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Information about the geometry and connectivity of a finite element mesh. (Note: no information about the discretization is stored here.)
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Inherited from Inherited from |
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elements list of Element instances |
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interfaces a list of pairs: |
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periodic_opposite_faces a mapping of the form: |
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periodic_opposite_vertices a mapping of the form: |
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periodicity A list of tuples (minus_tag, plus_tag) or None indicating the tags of the boundaries to be matched together as periodic. |
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points list of Pylinear vectors of node coordinates |
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tag_to_boundary a mapping of the form: |
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tag_to_elements a mapping of the form element_tag -> [element instances] |
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dimensions | |||
Inherited from |
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interfacesa list of pairs:((element instance 1, face index 1), (element instance 2, face index 2)) enumerating elements bordering one another. The relation "element 1 touches element 2" is always reflexive, but this list will only contain one entry per element pair. |
periodic_opposite_facesa mapping of the form:(face_vertex_indices) -> (opposite_face_vertex_indices), axis This maps a face to its periodicity-induced opposite. |
periodic_opposite_verticesa mapping of the form:vertex_index -> [(opposite_vertex_index, axis), ...] This maps one vertex to a list of its periodicity-induced opposites. |
periodicityA list of tuples (minus_tag, plus_tag) or None indicating the tags of the boundaries to be matched together as periodic. There is one tuple per axis, so that for example a 3D mesh has three tuples. |
tag_to_boundarya mapping of the form:boundary_tag -> [(element instance, face index)]) The boundary tag TAG_NONE always refers to an empty boundary. The boundary tag TAG_ALL always refers to the entire boundary. |
tag_to_elementsa mapping of the form element_tag -> [element instances]The boundary tag TAG_NONE always refers to an empty domain. The boundary tag TAG_ALL always refers to the entire domain. |
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dimensions
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