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Viewing changes to tests/darcy_impes_p1_2phase_quadraticrelperm_velBCinlet_strongpressoutlet_withgravity_updip/reference_solution/darcy_impes_p1_2phase_quadraticrelperm_velBCinlet_strongpressoutlet_withgravity_updip_modrelpermupwind_satfesweby_2d_B_1.vtu

  • Committer: Brendan Tollit
  • Date: 2012-07-24 11:24:05 UTC
  • Revision ID: brendan.tollit05@imperial.ac.uk-20120724112405-fp4yicflsgtd2rt0
Correct some test case regression answers, mainly for 3d as some have changed slightly.

Add a consistent subcycling test case to stress this code path, although I still wouldnt 
recommend using it.

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tests/darcy_impes_p1_2phase_quadraticrelperm_velBCinlet_strongpressoutlet_withgravity_updip/reference_solution/darcy_impes_p1_2phase_quadraticrelperm_velBCinlet_strongpressoutlet_withgravity_updip_modrelpermupwind_satfesweby_2d_B_1.vtu
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c06dz2sRcXWcvu3OdANlZ8dlfm8qTLUdHdffmf79aridI3NzNzO3q5WjMqeB9TZeM8d1dVsT9kobO7ZsPzdl0WYDR30NjXtys3Ucn3S5hMlcUnfU+PEoYS63siPfek1uxT4ZR8lm14D77MKO1j+TLn1mY3bUvaGcntzu5yjOLStqstvH0bBpfbTCCy9HR4Evk1bxeTou3FOdoa3v7nj/SsL5Z56ujjVVWkX88c6O5yXv3Tmc5+go2bhX8sdHO8c7X2bVh/2ycozOmnOP4aOZY9+jU2ukjho5Xp848z2roIFjVI7E6e5+bcfwAxnmN36pOa5ZuZwnKkXJcedtZqPXM6QdF7QFnhFKF3JUnWHzYF86k+PH7efCIzQQ4Rf9/dnLhh4/x67KvR+d9/s4urj9WWb52svxTY5CxjsBT8fC6rehxwyA7py1MV3Q29Vx3e0jZ/kTnB1n/3/h9S7f0XH3eju38K92jvwB93fc+mflmL7NNGrNFzPHaWkifp2bjRzt508u3xRs4Bgfnbha6Z+2Y+RHjZ2ZIeqOa6qsPENWKTn+epb98ON/accy1u0fr60Scnx8f8uyb6uYHAHCmNUlAQAAAACAAAD4AQAA3AEAAA==eJxbUsLst+vHPnvvC4+5/t96Yx+S4nj2/Po99padD2KjIt7Yxy/nST/idsh+74UeP9aJR+zde90PXZ1zzL4tXyPNoPWEffyd5e/XhJ+yZxJxYWmRO2O/7JiSz6snZ+2fWFz/PvXAeftnV4/+Nma6aD9piY0Ap9Rl+9VmytOknz6wl+Q6dVpm4xt7tqaPp8+ceWN/pmjPGRDduOUcmH7W9gBMG3rfBtOlJ/eCacWoS2C6xbPd9OqeA/Z6cxLlnW4espeXVE2JvH7EfvrN2pDdB47Zf/Sex2I584R98Le0RtHUU/ZX7uUfl9c6Y28T6Wkw/eNZe2dDlq3Ol87bO0R83iYlfNHe6sjRRzb+l+33n2S9Yf/yof3Z4lgVlgNv7LUELoPtOxL8CEwnPtwJpj/zbADTmoZvwHTavINgWmjFS2Pu03vttWwSvmt0vbH3uh+nvCDpoP2R4h/3lCcctj+8Q8PMcOpR+xkfDar4647b24Qpy+0OOmlf6pk+10nqtP2Btx8De++csTfLFZ/ze8k5+z/Ojr6tXhfsMz+7b/i/+KL9nOW/t9xXu2p/a8kFVrOZL+0D+qL5dwLtXXztNNh+NT9I+LQqHwPTZfZHwXS+3GMwfdn9JJgGACnlEh8=AQAAAACAAAD4AQAAsgEAAA==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AQAAAACAAAD4AQAA/AEAAA==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AQAAAACAAAD4AQAA3AEAAA==eJxjUFBruus524EBDozNgywaEfwD813nTAXKawRfP5IzB0h7zqu+MteBoaInct3N+Q4MPM9dld0XOjB4VPFGsC52YPizx0LVfKkDQ0blh1MflzswWPF/zo1e7cAgUXg07cp6B4YW1x2vJDYDxUNvXJ65xIFBaWHqysMLHBg6/j68/XuWA4NK1VNdn6lAe/7vlvac4MBgYfjt7aR2B4Ypik4Vi+ocGCJMDq/WzHNguNC6kz8B6M4N08JmXgfSARrPfGY1OTA0fI7fu6EZSH+YoafZCvRHVXG2BFB/gLj1slmdQP5WDbOrPQ4MJhfXdjYCzTc5diXbc7IDA4vLoWkp0x0YbF74rHOe58AwwX2l8OkqoDsS9y+YXQy070nUQqccoH6Fx+a3k4HmHdq3YnOUA4PBmwv7EgIcGB50qLmJ2gPtlVg0t60IKTw3eTw3BfIV9pdO4SoEis98uH13LlCd9cGrPOlAvnOBo000kH7hZmcrA6R3dHzdEe/AsID3ZdwhoL4ATo57Dg1A8c3Gnus6HBie/PzU7zXRgWGPXIV3HTCcUhao7JGe4sBQ0KZ65FG/A8OXQNmmK0B1c/x2NR0BhodEinryS6A/PA4qhcQC7S/p89NiS3QAAP/hu0o=AQAAAACAAAD4AQAAEwAAAA==eJxbNBMETtovGqVHFA0AYc0lKQ==AQAAAACAAAD4AQAA/gEAAA==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AQAAAACAAAD4AQAAEQAAAA==eJxjYAADB4ZRekTRAFSZD8E=AQAAAACAAAD4AQAA/wEAAA==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AQAAAACAAAD4AQAAAwIAAA==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AQAAAACAAAD4AQAAAwIAAA==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AQAAAACAAAD4AQAAfQAAAA==eJw7ewYE3tjPmgkCO+3PovGTm5MuH9V+Y/9K8cHy9VNf2yf+Y9M9yfHa/kRKx5sZza/sjZhf9j9geWXP+K/t0oTul/bTuHS27RB7ae/bN/lS09IX9l7PWsrUzV/Yr0q/yvTy1HP7Z37vU7kSnsPNJ5cerO4aKuEHAHOrGJw=AQAAAACAAAD4AQAAhAEAAA==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AQAAAACAAADoBQAANgQAAA==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AQAAAACAAADoBQAAKQQAAA==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AQAAAACAAACAAgAAFwAAAA==eJzTdZZ5/chMyl53lB6lB4AGACld6IE=AQAAAACAAACAAgAAFAAAAA==eJxjYACBB/YMo/QoPQA0AF3xWbE=AQAAAACAAACAAgAAFwAAAA==eJzbvff6zfs1t213j9Kj9ADQACu+wIA=AQAAAACAAACAAgAAFwAAAA==eJzTdZZ5/chMyl53lB6lB4AGACld6IE=AQAAAACAAACABwAAIQAAAA==eJxjYACBD/sZsIJR8VHxUfFR8VHxUfFRcVqIAwAltIaxAQAAAACAAADoBQAA1wAAAA==eJx9kcEJg0AURO0pBaSb9JR0YAl7zklIQBACCzmsKKK4LCkhqIjsH55zc/Yzb2SK4ky/6+mzvO/fh/+4LyolZ/Od+JdVT7ivoE8NOY34t1UfyPfiv1+LvsANkNNCnw7ye+g5AHcE7gTcGbgRuAnyS9jXiZ/vaO8r8TfVkNOIn+9o8734+Y6WGyCnhT4d5PfQcwDuCNwJuDNwI3ATcO1/79rvgulTgu/Ez3e395X4m2rIacTPd7f5Xvx8d8sNkNNCnw7ye+g5AHcE7gTcGbgRuEn8P7ErAfU=AQAAAACAAACABwAAHQEAAA==eJxdjcdWQgEQxZ69omADFRtip/f+/5/lwpuFmU1OsrhTFH+3G7aK/4d/i/SqOr6t3b2wrY63RHpNHecPu/thRx1vi/RbdZw/7B6EXXW8I9Lv1HH+sHsY9tTxrki/V8f5w+5R2FfHeyK9ro7zh93jcKCO90X6gzrOH3ZPwqE6PhDpj+o4f9g9DUfq+FCkP6nj/GG3FI7V8ZFIf1bH+cPuWThRx8ci/UUd5w+75+FUHZ+I9IY6zh92y+FMHZ+K9Fd1nD/sVsK5Oj4T6U11nD/sXoQLdXwu0t/Ucf6wexku1fGFSH9Xx/nD7lW4UseXIv1DHecPu9fhWh1fifRPdZw/7N6EG3V8LdK/1HH+sLsV/qjjG5G+o47z5xcf0CKoAQAAAACAAACAAgAArQAAAA==eJwtxdFmAgAAAMCIiIiIGGPEiBFjjBFjjIgRETHGGGOMiDFGjDHGGCNGxIgRETEiImKMGDEiIqJP6KG7lwsGNkIOO+KoY4474S1ve8dJ7zrlPae97wMf+sgZH/vEp8465zPnXXDRJZ/7wpe+8rVvfOuyK77zvR9c9aOf/OwXv/rN7675w3U3/Ommv9xy2x13/e2e+x546JF//Oux/zzxv6eeee6Fl155DXLgJfk=AQAAAACAAABQAAAADAAAAA==eJxjZaUuAAA/mAGR
 
54
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AQAAAACAAAD4AQAAggEAAA==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AQAAAACAAAD4AQAAhAAAAA==eJxjYACBbzYMyMCBzRaFz3AAKv8HSn+G0A0wfW+g/I8Q2oERqv+JDYr+hq8QeoMOVP4Iqr0YYIENfv41VPcw3ILS76H0Uyi9AUq/g9JnoPRzKP0YSj+A0j/R9KPbSwg8w+Hu71D6Ag75O1D6C5R+aYNqHpQ+wA0NvxsEwgc3AABLYi7PAQAAAACAAAD4AQAA/gEAAA==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eJxjYAABPzsGFFCIxveC8t2gtCOUtoLSOjD1UNoASrtCaIcACN0QCqWjofJOUNoaKm4M5WtDaRUoLQ2lBaH0H1swtaAAwj8ApRdA3b2gCEInlEDVl0HpCgj9oApCb6iB0AH1ELqjAaofKn4Aak5BHoQ2yIC6MwlqThSEnhAItQ8WLhpo4acA5QugyZughRdM3ghKO0BpWPyEQel4qPug9jOEQ2iFIKi4N9SdLlDaBtXcBkU7AN0ML2g=AQAAAACAAAD4AQAAEwAAAA==eJxbNBMETtovGqVHFA0AYc0lKQ==AQAAAACAAAD4AQAAAAIAAA==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AQAAAACAAAD4AQAAfwEAAA==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AQAAAACAAAD4AQAAhAEAAA==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AQAAAACAAAD4AQAAEQAAAA==eJxjYAADB4ZRekTRAFSZD8E=AQAAAACAAAD4AQAAAwIAAA==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AQAAAACAAAD4AQAA8wEAAA==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AQAAAACAAAD4AQAA7wEAAA==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eJw7ewYE3tjPmgkCO+3PovGTm5MuH9V+Y/9K8cHy9VNf2yf+Y9M9yfHa/kRKx5sZza/sjZhf9j9geWXP+K/t0oTul/bTuHS27RB7ae/bN/lS09IX9l7PWsrUzV/Yr0q/yvTy1HP7Z37vU7kSnsPNJ5cerO4aKuEHAHOrGJw=AQAAAACAAAD4AQAAeQEAAA==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AQAAAACAAADoBQAANgQAAA==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AQAAAACAAADoBQAAKAQAAA==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AQAAAACAAADoBQAALQQAAA==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AQAAAACAAADoBQAARAQAAA==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eJzTdZZ5/chMyl53lB6lB4AGACld6IE=AQAAAACAAACAAgAAFAAAAA==eJxjYACBB/YMo/QoPQA0AF3xWbE=AQAAAACAAACAAgAAFwAAAA==eJzbvff6zfs1t213j9Kj9ADQACu+wIA=AQAAAACAAACAAgAAFwAAAA==eJzTdZZ5/chMyl53lB6lB4AGACld6IE=AQAAAACAAACABwAAIQAAAA==eJxjYACBD/sZsIJR8VHxUfFR8VHxUfFRcVqIAwAltIaxAQAAAACAAADoBQAA1wAAAA==eJx9kcEJg0AURO0pBaSb9JR0YAl7zklIQBACCzmsKKK4LCkhqIjsH55zc/Yzb2SK4ky/6+mzvO/fh/+4LyolZ/Od+JdVT7ivoE8NOY34t1UfyPfiv1+LvsANkNNCnw7ye+g5AHcE7gTcGbgRuAnyS9jXiZ/vaO8r8TfVkNOIn+9o8734+Y6WGyCnhT4d5PfQcwDuCNwJuDNwI3ATcO1/79rvgulTgu/Ez3e395X4m2rIacTPd7f5Xvx8d8sNkNNCnw7ye+g5AHcE7gTcGbgRuEn8P7ErAfU=AQAAAACAAACABwAAHQEAAA==eJxdjcdWQgEQxZ69omADFRtip/f+/5/lwpuFmU1OsrhTFH+3G7aK/4d/i/SqOr6t3b2wrY63RHpNHecPu/thRx1vi/RbdZw/7B6EXXW8I9Lv1HH+sHsY9tTxrki/V8f5w+5R2FfHeyK9ro7zh93jcKCO90X6gzrOH3ZPwqE6PhDpj+o4f9g9DUfq+FCkP6nj/GG3FI7V8ZFIf1bH+cPuWThRx8ci/UUd5w+75+FUHZ+I9IY6zh92y+FMHZ+K9Fd1nD/sVsK5Oj4T6U11nD/sXoQLdXwu0t/Ucf6wexku1fGFSH9Xx/nD7lW4UseXIv1DHecPu9fhWh1fifRPdZw/7N6EG3V8LdK/1HH+sLsV/qjjG5G+o47z5xcf0CKoAQAAAACAAACAAgAArQAAAA==eJwtxdFmAgAAAMCIiIiIGGPEiBFjjBFjjIgRETHGGGOMiDFGjDHGGCNGxIgRETEiImKMGDEiIqJP6KG7lwsGNkIOO+KoY4474S1ve8dJ7zrlPae97wMf+sgZH/vEp8465zPnXXDRJZ/7wpe+8rVvfOuyK77zvR9c9aOf/OwXv/rN7675w3U3/Ommv9xy2x13/e2e+x546JF//Oux/zzxv6eeee6Fl155DXLgJfk=AQAAAACAAABQAAAADAAAAA==eJxjZaUuAAA/mAGR
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