| |
Vertices
per Cell |
|
|
|
| type = 1 |
nperc(1) = 1 |
(no image) |
(point) |
| type = 2 |
nperc(2) = 2 |
(no image) |
(line segment) |
| type = 3 |
nperc(3) = 3 |
 |
(triangle) |
| type = 4 |
nperc(4) = 4 |
 |
(quadralateral) |
| type = 5 |
nperc(5) = 5 |
(no image) |
(pyramid) |
| type = 6 |
nperc(6) = 6 |
 |
(prism) |
| type = 7 |
nperc(7) = 4 |
 |
(tetrahedron) |
| type = 8 |
nperc(8) = 8 |
 |
(hexaedron) |
- Please strictly follow the node ordering indicated above.
- Try to make all cells convex. If they are not, we always
assume they are star-like with respect to node 1.
- Two dimensional surfaces embedded in three dimensions assume
that nodes 1-2-3 define an outward normal to the flow
domain.
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