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Automatic generation of CFD-ready surface triangulations from CAD geometry
Author(s) -
Michael J. Aftosmis,
Michel Delanaye,
Robert Haimes
Publication year - 1999
Publication title -
38th aerospace sciences meeting and exhibit
Language(s) - English
Resource type - Conference proceedings
DOI - 10.2514/6.1999-776
Subject(s) - geometry , mesh generation , robustness (evolution) , triangulation , computer science , computational geometry , algorithm , vertex (graph theory) , mathematics , graph , theoretical computer science , finite element method , engineering , structural engineering , biochemistry , chemistry , gene
This paper presents an approach for the generation of closed manifold surface triangulations from CAD geometry. CAD parts and assemblies are used in their native format, without translation, and a part’s native geometry engine is accessed through a modeler-independent application programming interface (API). In seeking a robust and fully automated procedure, the algorithm is based on a new physical space manifold triangulation technique specially developed to avoid robustness issues associated with poorly conditioned mappings. In addition, this approach avoids the usual ambiguities associated with floating-point predicate evaluation on constructed coordinate geometry in a mapped space. The technique is incremental, so that each new site improves the triangulation by some well defined quality measure. Sites are inserted using a variety of priority queues to ensure that new insertions will address the worst triangles first. As a result of this strategy, the algorithm will return its “best” mesh for a given (prespecified) number of sites. Alternatively, the algorithm may be allowed to terminate naturally after achieving a prespecified measure of mesh quality. The resulting triangulations are “CFD-ready” in that: (I) edges match the underlying part model to within a specified tolerance; (2) triangles on disjoint surfaces in close proximity have matching length-scales. (3) The algorithm produces a triangulation such that no angle is less than a given angle bound, (w, or greater than n ~CL. This result also sets bounds on the maximum vertex degree, triangle aspect-ratio and maximum stretching rate for the triangulation. In addition to the output triangulations for a variety of CAD parts, the‘discussion presents related theoretical results which assert the existence of such an angle bound, and demonstrate that maximum bounds of between 25’ and 30’ may be achieved in practice.

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