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Local Refinement of 3D-Meshes Consisting of Prisms and Conforming Closure

. Impact of computing in science and engineering, 5 (4): 271-284 (1993)
DOI: 10.1006/icse.1993.1012

Zusammenfassung

An algorithm for the local refinement of a given triangulation consisting of prisms is presented. In the refined triangulation there can be some nonconforming nodes. It is shown that there exists a conforming triangulation consisting of prisms, pyramids, and tetrahedra which contains the nonconforming one. Proofs for the finiteness of the algorithm and stability of the obtained triangulations are presented.

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