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Abstract: For mixed 3D finite element meshes (meshes that contain cubes and tetrahedra) pyramids are very convenient because they have both square and triangular faces and can therefore be used in implementing conformal transitions between regions that contain cubes and regions that contain tetrahedra. However, pyramids are rarely used, because the speci cation of basis functions for them is known to be problematic. Of specific importance it the development of Lagrangian basis functions for pyramids,... (Update)
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BibTeX entry: (Update)
@techreport{ chatzi00using,
author = "Vasiliki Chatzi and Franco P. Preparata",
title = "Using Pyramids in Mixed Meshes --- Point Placement and Basis Functions",
number = "CS-00-03",
year = "2000",
url = "citeseer.ist.psu.edu/412460.html" }
Citations (may not include all citations):
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Pyramid elements for maintaining tetrahedra to hexahedra con.. (context) - Owen, Saigal - 1997
4
Non-Simplicial Unstructured Mesh Generation (context) - Owen - 1999
3
Integer-coordinate crystalline meshes
- Chatzi, Preparata - 1999
2
ANSYS User's Manual for Revision (context) - Kohnke - 1996
Documents on the same site (http://ftp.cs.brown.edu/people/vc/):
Integer-Coordinate Crystalline Meshes (Extended Abstract) - Chatzi, Preparata (1999)
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Cv - Chatzi
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