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Peano
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Public Member Functions | |
| __init__ (self, dimensions, gamma=1.4) | |
| eigenvalues (self) | |
| flux (self) | |
Data Fields | |
| dimensions | |
| num_unknowns | |
| num_auxiliary_variables | |
| gamma | |
Additional Inherited Members | |
Static Public Member Functions inherited from equations.equation.Equation | |
| ncp () | |
Static Public Attributes inherited from equations.equation.Equation | |
| int | dimensions = 2 |
| int | num_unknowns = 0 |
| int | num_auxiliary_variables = 0 |
| bool | is_linear = False |
| equations.euler.Euler.__init__ | ( | self, | |
| dimensions, | |||
| gamma = 1.4 ) |
| equations.euler.Euler.eigenvalues | ( | self | ) |
Reimplemented from equations.equation.Equation.
Definition at line 13 of file euler.py.
References exahype2.symhype.FirstOrderConservativePDEFormulation.FirstOrderConservativePDEFormulation.dimensions, exahype2.symhype.PDE.PDE.dimensions, peano4.visualisation.input.PatchFileParser.UnknownAttributes.dimensions, peano4.visualisation.input.PatchFileParser.PatchFileParser.dimensions, convert::data::PatchData.dimensions, convert::data::Variable.dimensions, mghype.api.matrixgenerators.DLinear.DLinear.dimensions, mghype.api.matrixgenerators.DLinearMassIdentity.DLinearMassIdentity.dimensions, mghype.api.matrixgenerators.GaussLobatto.GaussLobatto.dimensions, mghype.api.matrixgenerators.GaussLobatto.GaussLobattoMatrixFree.dimensions, mghype.api.matrixgenerators.MatrixGenerator.MatrixGenerator.dimensions, api.solvers.DiscontinuousGalerkinDiscretisation.DiscontinuousGalerkinDiscretisation.dimensions, equations.acoustic.Acoustic.dimensions, equations.advection.Advection.dimensions, equations.elastic.Elastic.dimensions, equations.equation.Equation.dimensions, equations.euler.Euler.dimensions, equations.swe.SWE_W_Bathymetry.dimensions, equations.swe.SWE_WO_Bathymetry.dimensions, and equations.euler.Euler.gamma.
Referenced by exahype2.symhype.FirstOrderConservativePDEFormulation.FirstOrderConservativePDEFormulation.implementation_of_eigenvalues(), exahype2.symhype.FirstOrderConservativePDEFormulation.FirstOrderConservativePDEFormulation.implementation_of_max_eigenvalue(), and exahype2.symhype.FirstOrderConservativePDEFormulation.FirstOrderConservativePDEFormulation.LaTeX().

| equations.euler.Euler.flux | ( | self | ) |
Reimplemented from equations.equation.Equation.
Definition at line 42 of file euler.py.
References exahype2.symhype.FirstOrderConservativePDEFormulation.FirstOrderConservativePDEFormulation.dimensions, exahype2.symhype.PDE.PDE.dimensions, peano4.visualisation.input.PatchFileParser.UnknownAttributes.dimensions, peano4.visualisation.input.PatchFileParser.PatchFileParser.dimensions, convert::data::PatchData.dimensions, convert::data::Variable.dimensions, mghype.api.matrixgenerators.DLinear.DLinear.dimensions, mghype.api.matrixgenerators.DLinearMassIdentity.DLinearMassIdentity.dimensions, mghype.api.matrixgenerators.GaussLobatto.GaussLobatto.dimensions, mghype.api.matrixgenerators.GaussLobatto.GaussLobattoMatrixFree.dimensions, mghype.api.matrixgenerators.MatrixGenerator.MatrixGenerator.dimensions, api.solvers.DiscontinuousGalerkinDiscretisation.DiscontinuousGalerkinDiscretisation.dimensions, equations.acoustic.Acoustic.dimensions, equations.advection.Advection.dimensions, equations.elastic.Elastic.dimensions, equations.equation.Equation.dimensions, equations.euler.Euler.dimensions, equations.swe.SWE_W_Bathymetry.dimensions, equations.swe.SWE_WO_Bathymetry.dimensions, and equations.euler.Euler.gamma.
| equations.euler.Euler.dimensions |
Definition at line 8 of file euler.py.
Referenced by peano4.visualisation.input.PatchFileParser.PatchFileParser.__parse_meta_data_region(), peano4.visualisation.input.PatchFileParser.PatchFileParser.__parse_patch_region(), exahype2.symhype.PDE.PDE._implementation_of_mapping_onto_named_quantities(), peano4.visualisation.input.PatchFileParser.UnknownAttributes._initialise_default_mapping_if_no_mapping_specified(), mghype.api.matrixgenerators.MatrixGenerator.MatrixGenerator.convert_index_to_dim(), equations.euler.Euler.eigenvalues(), mghype.api.matrixgenerators.MatrixGenerator.MatrixGenerator.eval_integral(), equations.elastic.Elastic.flux(), equations.euler.Euler.flux(), mghype.api.matrixgenerators.GaussLobatto.GaussLobattoMatrixFree.get_boundary_matrix(), mghype.api.matrixgenerators.GaussLobatto.GaussLobattoMatrixFree.get_cell_from_face_matrix(), mghype.api.matrixgenerators.DLinear.DLinear.get_cell_identity_matrix(), mghype.api.matrixgenerators.DLinearMassIdentity.DLinearMassIdentity.get_cell_identity_matrix(), mghype.api.matrixgenerators.DLinear.DLinear.get_cell_mass_matrix(), mghype.api.matrixgenerators.DLinear.DLinear.get_cell_system_matrix_for_laplacian(), mghype.api.matrixgenerators.DLinearMassIdentity.DLinearMassIdentity.get_cell_system_matrix_for_laplacian(), mghype.api.matrixgenerators.MatrixGenerator.MatrixGenerator.get_deriv(), mghype.api.matrixgenerators.MatrixGenerator.MatrixGenerator.get_points_for_dimension(), mghype.api.matrixgenerators.MatrixGenerator.MatrixGenerator.get_polynomial(), mghype.api.matrixgenerators.GaussLobatto.GaussLobattoMatrixFree.get_projection_matrices(), mghype.api.matrixgenerators.MatrixGenerator.MatrixGenerator.get_weights_for_dimension(), matrices.DgGenerator.getCellToFaceMatrix(), exahype2.symhype.FirstOrderConservativePDEFormulation.FirstOrderConservativePDEFormulation.implementation_of_eigenvalues(), exahype2.symhype.FirstOrderConservativePDEFormulation.FirstOrderConservativePDEFormulation.implementation_of_flux(), exahype2.symhype.FirstOrderConservativePDEFormulation.FirstOrderConservativePDEFormulation.implementation_of_max_eigenvalue(), exahype2.symhype.FirstOrderConservativePDEFormulation.FirstOrderConservativePDEFormulation.implementation_of_ncp(), api.solvers.DiscontinuousGalerkinDiscretisation.DiscontinuousGalerkinDiscretisation.nodes_per_cell(), api.solvers.DiscontinuousGalerkinDiscretisation.DiscontinuousGalerkinDiscretisation.nodes_per_face(), and peano4.visualisation.input.PatchFileParser.PatchFileParser.parse_file().
| equations.euler.Euler.gamma |
Definition at line 11 of file euler.py.
Referenced by equations.euler.Euler.eigenvalues(), and equations.euler.Euler.flux().