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edge(7rheolef) [debian man page]

edge(7rheolef)							    rheolef-6.1 						    edge(7rheolef)

NAME
edge - Edge reference element DESCRIPTION
The edge reference element is K = [0,1]. 0---------1 x Curved high order Pk edges (k >= 1), in 2d or 3d geometries, are supported. These edges have internal nodes, numbered as: 0----2----1 0--2--3--1 0-2-3-4-1 P2 P3 P4 IMPLEMENTATION
const size_t dimension = 1; const size_t measure = 1; const size_t n_vertex = 2; const Float vertex [n_vertex][dimension] = { { 0 }, { 1 } }; rheolef-6.1 rheolef-6.1 edge(7rheolef)

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hexahedron(7rheolef)						    rheolef-6.1 					      hexahedron(7rheolef)

NAME
hexahedron - Hexaedron reference element DESCRIPTION
The hexahedron reference element is [-1,1]^3. ^ z | 4----------7 | | | | | | | 5------+---6 | | | | 0---+------3 - | ---> y | | | | | | 1----------2 x Curved high order Pk hexaedra (k >= 1) in 3d geometries are supported. These hexaedra have additional edge-nodes, face-nodes and internal volume-nodes. THESE NODES ARE NUMBERED AS
first vertex, then edge-node, following the edge numbering order and orientation, then face-nodes following the face numbering order and orientation, and finally the face internal nodes, following the hexaedron lattice. See below for edges and faces numbering and orioenta- tion. 4----19----7 | | |16 23 | 18 12 21 15 | 5----17+---6 |22 | 26 | 25| 0---+-11---3 | 13 24 14 8 | 20 10| | | 1-----9----2 P2 NUMBERING
The orientation is such that triedra (01, 03, 04) is direct and all faces, see from exterior, are in the direct sens. References: P. L. Georges, "Generation automatique de maillages", page 24-, coll RMA, 16, Masson, 1994. Notice that the edge-nodes and face-nodes numbering slighly differ from those used in the gmsh mesh generator when using high-order elements. This difference is handled by the msh2geo mesh file converter (see msh2geo(1)). IMPLEMENTATION
const size_t dimension = 3; const Float measure = 8; const size_t n_vertex = 8; const Float vertex [n_vertex][dimension] = { {-1,-1,-1 }, { 1,-1,-1 }, { 1, 1,-1 }, {-1, 1,-1 }, {-1,-1, 1 }, { 1,-1, 1 }, { 1, 1, 1 }, {-1, 1, 1 } }; const size_t n_face = 6; const size_t face [n_face][4] = { {0, 3, 2, 1 }, {0, 4, 7, 3 }, {0, 1, 5, 4 }, {4, 5, 6, 7 }, {1, 2, 6, 5 }, {2, 3, 7, 6 } }; const size_t n_edge = 12; const size_t edge [n_edge][2] = { {0, 1 }, {1, 2 }, {2, 3 }, {3, 0 }, {0, 4 }, {1, 5 }, {2, 6 }, {3, 7 }, {4, 5 }, {5, 6 }, {6, 7 }, {7, 4 } }; SEE ALSO
msh2geo(1) rheolef-6.1 rheolef-6.1 hexahedron(7rheolef)
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