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| Package esys :: Package finley :: Module finleybench :: Class AnisotropicSystem |
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object --+
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BenchmarkProblem --+
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FinleyProblem --+
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RegularFinleyProblem --+
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AnisotropicSystem
CompressibleInhomgeneousLame2DOrder1JumpE2_120k,
CompressibleInhomgeneousLame2DOrder1JumpE2_15360k,
CompressibleInhomgeneousLame2DOrder1JumpE2_1920k,
CompressibleInhomgeneousLame2DOrder1JumpE2_240k,
CompressibleInhomgeneousLame2DOrder1JumpE2_30k,
CompressibleInhomgeneousLame2DOrder1JumpE2_3840k,
CompressibleInhomgeneousLame2DOrder1JumpE2_480k,
CompressibleInhomgeneousLame2DOrder1JumpE2_60k,
CompressibleInhomgeneousLame2DOrder1JumpE2_7680k,
CompressibleInhomgeneousLame2DOrder1JumpE2_960k,
CompressibleInhomgeneousLame2DOrder1JumpE6_120k,
CompressibleInhomgeneousLame2DOrder1JumpE6_15360k,
CompressibleInhomgeneousLame2DOrder1JumpE6_1920k,
CompressibleInhomgeneousLame2DOrder1JumpE6_240k,
CompressibleInhomgeneousLame2DOrder1JumpE6_30k,
CompressibleInhomgeneousLame2DOrder1JumpE6_3840k,
CompressibleInhomgeneousLame2DOrder1JumpE6_480k,
CompressibleInhomgeneousLame2DOrder1JumpE6_60k,
CompressibleInhomgeneousLame2DOrder1JumpE6_7680k,
CompressibleInhomgeneousLame2DOrder1JumpE6_960k,
CompressibleInhomgeneousLame2DOrder2JumpE2_120k,
CompressibleInhomgeneousLame2DOrder2JumpE2_15360k,
CompressibleInhomgeneousLame2DOrder2JumpE2_1920k,
CompressibleInhomgeneousLame2DOrder2JumpE2_240k,
CompressibleInhomgeneousLame2DOrder2JumpE2_30k,
CompressibleInhomgeneousLame2DOrder2JumpE2_3840k,
CompressibleInhomgeneousLame2DOrder2JumpE2_480k,
CompressibleInhomgeneousLame2DOrder2JumpE2_60k,
CompressibleInhomgeneousLame2DOrder2JumpE2_7680k,
CompressibleInhomgeneousLame2DOrder2JumpE2_960k,
CompressibleInhomgeneousLame2DOrder2JumpE6_120k,
CompressibleInhomgeneousLame2DOrder2JumpE6_15360k,
CompressibleInhomgeneousLame2DOrder2JumpE6_1920k,
CompressibleInhomgeneousLame2DOrder2JumpE6_240k,
CompressibleInhomgeneousLame2DOrder2JumpE6_30k,
CompressibleInhomgeneousLame2DOrder2JumpE6_3840k,
CompressibleInhomgeneousLame2DOrder2JumpE6_480k,
CompressibleInhomgeneousLame2DOrder2JumpE6_60k,
CompressibleInhomgeneousLame2DOrder2JumpE6_7680k,
CompressibleInhomgeneousLame2DOrder2JumpE6_960k,
CompressibleInhomgeneousLame3DOrder1JumpE2_120k,
CompressibleInhomgeneousLame3DOrder1JumpE2_15360k,
CompressibleInhomgeneousLame3DOrder1JumpE2_1920k,
CompressibleInhomgeneousLame3DOrder1JumpE2_240k,
CompressibleInhomgeneousLame3DOrder1JumpE2_30k,
CompressibleInhomgeneousLame3DOrder1JumpE2_3840k,
CompressibleInhomgeneousLame3DOrder1JumpE2_480k,
CompressibleInhomgeneousLame3DOrder1JumpE2_60k,
CompressibleInhomgeneousLame3DOrder1JumpE2_7680k,
CompressibleInhomgeneousLame3DOrder1JumpE2_960k,
CompressibleInhomgeneousLame3DOrder1JumpE6_120k,
CompressibleInhomgeneousLame3DOrder1JumpE6_15360k,
CompressibleInhomgeneousLame3DOrder1JumpE6_1920k,
CompressibleInhomgeneousLame3DOrder1JumpE6_240k,
CompressibleInhomgeneousLame3DOrder1JumpE6_30k,
CompressibleInhomgeneousLame3DOrder1JumpE6_3840k,
CompressibleInhomgeneousLame3DOrder1JumpE6_480k,
CompressibleInhomgeneousLame3DOrder1JumpE6_60k,
CompressibleInhomgeneousLame3DOrder1JumpE6_7680k,
CompressibleInhomgeneousLame3DOrder1JumpE6_960k,
CompressibleInhomgeneousLame3DOrder2JumpE2_120k,
CompressibleInhomgeneousLame3DOrder2JumpE2_15360k,
CompressibleInhomgeneousLame3DOrder2JumpE2_1920k,
CompressibleInhomgeneousLame3DOrder2JumpE2_240k,
CompressibleInhomgeneousLame3DOrder2JumpE2_30k,
CompressibleInhomgeneousLame3DOrder2JumpE2_3840k,
CompressibleInhomgeneousLame3DOrder2JumpE2_480k,
CompressibleInhomgeneousLame3DOrder2JumpE2_60k,
CompressibleInhomgeneousLame3DOrder2JumpE2_7680k,
CompressibleInhomgeneousLame3DOrder2JumpE2_960k,
CompressibleInhomgeneousLame3DOrder2JumpE6_120k,
CompressibleInhomgeneousLame3DOrder2JumpE6_15360k,
CompressibleInhomgeneousLame3DOrder2JumpE6_1920k,
CompressibleInhomgeneousLame3DOrder2JumpE6_240k,
CompressibleInhomgeneousLame3DOrder2JumpE6_30k,
CompressibleInhomgeneousLame3DOrder2JumpE6_3840k,
CompressibleInhomgeneousLame3DOrder2JumpE6_480k,
CompressibleInhomgeneousLame3DOrder2JumpE6_60k,
CompressibleInhomgeneousLame3DOrder2JumpE6_7680k,
CompressibleInhomgeneousLame3DOrder2JumpE6_960k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_120k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_15360k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_1920k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_240k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_30k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_3840k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_480k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_60k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_7680k,
CompressibleInhomogeneousLame2DOrder1JumpE2Normal45_960k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_120k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_15360k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_1920k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_240k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_30k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_3840k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_480k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_60k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_7680k,
CompressibleInhomogeneousLame2DOrder1JumpE6Normal45_960k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_120k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_15360k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_1920k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_240k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_30k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_3840k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_480k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_60k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_7680k,
CompressibleInhomogeneousLame2DOrder2JumpE2Normal45_960k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_120k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_15360k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_1920k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_240k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_30k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_3840k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_480k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_60k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_7680k,
CompressibleInhomogeneousLame2DOrder2JumpE6Normal45_960k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_120k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_15360k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_1920k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_240k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_30k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_3840k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_480k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_60k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_7680k,
CompressibleInhomogeneousLame3DOrder1JumpE2Normal45_960k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_120k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_15360k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_1920k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_240k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_30k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_3840k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_480k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_60k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_7680k,
CompressibleInhomogeneousLame3DOrder1JumpE6Normal45_960k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_120k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_15360k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_1920k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_240k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_30k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_3840k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_480k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_60k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_7680k,
CompressibleInhomogeneousLame3DOrder2JumpE2Normal45_960k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_120k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_15360k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_1920k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_240k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_30k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_3840k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_480k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_60k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_7680k,
CompressibleInhomogeneousLame3DOrder2JumpE6Normal45_960k,
CompressibleLame2DOrder1_120k,
CompressibleLame2DOrder1_15360k,
CompressibleLame2DOrder1_1920k,
CompressibleLame2DOrder1_240k,
CompressibleLame2DOrder1_30k,
CompressibleLame2DOrder1_3840k,
CompressibleLame2DOrder1_480k,
CompressibleLame2DOrder1_60k,
CompressibleLame2DOrder1_7680k,
CompressibleLame2DOrder1_960k,
CompressibleLame2DOrder2_120k,
CompressibleLame2DOrder2_15360k,
CompressibleLame2DOrder2_1920k,
CompressibleLame2DOrder2_240k,
CompressibleLame2DOrder2_30k,
CompressibleLame2DOrder2_3840k,
CompressibleLame2DOrder2_480k,
CompressibleLame2DOrder2_60k,
CompressibleLame2DOrder2_7680k,
CompressibleLame2DOrder2_960k,
CompressibleLame3DOrder1_120k,
CompressibleLame3DOrder1_15360k,
CompressibleLame3DOrder1_1920k,
CompressibleLame3DOrder1_240k,
CompressibleLame3DOrder1_30k,
CompressibleLame3DOrder1_3840k,
CompressibleLame3DOrder1_480k,
CompressibleLame3DOrder1_60k,
CompressibleLame3DOrder1_7680k,
CompressibleLame3DOrder1_960k,
CompressibleLame3DOrder2_120k,
CompressibleLame3DOrder2_15360k,
CompressibleLame3DOrder2_1920k,
CompressibleLame3DOrder2_240k,
CompressibleLame3DOrder2_30k,
CompressibleLame3DOrder2_3840k,
CompressibleLame3DOrder2_480k,
CompressibleLame3DOrder2_60k,
CompressibleLame3DOrder2_7680k,
CompressibleLame3DOrder2_960k,
InhomgeneousLame2DOrder1JumpE2_120k,
InhomgeneousLame2DOrder1JumpE2_15360k,
InhomgeneousLame2DOrder1JumpE2_1920k,
InhomgeneousLame2DOrder1JumpE2_240k,
InhomgeneousLame2DOrder1JumpE2_30k,
InhomgeneousLame2DOrder1JumpE2_3840k,
InhomgeneousLame2DOrder1JumpE2_480k,
InhomgeneousLame2DOrder1JumpE2_60k,
InhomgeneousLame2DOrder1JumpE2_7680k,
InhomgeneousLame2DOrder1JumpE2_960k,
InhomgeneousLame2DOrder1JumpE2Alpha100_120k,
InhomgeneousLame2DOrder1JumpE2Alpha100_15360k,
InhomgeneousLame2DOrder1JumpE2Alpha100_1920k,
InhomgeneousLame2DOrder1JumpE2Alpha100_240k,
InhomgeneousLame2DOrder1JumpE2Alpha100_30k,
InhomgeneousLame2DOrder1JumpE2Alpha100_3840k,
InhomgeneousLame2DOrder1JumpE2Alpha100_480k,
InhomgeneousLame2DOrder1JumpE2Alpha100_60k,
InhomgeneousLame2DOrder1JumpE2Alpha100_7680k,
InhomgeneousLame2DOrder1JumpE2Alpha100_960k,
InhomgeneousLame2DOrder1JumpE6_120k,
InhomgeneousLame2DOrder1JumpE6_15360k,
InhomgeneousLame2DOrder1JumpE6_1920k,
InhomgeneousLame2DOrder1JumpE6_240k,
InhomgeneousLame2DOrder1JumpE6_30k,
InhomgeneousLame2DOrder1JumpE6_3840k,
InhomgeneousLame2DOrder1JumpE6_480k,
InhomgeneousLame2DOrder1JumpE6_60k,
InhomgeneousLame2DOrder1JumpE6_7680k,
InhomgeneousLame2DOrder1JumpE6_960k,
InhomgeneousLame2DOrder1JumpE6Alpha100_120k,
InhomgeneousLame2DOrder1JumpE6Alpha100_15360k,
InhomgeneousLame2DOrder1JumpE6Alpha100_1920k,
InhomgeneousLame2DOrder1JumpE6Alpha100_240k,
InhomgeneousLame2DOrder1JumpE6Alpha100_30k,
InhomgeneousLame2DOrder1JumpE6Alpha100_3840k,
InhomgeneousLame2DOrder1JumpE6Alpha100_480k,
InhomgeneousLame2DOrder1JumpE6Alpha100_60k,
InhomgeneousLame2DOrder1JumpE6Alpha100_7680k,
InhomgeneousLame2DOrder1JumpE6Alpha100_960k,
InhomgeneousLame2DOrder2JumpE2_120k,
InhomgeneousLame2DOrder2JumpE2_15360k,
InhomgeneousLame2DOrder2JumpE2_1920k,
InhomgeneousLame2DOrder2JumpE2_240k,
InhomgeneousLame2DOrder2JumpE2_30k,
InhomgeneousLame2DOrder2JumpE2_3840k,
InhomgeneousLame2DOrder2JumpE2_480k,
InhomgeneousLame2DOrder2JumpE2_60k,
InhomgeneousLame2DOrder2JumpE2_7680k,
InhomgeneousLame2DOrder2JumpE2_960k,
InhomgeneousLame2DOrder2JumpE2Alpha100_120k,
InhomgeneousLame2DOrder2JumpE2Alpha100_15360k,
InhomgeneousLame2DOrder2JumpE2Alpha100_1920k,
InhomgeneousLame2DOrder2JumpE2Alpha100_240k,
InhomgeneousLame2DOrder2JumpE2Alpha100_30k,
InhomgeneousLame2DOrder2JumpE2Alpha100_3840k,
InhomgeneousLame2DOrder2JumpE2Alpha100_480k,
InhomgeneousLame2DOrder2JumpE2Alpha100_60k,
InhomgeneousLame2DOrder2JumpE2Alpha100_7680k,
InhomgeneousLame2DOrder2JumpE2Alpha100_960k,
InhomgeneousLame2DOrder2JumpE6_120k,
InhomgeneousLame2DOrder2JumpE6_15360k,
InhomgeneousLame2DOrder2JumpE6_1920k,
InhomgeneousLame2DOrder2JumpE6_240k,
InhomgeneousLame2DOrder2JumpE6_30k,
InhomgeneousLame2DOrder2JumpE6_3840k,
InhomgeneousLame2DOrder2JumpE6_480k,
InhomgeneousLame2DOrder2JumpE6_60k,
InhomgeneousLame2DOrder2JumpE6_7680k,
InhomgeneousLame2DOrder2JumpE6_960k,
InhomgeneousLame2DOrder2JumpE6Alpha100_120k,
InhomgeneousLame2DOrder2JumpE6Alpha100_15360k,
InhomgeneousLame2DOrder2JumpE6Alpha100_1920k,
InhomgeneousLame2DOrder2JumpE6Alpha100_240k,
InhomgeneousLame2DOrder2JumpE6Alpha100_30k,
InhomgeneousLame2DOrder2JumpE6Alpha100_3840k,
InhomgeneousLame2DOrder2JumpE6Alpha100_480k,
InhomgeneousLame2DOrder2JumpE6Alpha100_60k,
InhomgeneousLame2DOrder2JumpE6Alpha100_7680k,
InhomgeneousLame2DOrder2JumpE6Alpha100_960k,
InhomgeneousLame3DOrder1JumpE2_120k,
InhomgeneousLame3DOrder1JumpE2_15360k,
InhomgeneousLame3DOrder1JumpE2_1920k,
InhomgeneousLame3DOrder1JumpE2_240k,
InhomgeneousLame3DOrder1JumpE2_30k,
InhomgeneousLame3DOrder1JumpE2_3840k,
InhomgeneousLame3DOrder1JumpE2_480k,
InhomgeneousLame3DOrder1JumpE2_60k,
InhomgeneousLame3DOrder1JumpE2_7680k,
InhomgeneousLame3DOrder1JumpE2_960k,
InhomgeneousLame3DOrder1JumpE2Alpha100_120k,
InhomgeneousLame3DOrder1JumpE2Alpha100_15360k,
InhomgeneousLame3DOrder1JumpE2Alpha100_1920k,
InhomgeneousLame3DOrder1JumpE2Alpha100_240k,
InhomgeneousLame3DOrder1JumpE2Alpha100_30k,
InhomgeneousLame3DOrder1JumpE2Alpha100_3840k,
InhomgeneousLame3DOrder1JumpE2Alpha100_480k,
InhomgeneousLame3DOrder1JumpE2Alpha100_60k,
InhomgeneousLame3DOrder1JumpE2Alpha100_7680k,
InhomgeneousLame3DOrder1JumpE2Alpha100_960k,
InhomgeneousLame3DOrder1JumpE6_120k,
InhomgeneousLame3DOrder1JumpE6_15360k,
InhomgeneousLame3DOrder1JumpE6_1920k,
InhomgeneousLame3DOrder1JumpE6_240k,
InhomgeneousLame3DOrder1JumpE6_30k,
InhomgeneousLame3DOrder1JumpE6_3840k,
InhomgeneousLame3DOrder1JumpE6_480k,
InhomgeneousLame3DOrder1JumpE6_60k,
InhomgeneousLame3DOrder1JumpE6_7680k,
InhomgeneousLame3DOrder1JumpE6_960k,
InhomgeneousLame3DOrder1JumpE6Alpha100_120k,
InhomgeneousLame3DOrder1JumpE6Alpha100_15360k,
InhomgeneousLame3DOrder1JumpE6Alpha100_1920k,
InhomgeneousLame3DOrder1JumpE6Alpha100_240k,
InhomgeneousLame3DOrder1JumpE6Alpha100_30k,
InhomgeneousLame3DOrder1JumpE6Alpha100_3840k,
InhomgeneousLame3DOrder1JumpE6Alpha100_480k,
InhomgeneousLame3DOrder1JumpE6Alpha100_60k,
InhomgeneousLame3DOrder1JumpE6Alpha100_7680k,
InhomgeneousLame3DOrder1JumpE6Alpha100_960k,
InhomgeneousLame3DOrder2JumpE2_120k,
InhomgeneousLame3DOrder2JumpE2_15360k,
InhomgeneousLame3DOrder2JumpE2_1920k,
InhomgeneousLame3DOrder2JumpE2_240k,
InhomgeneousLame3DOrder2JumpE2_30k,
InhomgeneousLame3DOrder2JumpE2_3840k,
InhomgeneousLame3DOrder2JumpE2_480k,
InhomgeneousLame3DOrder2JumpE2_60k,
InhomgeneousLame3DOrder2JumpE2_7680k,
InhomgeneousLame3DOrder2JumpE2_960k,
InhomgeneousLame3DOrder2JumpE2Alpha100_120k,
InhomgeneousLame3DOrder2JumpE2Alpha100_15360k,
InhomgeneousLame3DOrder2JumpE2Alpha100_1920k,
InhomgeneousLame3DOrder2JumpE2Alpha100_240k,
InhomgeneousLame3DOrder2JumpE2Alpha100_30k,
InhomgeneousLame3DOrder2JumpE2Alpha100_3840k,
InhomgeneousLame3DOrder2JumpE2Alpha100_480k,
InhomgeneousLame3DOrder2JumpE2Alpha100_60k,
InhomgeneousLame3DOrder2JumpE2Alpha100_7680k,
InhomgeneousLame3DOrder2JumpE2Alpha100_960k,
InhomgeneousLame3DOrder2JumpE6_120k,
InhomgeneousLame3DOrder2JumpE6_15360k,
InhomgeneousLame3DOrder2JumpE6_1920k,
InhomgeneousLame3DOrder2JumpE6_240k,
InhomgeneousLame3DOrder2JumpE6_30k,
InhomgeneousLame3DOrder2JumpE6_3840k,
InhomgeneousLame3DOrder2JumpE6_480k,
InhomgeneousLame3DOrder2JumpE6_60k,
InhomgeneousLame3DOrder2JumpE6_7680k,
InhomgeneousLame3DOrder2JumpE6_960k,
InhomgeneousLame3DOrder2JumpE6Alpha100_120k,
InhomgeneousLame3DOrder2JumpE6Alpha100_15360k,
InhomgeneousLame3DOrder2JumpE6Alpha100_1920k,
InhomgeneousLame3DOrder2JumpE6Alpha100_240k,
InhomgeneousLame3DOrder2JumpE6Alpha100_30k,
InhomgeneousLame3DOrder2JumpE6Alpha100_3840k,
InhomgeneousLame3DOrder2JumpE6Alpha100_480k,
InhomgeneousLame3DOrder2JumpE6Alpha100_60k,
InhomgeneousLame3DOrder2JumpE6Alpha100_7680k,
InhomgeneousLame3DOrder2JumpE6Alpha100_960k,
InhomogeneousLame2DOrder1JumpE2Normal45_120k,
InhomogeneousLame2DOrder1JumpE2Normal45_15360k,
InhomogeneousLame2DOrder1JumpE2Normal45_1920k,
InhomogeneousLame2DOrder1JumpE2Normal45_240k,
InhomogeneousLame2DOrder1JumpE2Normal45_30k,
InhomogeneousLame2DOrder1JumpE2Normal45_3840k,
InhomogeneousLame2DOrder1JumpE2Normal45_480k,
InhomogeneousLame2DOrder1JumpE2Normal45_60k,
InhomogeneousLame2DOrder1JumpE2Normal45_7680k,
InhomogeneousLame2DOrder1JumpE2Normal45_960k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_120k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_15360k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_1920k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_240k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_30k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_3840k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_480k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_60k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_7680k,
InhomogeneousLame2DOrder1JumpE2Normal45Alpha100_960k,
InhomogeneousLame2DOrder1JumpE6Normal45_120k,
InhomogeneousLame2DOrder1JumpE6Normal45_15360k,
InhomogeneousLame2DOrder1JumpE6Normal45_1920k,
InhomogeneousLame2DOrder1JumpE6Normal45_240k,
InhomogeneousLame2DOrder1JumpE6Normal45_30k,
InhomogeneousLame2DOrder1JumpE6Normal45_3840k,
InhomogeneousLame2DOrder1JumpE6Normal45_480k,
InhomogeneousLame2DOrder1JumpE6Normal45_60k,
InhomogeneousLame2DOrder1JumpE6Normal45_7680k,
InhomogeneousLame2DOrder1JumpE6Normal45_960k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_120k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_15360k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_1920k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_240k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_30k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_3840k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_480k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_60k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_7680k,
InhomogeneousLame2DOrder1JumpE6Normal45Alpha100_960k,
InhomogeneousLame2DOrder2JumpE2Normal45_120k,
InhomogeneousLame2DOrder2JumpE2Normal45_15360k,
InhomogeneousLame2DOrder2JumpE2Normal45_1920k,
InhomogeneousLame2DOrder2JumpE2Normal45_240k,
InhomogeneousLame2DOrder2JumpE2Normal45_30k,
InhomogeneousLame2DOrder2JumpE2Normal45_3840k,
InhomogeneousLame2DOrder2JumpE2Normal45_480k,
InhomogeneousLame2DOrder2JumpE2Normal45_60k,
InhomogeneousLame2DOrder2JumpE2Normal45_7680k,
InhomogeneousLame2DOrder2JumpE2Normal45_960k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_120k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_15360k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_1920k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_240k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_30k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_3840k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_480k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_60k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_7680k,
InhomogeneousLame2DOrder2JumpE2Normal45Alpha100_960k,
InhomogeneousLame2DOrder2JumpE6Normal45_120k,
InhomogeneousLame2DOrder2JumpE6Normal45_15360k,
InhomogeneousLame2DOrder2JumpE6Normal45_1920k,
InhomogeneousLame2DOrder2JumpE6Normal45_240k,
InhomogeneousLame2DOrder2JumpE6Normal45_30k,
InhomogeneousLame2DOrder2JumpE6Normal45_3840k,
InhomogeneousLame2DOrder2JumpE6Normal45_480k,
InhomogeneousLame2DOrder2JumpE6Normal45_60k,
InhomogeneousLame2DOrder2JumpE6Normal45_7680k,
InhomogeneousLame2DOrder2JumpE6Normal45_960k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_120k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_15360k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_1920k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_240k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_30k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_3840k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_480k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_60k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_7680k,
InhomogeneousLame2DOrder2JumpE6Normal45Alpha100_960k,
InhomogeneousLame3DOrder1JumpE2Normal45_120k,
InhomogeneousLame3DOrder1JumpE2Normal45_15360k,
InhomogeneousLame3DOrder1JumpE2Normal45_1920k,
InhomogeneousLame3DOrder1JumpE2Normal45_240k,
InhomogeneousLame3DOrder1JumpE2Normal45_30k,
InhomogeneousLame3DOrder1JumpE2Normal45_3840k,
InhomogeneousLame3DOrder1JumpE2Normal45_480k,
InhomogeneousLame3DOrder1JumpE2Normal45_60k,
InhomogeneousLame3DOrder1JumpE2Normal45_7680k,
InhomogeneousLame3DOrder1JumpE2Normal45_960k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_120k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_15360k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_1920k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_240k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_30k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_3840k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_480k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_60k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_7680k,
InhomogeneousLame3DOrder1JumpE2Normal45Alpha100_960k,
InhomogeneousLame3DOrder1JumpE6Normal45_120k,
InhomogeneousLame3DOrder1JumpE6Normal45_15360k,
InhomogeneousLame3DOrder1JumpE6Normal45_1920k,
InhomogeneousLame3DOrder1JumpE6Normal45_240k,
InhomogeneousLame3DOrder1JumpE6Normal45_30k,
InhomogeneousLame3DOrder1JumpE6Normal45_3840k,
InhomogeneousLame3DOrder1JumpE6Normal45_480k,
InhomogeneousLame3DOrder1JumpE6Normal45_60k,
InhomogeneousLame3DOrder1JumpE6Normal45_7680k,
InhomogeneousLame3DOrder1JumpE6Normal45_960k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_120k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_15360k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_1920k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_240k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_30k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_3840k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_480k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_60k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_7680k,
InhomogeneousLame3DOrder1JumpE6Normal45Alpha100_960k,
InhomogeneousLame3DOrder2JumpE2Normal45_120k,
InhomogeneousLame3DOrder2JumpE2Normal45_15360k,
InhomogeneousLame3DOrder2JumpE2Normal45_1920k,
InhomogeneousLame3DOrder2JumpE2Normal45_240k,
InhomogeneousLame3DOrder2JumpE2Normal45_30k,
InhomogeneousLame3DOrder2JumpE2Normal45_3840k,
InhomogeneousLame3DOrder2JumpE2Normal45_480k,
InhomogeneousLame3DOrder2JumpE2Normal45_60k,
InhomogeneousLame3DOrder2JumpE2Normal45_7680k,
InhomogeneousLame3DOrder2JumpE2Normal45_960k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_120k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_15360k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_1920k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_240k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_30k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_3840k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_480k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_60k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_7680k,
InhomogeneousLame3DOrder2JumpE2Normal45Alpha100_960k,
InhomogeneousLame3DOrder2JumpE6Normal45_120k,
InhomogeneousLame3DOrder2JumpE6Normal45_15360k,
InhomogeneousLame3DOrder2JumpE6Normal45_1920k,
InhomogeneousLame3DOrder2JumpE6Normal45_240k,
InhomogeneousLame3DOrder2JumpE6Normal45_30k,
InhomogeneousLame3DOrder2JumpE6Normal45_3840k,
InhomogeneousLame3DOrder2JumpE6Normal45_480k,
InhomogeneousLame3DOrder2JumpE6Normal45_60k,
InhomogeneousLame3DOrder2JumpE6Normal45_7680k,
InhomogeneousLame3DOrder2JumpE6Normal45_960k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_120k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_15360k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_1920k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_240k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_30k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_3840k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_480k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_60k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_7680k,
InhomogeneousLame3DOrder2JumpE6Normal45Alpha100_960k,
Lame2DOrder1_120k,
Lame2DOrder1_15360k,
Lame2DOrder1_1920k,
Lame2DOrder1_240k,
Lame2DOrder1_30k,
Lame2DOrder1_3840k,
Lame2DOrder1_480k,
Lame2DOrder1_60k,
Lame2DOrder1_7680k,
Lame2DOrder1_960k,
Lame2DOrder1Alpha100_120k,
Lame2DOrder1Alpha100_15360k,
Lame2DOrder1Alpha100_1920k,
Lame2DOrder1Alpha100_240k,
Lame2DOrder1Alpha100_30k,
Lame2DOrder1Alpha100_3840k,
Lame2DOrder1Alpha100_480k,
Lame2DOrder1Alpha100_60k,
Lame2DOrder1Alpha100_7680k,
Lame2DOrder1Alpha100_960k,
Lame2DOrder2_120k,
Lame2DOrder2_15360k,
Lame2DOrder2_1920k,
Lame2DOrder2_240k,
Lame2DOrder2_30k,
Lame2DOrder2_3840k,
Lame2DOrder2_480k,
Lame2DOrder2_60k,
Lame2DOrder2_7680k,
Lame2DOrder2_960k,
Lame2DOrder2Alpha100_120k,
Lame2DOrder2Alpha100_15360k,
Lame2DOrder2Alpha100_1920k,
Lame2DOrder2Alpha100_240k,
Lame2DOrder2Alpha100_30k,
Lame2DOrder2Alpha100_3840k,
Lame2DOrder2Alpha100_480k,
Lame2DOrder2Alpha100_60k,
Lame2DOrder2Alpha100_7680k,
Lame2DOrder2Alpha100_960k,
Lame3DOrder1_120k,
Lame3DOrder1_15360k,
Lame3DOrder1_1920k,
Lame3DOrder1_240k,
Lame3DOrder1_30k,
Lame3DOrder1_3840k,
Lame3DOrder1_480k,
Lame3DOrder1_60k,
Lame3DOrder1_7680k,
Lame3DOrder1_960k,
Lame3DOrder1Alpha100_120k,
Lame3DOrder1Alpha100_15360k,
Lame3DOrder1Alpha100_1920k,
Lame3DOrder1Alpha100_240k,
Lame3DOrder1Alpha100_30k,
Lame3DOrder1Alpha100_3840k,
Lame3DOrder1Alpha100_480k,
Lame3DOrder1Alpha100_60k,
Lame3DOrder1Alpha100_7680k,
Lame3DOrder1Alpha100_960k,
Lame3DOrder2_120k,
Lame3DOrder2_15360k,
Lame3DOrder2_1920k,
Lame3DOrder2_240k,
Lame3DOrder2_30k,
Lame3DOrder2_3840k,
Lame3DOrder2_480k,
Lame3DOrder2_60k,
Lame3DOrder2_7680k,
Lame3DOrder2_960k,
Lame3DOrder2Alpha100_120k,
Lame3DOrder2Alpha100_15360k,
Lame3DOrder2Alpha100_1920k,
Lame3DOrder2Alpha100_240k,
Lame3DOrder2Alpha100_30k,
Lame3DOrder2Alpha100_3840k,
Lame3DOrder2Alpha100_480k,
Lame3DOrder2Alpha100_60k,
Lame3DOrder2Alpha100_7680k,
Lame3DOrder2Alpha100_960k
base class for the Anisotropic system problem on a rectangular mesh
with an anisotropic
- (mu*(u_{i,j}+u_{j,i}))_j+lam*u_{k,k})_j=X_{ij,j}
where u_i=x_i+1/d*\prod{i!=j} x_j
mu(x) = 1 for inner(x,normal)<inner(1.,normal)/2.
mu0 for inner(x,normal)>inner(1.,normal)/2.
lam(x)=max(1,mu0)*alpha (constant)
+ constraints on the boundary
| Method Summary | |
|---|---|
__init__(self,
n,
order,
dim,
mu0,
normal,
alpha)
| |
tuple of LinearPDE and
escript.Data
|
returns a PDE and a test solution on the given domain |
| Inherited from RegularFinleyProblem | |
escript.Domain
|
returns the unit square/cube with a rectangular mesh |
| Inherited from FinleyProblem | |
pair of float
|
creates a domain and a PDE on this domain, solves it (with the given options) and returns the elapsed time and the error. |
| Inherited from BenchmarkProblem | |
str
|
returns the name of the benchmark suite |
| Inherited from object | |
x.__delattr__('name') <==> del x.name | |
x.__getattribute__('name') <==> x.name | |
x.__hash__() <==> hash(x) | |
T.__new__(S, ...) -> a new object with type S, a subtype of T | |
helper for pickle | |
helper for pickle | |
x.__repr__() <==> repr(x) | |
x.__setattr__('name', value) <==> x.name = value | |
| Method Details |
|---|
getTestProblem(self, domain)returns a PDE and a test solution on the given domain
|
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|---|
| Generated by Epydoc 2.1 on Thu Apr 27 11:16:24 2006 | http://epydoc.sf.net |