLEb1X4qmrB6Kcqwn/2Q0CNKn6P7Yc5zD+W/dDaoIons/rB5a0qRjCvN6ritX0/3HmsiuGT+qG7bFeUr++HacpdMTO4H/SfKkHnmyIOz1aAk68CltcoImuaAkZmK6KLkQJ8EhSxebgChrxVRCb3aF1WxDsTBZzPV4SdUIDpZkWk6SrgwF1FnLFTQK9aRfy2V8ChO4oonqmAXe8V8WueAjQCZGGVJIu8tzLYf7ozPsXJ4nCdDB5ulUXZQxnEhMni2RMZ3N0ji0ecX8T5iAoZ6MbIwqtaBimBsggvk8EEXuPPUxks5vlhlTLI3CuLdw0yWHNMFl1a+X7tZYaNy6bgRJdJWPw+DmaDp+DuYhOEt09Gv9Um+JUxGYntExFhMQVNocZweDwZGxMmorRyMi5ET8S3VZPxaaoRkl9PxvVcI7zrPgXLBk2Ej+IU3NeZiNzJU+BZNBEtd4cioZ8/qq8MwcEFw/B1zkCUlethbOdBKFAYhICE/iiR6GDbDn2cWMdn2HpdxC7hZ1hDFb1/q2BpuQpux6qgsZ3fAUtVoFunggvrVLCmRgX3u6tC5aoKbvI9ZpUBTJe3xmJlAdXhltB6b4WAj5bI/GmF2/ctEdphhbg6S4je1lhCAhadrHF4hEA4894Qgc1crx4qkK9qDfU1AmkjrDFtu4C/mjXeBAosVLFGxDoB/d89cGnucJyf1AMnrvVE3/MqsJbtjj0Xu2Pk3e4o/qSM0c/U8FOqARUfdcTHd8NJjyIyTZ4BPckMLE6bgUfHZmDEsxm4Wj0DR5/PQDzHneRmYq/6TDx7PAN/H87A4dgn5PNhDhTWOOB33j0yfzUH+T4OsGiag+frHVD7fg42MFcOdMHSdAe0MKvOOMB6pAsUzzsgYxjzrANuz3FB+DMHJPi4IOmDA8x1mScd0Mr9Kccd0Ce6JzbsmYb7O6bBZOc0RMZOQ3DWNFhfnIYJN6bhpnQautRMA/2Yhs7sm/KnYfS1y6jIDEB5kyeuTI5F38gAnCvzxLnoAKg88ERmUABcbnsiMiYAZ2o9EcA/fTZ6wnJmAHrw2Xo4sxOfmTPnct3bk+/RAP5/PRG/MQDz/T3RujYAfr6e2Bi0C33ifKC6ygff1vigaYkPjgX54OV2Hzjn+WDFBR943fLBog8+yLjvg633fHCl9yG0vdkI/4fh/LnexJh7G3GnKByTKzZiS3E4uhVvxIYb4dj2eCMCSsJh2bARzU/DUfF2IwbWhWP4y4149zwcF79uhOubcGxV24SL38PR9d9GFH4KR13HRlh+DMfxxHzszNmCE9N9YXxyF0zObEHZGF9MSN+Cp+N8oXx8C7yG++JWxhaETfHFkdtbYL/aFw8fbYFZqi9KqrYA+3wx7ekWvE/3xZLmLWgp9YVT/RY8yPKF5+stcL7gi3NbdHDFwg1yhU5I1dGC6Rg3pFx2QtJEN7jkOSFwrBuSrzhh11w3jH/hhFNGbrj8xgnze7nh1Usn6HRxw7c6J4wZ6YZZss6YADdsH+CM0h5usPnoBItubjj5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mFOjmeeEWNYq1sNjY1lK3i226u5V/DjgxyM7wxEZ5MczIsNRtMSfJ3VdxYF0P75V8Rqq//nyk5LXYNvfj78PUuSZ9gP4zSuK/IvjAB4urtWtDgP4PXGtlhM9eV1RfOYDePsJRf7OdgCXnljKq8f94i+mlXKpSb949NRSftzoF78tGjP+F38yuZQnG/7iqkalvGr0L27mLfDAFUt4qKfABzsv4fHuAl+xcQn3dxV49vol3HuvwNudlvBnuwWuunoJv9t/IjrfjsQw1YkoOzoSpaET8OrbSAT0TIB7xUjIz56I8a/0sFZjMoali7rpc4vNhrxinz73czXksTv0uedeQ753mz6v2W3IN2/R54ddDLniZn0+eYchnxNthhafqdj70AypmIrvZIYjrlOBIDMs9pgK1aNmkM2digiYYVrBVGxLPIuz3icxMOMs+NKT0HQ/i7q4kzgdfVbcI05C5/RZNFedQNTgc8gpOoEsWTf+Wc2bF0q58Uwtb/7ynyuv0vTmD3pc+SzRx11iz6HhzZXaXXmiujcv/n0Xfw5HIq/9Lj46RuJy5F28vBsJ07y7eBAbicycu8h4FYE/rvew400E+LoGQf9LhbDapkG4N+qHsCeoQdj8r0KIW9og5NZVCCtGNAguDyuEjYMbhIDxFYJKfb2QtrxQ+HS2XnidUyR0Z9cJ8S5FwqLaOiFja5Ew62edwHcWCccW1gkLBxcKUwtkGCJrBe/dMqylrkGQ2iXNWm82CLv2SjO9Mw3ClK3SLNK5QZirIM3k+9cKvY5mCMur4oSLizKEBQnxwsv/0oUX/vHCoR/pwsiAeEGlMl1QOBQvSJ5OFxQnxAvDSo1s7q21tXlYa2QjucnW5qjoETF/qTOyCXeyten+bWQTuNLWxrTCyEZtta1NmeZroXLlQ2FD5StBUzZOyDnySjAveyhEBL0SOkSXH30lPPn4UMi1fCUcjnoo7Ij6KPwqTBImbfwodOQ9FZ4UZwqLzz4VMr9nCjdFJcszhWOhT4XnuzIF6ydJwmG7MJwIV+I5O8MQc1eJO28Jg1eMEpd0DsOvaCV+U9Q+Sonv3BQGxXtKvG9+prBcMlm4cTdT2OaYLIzyyBSGWSQLwbszheBZyUK9a6YQoZIsrJ6aKWQ6vBA2aMuzpmoJ1qQuz86/kmAL1smzOxESTHORPFsVJsFSIM/+XpdgkVPk2f3REmzSWgsaG+BFpbctyPqnFy0eZ0nmh7wofLYl6YoeX2pJXpe8KN7Akr4d86KP0RlCL/VEYcuhDMExIFF4NzND8HVOFAqmZQg5mxKFnWYZQt6cROFSR7qw6XSC0E9Dmsi/FzX9lKLvp3rRqXwpWnOiFxm/lyLNo72oRvR+cC/6+EGKVMTr3FLb2IvzzcxVro3l/m1mEd9a2dWOZrbwbSszamhmvz60srPNzUwnu5WNr2lmoyosqHSCJ6JqLWjyeU8kalhS7gZPdI20JNN1njgzxpK0F3jin4IlfSVPKDUUCybv0oR9kcWChHyGYNBaJKx9kS5slS4W0p+mCyN6FQsn4tIFvqdI2O6fJvSLeS2wQfFCisdrYVxUvOA97rXw1DdeGDXmteAhmi7mEOd4YVPVK4HXxQmTSQer/2phgoUO9jzSwkBBB7ffaIGu6KB/hhbivHUgF6sJ24TBmHVPE35/Jdgi+7/C+V8SzFj1r+BuJ8nisnqERGNJVtXZIzwbLslGruoRji2QZAdGdgv9LynwkLOyXF6tDz8XJcun5ylw88Vy/Ps+BS5TJ8uPVCrwphuy/EyjAl8TKcvb6teyF77a9FhhHVM7p002z9eyyu3atPTWWqY4QZtWS6xjhqba9G7gOrZsrjYVhrbTotNNFBLUTtuvNNGOwHb6e72Jbom5R/R0cDsZfWii+OvtlJbaROePubEtZftYwWk3dnj9SfbznBV7ve4kO6JkxdzueLO9j7azpb4+7JTcdub50od9zhmPuYOMYZsnKvYBe0RPjzRGYO54/BpmDO/f42ERbYzT5eNQfdUY1ksn04fXRvRn4mQyjjOiOqPJ9Pa2EfmOmUyGkUYkPXoybb1uRNdHTSbZy0Zk8vkJG+yVzJpqn7D5HsnsYeITNtY+mclGPGFTJySzx+VP2JsZyUy3/QnbMieZzb4Qi6GRM/mRmFh8ujaTOz2IRc2DmfxubCyGxM/kN/NjYeY0k1t9ikXYhpk8anwcdHIseO9ZcdhQYMEzzOJQ/dOCa5rHYU2NBZ+4Mw6XfCx4z5Y4dPhZ8Kv3M8kt1gQ/ojJp3HUTaJzIpIWii7wyafZDE9w7kEn3U0yw9mgmLRHzHdNEyh03HI7TE2n10OEI1k0kh5HD8V0+kXj1MGwPTiShZRiEc4k0v2MY7ikdp9Rzy5AnfZzkbi5DvKhM5DLsljtOTRHLUNL3ODm/WIZK0a8Jy7DYWZFbTerLR0Uo88TJffmXAiU+wkGRr5ARe6S4vjzmsTIvSOrDT7kr8ztf+3B1Mx0s2DsWTcN1UDNlLM7JD0GU12gMmT8Ex+dZwMhfAQ/nW+D7GgVMnGKEc26ybFmtNqmslmV/r42gnKLerElxBFnc683qJXVo4QsZtr5Vh5IOybCivoNpxVd7VvR2MdE1exZsY0djvO3Ywt12lLHajoVvt6Px9nZsibkdJZvbMbXYxZQSPpBZO4+gwLMDWfYxPfp3RYO9NNGj6V4aTMtsBDUsHchcwkeQzcKB7OhVUSGM3kitwO15YVSruAJ/54ZRTf8VGDs/jDarrMBIcVx96gpspTDKGbcCPrMM0e0pz/3NDZHlJ8+/TRF7wAB5bjnBEFaH5XmUkSGGiuP7JhvCbbc8v/8um3of88bTjGxqO+ONZFG9c94weZNNuqe90fw1m26v80H/49l0aKUPLLRuMEcexX4OusH6BESxuRHXmdyaKBYfcp0tUIli0n1vsHdDothw3RtsgWYUE17KcX9ZJb73ggKPUlDi/xYr8DeDlHn0Rnm+yV6Jm5v14Tf9+3KDPn146Lu+fP+HC9hVdREb0y/ArewiDr64APvPF6GZcgH4ehG+zy6gqvQiGhMv4LNYX+aQQKfTN0FtcQKdz9mEINHbeZtgbJdAE7M3wWheAi2+4YxnVxKo6YIz/oZVwH6ODr+i8A/Xp+hw6V0SfMgRI+7r8B1/r0zkLwdL8p3xQ3j/od2QGabHAy/NYdKTTFmf83OYS6Yp+zZ0Dhvx3pQtHTWHdSqZMrOIOWxjjwnLejmHrf5swp6dHcsWNOuxitNjWaKiPouJHsse/NFjhjFjWb8UPRZxZiyb0E+f/bw4lm0bqc8qJp5jY2qvsLLJ59i2BVfZtitn2ZnBV5lKwFn2+N4VZjn8HDN/dYX9mHaOHXh6hb2TNYV03XlkypsiV7RWVLn+PBaIyjSch15fUyztfQEezSa4LnUBFee7cVqlEcOed0NerhEBqd0w1mwEverG5uGNOKrUA9PsBlTI9GD65wY0z9RBXN0YWM/SgV/NGPSy1MHWqjE4aqWDddVjcFXMY5rHoNVcBx+6xmD675sUFXSV8j/fJC/fq1SddZNqDl6lirc3aaTXVfL9dJPeifU3X27SreCrtGTla2BIOu6vfY3lmumoX/0aQarpaBXdr56OC+L4HpV0dCx7DQ2ldMiGP4b24HhURz/GFZV4pN18jOK+8bgo+rxfPOLE8d9K8Rhx5TGYfDxMpH1gtuYIPv71Rq7dEbxt9sY3HIFrmzeanI7gfZ03xom2//bGaZsjMDx5h1ZfvUNnXe9Q7rk7tGjXHToacoek9twh96N36LbHHXoQdod0/e7Q6Gt3aETXGdh3nMU60VFtZxHffQbdLWfxS3R261m4i/Vp3WfR1nYGE/+dhdeySKx8MIMP2hSJ7sIZ3N08EhpVM7iXWSR022bwUqdInH8+gyesisSi5Bk8uno4O5qhzjJqhrOWanWW2F+XmQ0cwA4p67Kb39TZ4qLh7N/iAex6yXD2JGUAU51oSX7/CfRb1ZKefRboRn9Las4SSELRkoI/CHSljyU5fBSoQjw/rM4WaLK6E0vbuJKFN6xhDwasYb37OLLdw9cwWXlHdurkSub/bw17N1OUOzEv25VMxfg/GtFqAbnx/5FqtQV+1X+j698tMLjoG+0NtkTRxm+kc8ES9oe+kctvC0xqU+XsqTovG6/G+75V5/NGqXHJDHW+TF+Nf0xT54oj1HjRK3X+b5gal09V57q3ozHB1pdvuBiDOmtfbpEajVJNf27XGY30175cafVtvOr05jCLQXKlDx+pYM/yJW3EPtCOrfW0YbpudszI34Y99LBja9o4G/rdju0s5GxmH3u2dRNnUTuO0YfN/XBmxTGqc+yHysXH6IVdP3QtOUaDbfpBdtMxCnLohwsux0hjTT94rv3AUqpDaP7+D+LZLYSy9nxg7cUhtHDLB9ZTEEIfNnxgI/NCaOX6D0wjM4QsBX/KOSCPQ9P9ie+Ux9/J/mS8Xh5Wxv60wEkewSb+dGmLWJ/tTxf3ymNvhj0eD1mKgUn2sOm3FO9P20PodID3NXuc3rAUrevt8WLtUpCjPfRbHbDx2m4oHIzB5Bu74XIgBvNFDUW3Xd+NwWJd6upujAmJgW/YbnwOjcG/eTHUM2kRblnEkKHZIoyyjKG/5ouQbxVDD0wXYeTMGFp4eBFmecRQgNciRDregedSBT7E/Q6mi2vzcbc7OMsV+DnRraK2++7gNRPdcwd7Fyrwv+uU2TFpOea6Vpl5dcuy7xbK7JKBHFM0UWYXesuxIq7MevWSY/kjlJnjN1k2TnUYhriF4Jz6MDTvD0GK6DmPEJiJbhJ1lx6GbiEEM/oOw2rRs9sl2KPq10znci/2sucLkx7RLJzw+8IUhWZhovcXFm7ZLJSmfGEL5/0R3sq8YkOWJ6MkXIM3z0vGyosafN/CZESf1eDbRNed0eAjrJOx75QG/zM3GcIJDR43/QKlN2vgtMEFelatgUSdC1TyQwO3NS9QzC8NRMtfoM1NGihRv0AGnRpoCC0T5BOyhNi9ZUJrbZYQ6VgmfM7OEtQcyoTJb7OE1YvLhJKTWULfUWVCcOtHwVWzH1s1bij9kO/H5N7q0vm1ikyNdMljuiI7oTuUekUpsymXhtL268pM7tpQWiSXz/LmFzE1zXxmbFzE9NrymLpOETv/LY9JKxax1R15rLdaEYuRzWdFYg5JiKbOOYOQGB9NKyYPwuvr0bRyxiDEh0STVq02olRiyKtNG/e1Yyi7XRsrJ1UKjTnFwrchlcKLn8WC6vRKwaewWEgcVCl05xUL27p+CiMOFQtjVSoFubtFgsn3HNRa6nMfr1wYC/o8d38u2ubrc3LPxel5+uJ8yEUfK30evDsXt+fo89qybfjY/QRJ+dtQV/cEx9K2YX7lE/i+2YYF7U/E/XsbylufIODpNhhWPUHUizzh2/cMwfhaniBh8Eb47ZkndPd5I/RxzxPOSL8RHF3zhMs5GcLzOXmCv06G0BETiL5mhbC7GYjUcYXouRwIX/1CSF8NRNLYQoy6FIhDYwqRdz4Qy0YUYutKW1oSZUen5tvSxst25GllS6/P2tF2S1vafMqO5MVsFWZH7ta2tPW8HR2LeIjYNZP4jBcPoWY+iYf/eIjUhZP4wJ8P4eswiY9XjcPCQZP4JKU4lA+ZxEM7VhCVr6eHTStIoXA9Xf29glIK1pNByQpa/nU9pZatoOBv66nl5wq6VL2e3Ph43AufAOMp4zEnegKq68bi9aQJ2P13LIp6pmCb6xgkt03B3v1jMHb4BKRN1sKL7Zp4Y6QF3/WaqFTSQsIcTbhLaGGDvSac/mqKv1lN/FPUwioPTWzYmMF6nX7P/E9ksLW73jOrLRlMe9F7tscugw2c/p5N8MxgtrPes0fiePcMMX8+J6itT2QmheeEfLdEpvfnrPDC/zlb0HBWCJ37nFl4nxWaTr1g2tvOCvfFPgPSpmQu95led5rQf90FlNtjQnPrC2h9iQm1anymyRUm5Kf9me7VmtBlvc9UYONLlgvusakTfUnd5h6rG+5LueweqxnoS7fm3WPlmr6kZXmPXdT2pXSTe+zgKgdaKl9Hvec40KXuWpox3YG6/tSSuZ4DnZGoI/9JDnRVqo5uWzjQWcU6UvjdJPi1qdLH3CYh4Ksaya+qF/rkq5E9qxc+yqlR5eImQaVHlV6daBL8R6qRutIj2hfTG7f6PKJ593tDs/cj2vWwNx7+jSfr2N6oEp0Z3Ru5Yj31Um/8UbqBpINJ2KV8A/IHknBQlDySUCfWJcRsKFoTmAR7+RsYEpyEluJvzMWmh9ozv7HSWz20Yt839uNZDw1e/Y1tT+yhqSu+sZgLPVS87hsrHNVDriOfMPPjwWSl84SZBgXTV5UnLMA3mP7JP2HRB4PJRe4Jm7s/mCRFT+wKpoQ3rlDS9cCUp65IUvPAp+uuaJTxQOUtV5TO8MCFUFdUTfPA8mBXtMh5oE+qNb0dXk4VD6zp74Byso21piq5cjp00prWjyqn/pesSRhXLvZY1hQ0vZzU1+vT9s0pdHGbPn1emkIpm/Tp5LIU+uiuT/FmKRTrqU+TTFJoXIA+hbEUmlRgjX+yC3A73RoT2q3R/6Q1rhdZw+imqN8C/DfLGrq+C9BgbI3H76xhu8SZXO4Est/7N1FyeSCbMn8T8bJApj96Ey0qCWTLjDfRezEnzN5E44sDmc0yQ7ypN+dSDmLf0mbOPQRDTOoy56lzDbGuw5xbibo1mHO9hYbY/9WcL1ceBGs34p19B6G/L/FZvQbBMYDE84M2mLglR3Row8qD+Pq/2lizgbi0qg+tPe9GRf19KDnEjTRUfKjB343qNXzIx8WNYob4kOc2N6KRPjTHy422NlynsZc72dv318nmeCe7+vY6SQZ0sgUZ18n0UCd7nH6dph7sZB2vr1O2RyfzfNBEqvslURTURA8vSaKjq5Hk6iRh+a+RDtdL4tzAJjJulcRIhT8kYy6J23c+UbXQSHuef6Lr8xvpyutPdGpeI/1K/0RFrJGWi65c0kirU8Tr7BvJX6eNnBol0PtPK10ZIAntOa2kcVASfvNbiTwkMXpNK5UGSiL3YpvYx0mgZY8EdP1lULVWfM1lGaxK+EdB6+VwUqYX2kfIoY9aLySkyuG1VG+s7CUFmxsd9KayN+r3ddAQdSkMcWyntkQpCHvbyea+FJyD2+l0rhS0N3fScuveyBjbTRsMZOAl002/uAxk6zqpqkUGvzo7Ke2nDAZodVGprCwmWfTQf47S0K6WQWqMEhRrZVB+WhHFS2TQYqwIfS0ZaEkqot8xGfR92RcDQvqg84M8NBcFkYF/EDauDKI3/YOgeSiYXCUCUXrkCJ3pCMClJcEUODAAtxaGEL4fRltrFhYqbaCvt7PQErOJOoQPWNt7C+lsz0TF+83U6PcBptu2UrfxRzyN2EJqQZ+QFWRDWm6fUO9sQ9vL30NF0Z42NXzAU2U7crv7AYetl1LGtM/onizQ8mvZOP90BXXuysajI6toRNs7LJ61liICPyDqnBN5Bb/HuDPrSVv7E1L7OFKZ5mtUZNtQXt/XuLBkEY2+l4pJk2xp5L9U3B8g7kFpqfixypY+fX2Fzt829HlWKSbK7yXD9BKY9nMjtvOLOJf20g+pL5D/upeetZQgn/bS26oSjBnlTuUjVZHfWxUzbqmAnNSwwlkFmKWGof4q2MjUED9LBYOd1ZAX1R+nNNWhsXMgloSrQva6BmoV1VFXpQFJBzWMeKWBmt1quCjWM5aoYdV4Ddw7rw6d+hE4MEsTzleHY6m+Dm7P14OPjxZ+J+vi6j0thKTrYp2Y/67UxaXT2igNPkzC9mqsuuRHzxd2ob+DD/n3a4LlM19aYN8ElxRfmjGrCTbjfOnwmD9ok+0Paa/+uHa7HxSrVDDcWxmPvVSR3KKM7D2qcN2nDIVfqvg6WRm9Hqni4Jsw2rKgDpOsz1BoSz1+5YTRl1n12DrkDA3fWo+IgWdo1+56TA0Loyb1BqxzPkYndtWgNDyUJoU0oVQxlOY/qMNFz1CaW1qHhIOhZJFXh321IWRyuh7d50KhM+AdVVUrIG/wTFiEpaHXzFaaWuqA1LBW+v3bATlLW8l6lwPcG9pI8cY+Oj7sC4qf7yb/lm9QqdpLO8eXwaV2Dy1xLMPymj30a0wZmpJ209GDX5FjAMSkWcC9nPB7tQXeehO+WFli128G/02WODGeIW2mFd7aMjwcICo5B7ZXp6GpdjZiDk/DlurZ2Bw9DbVnZ2P1x2nYsGg2qlSm4+i42djuOB2Z0Vq8o7qIzMo0+QqPIhqcPpAPU/pCnT4aXO5PCY0zHcAXSZbRpvwBPB9l9LlBnbeGfKBL8Wp8zMVM8h7Rn1/al0OxzsrciuXQjYd9eUVCAa3ZpMg75xYQM2EIvs+hdE+AcgZwKmYh/vxngyknF6BGchGWD7OGUGSLDzHWkF1gi1XNw7lQVU1ekcO5v10N2T0azjdNqqGyfcP5pAk1VOs8nN9prKaOJ8N5flE16VjEwXW2HA4euY/npWow/XoY4+cbY+TpI7gUZAz7UEdMPOoAuYNXMcpHG54LG6lZyYC7yTZSjr4B76PdSDKHDPiZPo20ydOAL1BopOCXBhwbGyl5owF/FmmD56dW4q6eDS7+XIHKCuDhi1V4tADIXuSITkmGw0Zr0I8I+56vwuZbChj/cTJnvgp4WD6Zj/NUQKXZFB53UAHm86bw2L0KmH16Cq9MFLPOFG7hoYKhTib8sb0Kfu4w4dlcBa4fTDi3U8GFWhN+eraKOJ9Mue8RFRx9bcK1ncUzVNww/njQZ5pjMYyrnf5MQ04N56NnfSa1gOFcMfAznQvS5X67PpPmCl0+aoIE+s8w4hpK4rq+yIgPUJbAuHtG/G8fCYQ8NuJbpSSQ2WsCn20mAenTRnyZsjksz8zHg99m+CXMh9H//89z/Xx0e5jhxwBrHBliBjVxL38ma4aqHGtUXrHnUiunY4C9PX+xezpGmNnzNUnT8ZHb8Q/202HiZMczzk1H03M7vtlsOlaUruHj3s+E3+k1fPOXmXjnuoa3DJmFaWvX8H5vZmGEzRqeID0bfe6t4Ubxs3B81D7uON8RkU17eSRzxL+Svfz5EUe8U9zHP553xFSJffzUV0ccstzHA286YsQhJ/7wuR0uWzrxjAw7XB3rxLf3t8fAG068z0N7pBx34lPb7ZH7WczR9kjX38nHzbeHR90O/g/2ePB5B5c8ZY+bRjt5Xrm9uOft5EF6DkjZspMf+s8eDQtHIn4/8ZFDRyJUPDeUq4zE7+/E76qNhH8K8bh2fdwdAN4ybySuRxA316jD9zuVsG2pheP9Skz9WYsLFZX486kWGz5VYktwLcaPr8Lj87Woa66E1OTvyO9VBgO57zjXuwzHW8oRaFoGe4XvuDW6DAXd5fi3owwbJnyHl0kZqpQqkKn+E2rV3zF04E9kFn3HQ/yEdf537NP/CcWn37HB5yfsKr4jx+anuK73gPx+w/x4D/JDfuOLTw9+vPyN0LU9qHf4DffcHoxa/hvM4C+Wbf6NX+lpmBMg7nGhaTA8+R5n96XBr+Q9LnxNQ27wB6S9EsezPiBIIR2VBz9gh1MClv+KxRi9BBz8Fwt5lQRkL3yIYPYEYzNikaHxROxFHuLThif4eC8WlyR6sNpSiv/o6MY/QYo71HRj5y4pnpvUjbmQ4n8zu1F5WIoP+NYNvlmK6+2X5EcfNqN8qySXetmMv2sl+X9tzei0keT/MlvgPUeS5wxoQcY8SX79aTOupnXC3lmCpz3sxDIXCb7zWidWn5DgS/Z3wuKuBN9zoBOZ8RJ8TlAnxon1UFkpHr9Kjl8fLsXHbJPjH5Wk+JfHcjy9oDcftl+O/2zszRe5yPEzf3vzvk5yPGGVL//Z7xSs1vjyf1qnMNnBlx9lp+Bh4st9pE9h33xfDqtTuL/Il88efQqxfwN4xtuT2CIbyAPzT+JPZwBXF19/My+AK6adxOOKAG5ZfhJvGgJ4XuZJOO/z5d19/HB8ky8nFT98XO3Ls8f5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</DataArray> </Polys> </Piece> diff --git a/examples/postprocess_cascade_case.ipynb b/examples/postprocess_cascade_case.ipynb index 3a875abbb1586ebac54ce3f855d3c8c9234df1dd..f2209ca254f6bdfe180bddd0fb73cb06800803ea 100644 --- a/examples/postprocess_cascade_case.ipynb +++ b/examples/postprocess_cascade_case.ipynb @@ -44,8 +44,17 @@ }, { "cell_type": "code", - "execution_count": 15, - "outputs": [], + "execution_count": 2, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/many/miniconda3/envs/NTRfC/lib/python3.10/site-packages/pyvista/core/filters/poly_data.py:2772: PyvistaFutureWarning: The default value of the ``capping`` keyword argument will change in a future version to ``True`` to match the behavior of VTK. We recommend passing the keyword explicitly to prevent future surprises.\n", + " warnings.warn(\n" + ] + } + ], "source": [ "\n", "case.set_active_blade_slice()\n", @@ -60,16 +69,23 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 3, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/many/miniconda3/envs/NTRfC/lib/python3.10/site-packages/pyvista/core/pointset.py:326: PyvistaDeprecationWarning: You did not specify a value for `inplace` and the default value will be changing to `False` in future versions for point-based meshes (e.g., `PolyData`). Please make sure you are not assuming this to be an inplace operation.\n", + " warnings.warn(DEFAULT_INPLACE_WARNING, PyvistaDeprecationWarning)\n" + ] + }, { "data": { - "text/plain": "PolyData (0x7fdf79fdb340)\n N Cells:\t102\n N Points:\t102\n X Bounds:\t3.397e-04, 7.939e-02\n Y Bounds:\t-4.719e-02, 6.387e-03\n Z Bounds:\t1.000e-02, 1.000e-02\n N Arrays:\t9", - "text/html": "<table><tr><th>Header</th><th>Data Arrays</th></tr><tr><td>\n<table>\n<tr><th>PolyData</th><th>Information</th></tr>\n<tr><td>N Cells</td><td>102</td></tr>\n<tr><td>N Points</td><td>102</td></tr>\n<tr><td>X Bounds</td><td>3.397e-04, 7.939e-02</td></tr>\n<tr><td>Y Bounds</td><td>-4.719e-02, 6.387e-03</td></tr>\n<tr><td>Z Bounds</td><td>1.000e-02, 1.000e-02</td></tr>\n<tr><td>N Arrays</td><td>9</td></tr>\n</table>\n\n</td><td>\n<table>\n<tr><th>Name</th><th>Field</th><th>Type</th><th>N Comp</th><th>Min</th><th>Max</th></tr>\n<tr><td>U</td><td>Points</td><td>float32</td><td>3</td><td>0.000e+00</td><td>0.000e+00</td></tr>\n<tr><td>Co</td><td>Points</td><td>float32</td><td>1</td><td>1.395e-04</td><td>1.332e-02</td></tr>\n<tr><td>T</td><td>Points</td><td>float32</td><td>1</td><td>2.591e+02</td><td>2.918e+02</td></tr>\n<tr><td>alphat</td><td>Points</td><td>float32</td><td>1</td><td>2.356e-07</td><td>1.334e-06</td></tr>\n<tr><td>epsilon</td><td>Points</td><td>float32</td><td>1</td><td>9.845e+07</td><td>4.142e+10</td></tr>\n<tr><td>k</td><td>Points</td><td>float32</td><td>1</td><td>5.138e+01</td><td>2.863e+03</td></tr>\n<tr><td>nut</td><td>Points</td><td>float32</td><td>1</td><td>0.000e+00</td><td>0.000e+00</td></tr>\n<tr><td>p</td><td>Points</td><td>float32</td><td>1</td><td>4.711e+03</td><td>8.662e+03</td></tr>\n<tr><td><b>rho</b></td><td>Points</td><td>float32</td><td>1</td><td>6.169e-02</td><td>1.036e-01</td></tr>\n</table>\n\n</td></tr> </table>" + "text/plain": "<Figure size 640x480 with 1 Axes>", + "image/png": 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\n" }, - "execution_count": 16, "metadata": {}, - "output_type": "execute_result" + "output_type": "display_data" } ], "source": [ diff --git a/ntrfc/cascade_case/solution/case_modules/postprocessing.py b/ntrfc/cascade_case/solution/case_modules/postprocessing.py index 5cf272853c6a4cc8d602c6b4adc92fa79b79f186..fc33f669b14ad8f1529271dfdef525f0a61747e4 100644 --- a/ntrfc/cascade_case/solution/case_modules/postprocessing.py +++ b/ntrfc/cascade_case/solution/case_modules/postprocessing.py @@ -1,9 +1,11 @@ import numpy as np +import pyvista as pv +from matplotlib import pyplot as plt from ntrfc.geometry.plane import massflowave_plane -from ntrfc.math.vectorcalc import vecAngle +from ntrfc.math.vectorcalc import vecAngle, vecAbs from ntrfc.turbo.integrals import avdr - +from ntrfc.turbo.bladeloading import calc_inflow_cp class PostProcessing: def compute_avdr(self): @@ -20,6 +22,62 @@ class PostProcessing: self.avdr = avdr(rho_1, mag_u_1, beta_1, rho_2, mag_u_2, beta_2) def blade_loading(self): - bounds = self.blade.bounds - center = bounds[5]-bounds[4] - bladeslice = self.blade.slice(normal=(0,0,1),origin=(0,0,center)) + sspoints = self.domainparams.sspoly.points + pspoints = self.domainparams.pspoly.points + + inlet = self.inlet + inlet["u"] = inlet["U"][::,0] + inlet["v"] = inlet["U"][::, 1] + inlet["w"] = inlet["U"][::, 1] + p1 = massflowave_plane(inlet, valname="p", rhoname="rho", velocityname="U") + rho = massflowave_plane(inlet, valname="rho", rhoname="rho", velocityname="U") + u = massflowave_plane(inlet, valname="u", rhoname="rho", velocityname="U") + v = massflowave_plane(inlet, valname="v", rhoname="rho", velocityname="U") + w = massflowave_plane(inlet, valname="w", rhoname="rho", velocityname="U") + U = vecAbs([u,v,w]) + pt1 = p1 + 1/2*rho*U**2 + + bladepoly = self.domainparams.profile_points + + ssmeshpointids = [bladepoly.find_closest_point(pt) for pt in sspoints] + psmeshpointids = [bladepoly.find_closest_point(pt) for pt in pspoints] + + ssmeshpoints = bladepoly.extract_points(ssmeshpointids) + psmeshpoints = bladepoly.extract_points(psmeshpointids) + + ind_le = self.domainparams.leading_edge_index + ind_te = self.domainparams.trailing_edge_index + ssmeshpoints.points -=bladepoly.points[ind_le] + psmeshpoints.points -=bladepoly.points[ind_le] + bladepoly.points -=bladepoly.points[ind_le] + camber_length = vecAbs(bladepoly.points[ind_le] - bladepoly.points[ind_te]) + + camber_angle = self.domainparams.stagger_angle + + ssmeshpoints.rotate_z(camber_angle) + psmeshpoints.rotate_z(camber_angle) + + ps_xc = np.zeros(psmeshpoints.number_of_points) + ps_cp = np.zeros(psmeshpoints.number_of_points) + + for idx, pts1 in enumerate(psmeshpoints.points): + ps_xc[idx] = pts1[0] / camber_length + ps_cp[idx] = calc_inflow_cp(psmeshpoints.point_data["p"][idx], pt1, p1) + + ss_xc = np.zeros(ssmeshpoints.number_of_points) + ss_cp = np.zeros(ssmeshpoints.number_of_points) + + for idx, pts1 in enumerate(ssmeshpoints.points): + ss_xc[idx] = pts1[0] / camber_length + ss_cp[idx] = calc_inflow_cp(ssmeshpoints.point_data["p"][idx], pt1, p1) + + plt.figure() + plt.title("blade loading") + plt.scatter(ss_xc, ss_cp, label="suction side") + plt.scatter(ps_xc, ps_cp, label="pressure side") + plt.xlabel("$x/c_{ax}$") + plt.ylabel("$c_{p}$") + plt.grid() + plt.legend() + plt.show() + diff --git a/ntrfc/turbo/bladeloading.py b/ntrfc/turbo/bladeloading.py index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..42c46fcc70b04d6b0d583153fe2a55648128b255 100644 --- a/ntrfc/turbo/bladeloading.py +++ b/ntrfc/turbo/bladeloading.py @@ -0,0 +1,9 @@ +def calc_inflow_cp(px, pt1, p1): + """ + :param px: pressure at position + :param pt1: total pressure inlet + :param p1: pressure inlet + :return: lift coefficient + """ + cp = (px - pt1) / (p1 - pt1) + return cp diff --git a/ntrfc/turbo/pointcloud_methods.py b/ntrfc/turbo/pointcloud_methods.py index edd089171698a73b2053b46be6018b8d27a444ac..857cb8452f77ff9e80c055b4a68615ed49e9736e 100644 --- a/ntrfc/turbo/pointcloud_methods.py +++ b/ntrfc/turbo/pointcloud_methods.py @@ -107,7 +107,7 @@ def extract_geo_paras(polyblade, alpha, verbose=False): if sortedPoly.number_of_points == len(polyblade[arr]): sortedPoly[arr] = polyblade.point_data[arr][index_sort] - ind_hk, ind_vk = extract_vk_hk(sortedPoly) + ind_vk, ind_hk = extract_vk_hk(sortedPoly) psPoly, ssPoly = extractSidePolys(ind_hk, ind_vk, sortedPoly) midsPoly = midline_from_sides(psPoly, ssPoly) diff --git a/tests/geometry/test_ntrfc_geometry.py b/tests/geometry/test_ntrfc_geometry.py index 3f2033706783f6efd8d254b25915d8ca86972248..6a1e95dfe12eb9f581ee49f5424e8e5735d9aa47 100644 --- a/tests/geometry/test_ntrfc_geometry.py +++ b/tests/geometry/test_ntrfc_geometry.py @@ -25,7 +25,7 @@ def test_extract_vk_hk(verbose=False): points = np.stack((X[:], Y[:], np.zeros(len(X)))).T profile_points = pv.PolyData(points) sorted_poly = pv.PolyData(profile_points) - ind_hk, ind_vk = extract_vk_hk(sorted_poly, verbose=verbose) + ind_vk, ind_hk = extract_vk_hk(sorted_poly, verbose=verbose) if verbose: p = pv.Plotter() @@ -34,8 +34,8 @@ def test_extract_vk_hk(verbose=False): p.add_mesh(sorted_poly) p.show() - assert ind_hk == ind_1, "wrong hk-index chosen" - assert ind_vk == ind_2, "wrong vk-index chosen" + assert ind_hk == ind_2, "wrong hk-index chosen" + assert ind_vk == ind_1, "wrong vk-index chosen" def test_midline_from_sides(verbose=False): diff --git a/tests/turbo/test_ntrfc_bladeloading.py b/tests/turbo/test_ntrfc_bladeloading.py index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..cb9678ca01b1a4545bb48e83e044ee79dbd22b1c 100644 --- a/tests/turbo/test_ntrfc_bladeloading.py +++ b/tests/turbo/test_ntrfc_bladeloading.py @@ -0,0 +1,23 @@ +from ntrfc.turbo.bladeloading import calc_inflow_cp + +def test_calc_inflow_cp(): + # Test case with positive pressure difference + px = 101325 # Pa + pt1 = 110000 # Pa + p1 = 100000 # Pa + expected_cp = 0.8675 + assert calc_inflow_cp(px, pt1, p1) == expected_cp + + # Test case with negative pressure difference + px = 90000 # Pa + pt1 = 110000 # Pa + p1 = 100000 # Pa + expected_cp = 2 + assert calc_inflow_cp(px, pt1, p1) == expected_cp + + # Test case with zero pressure difference + px = 100000 # Pa + pt1 = 100000 # Pa + p1 = 110000 # Pa + expected_cp = 0 + assert calc_inflow_cp(px, pt1, p1) == expected_cp