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Titlebook: SIAM International Meshing Roundtable 2023; Eloi Ruiz-Gironés,Rubén Sevilla,David Moxey Conference proceedings 2024 The Editor(s) (if appl

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Explicit Interpolation-Based CFD Mesh Morphinglity, has a fast run time, scales linearly with mesh size, and can easily be parallelized to many processing units. The method was originally developed to morph multi-block structured CFD meshes. Blocking topology is used to establish connectivity between domain boundary surfaces and to guide domain
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Tetrahedralization of Hexahedral Meshonvert a hexahedral element to tetrahedral elements, the existing algorithms for tetrahedralization of a hexahedral complex limit pre-selection of face divisions. We generalize a procedure for tetrahedralizing triangular prisms to tetrahedralizing cubes, and combine it with certain other triangulati
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Estimating the Number of Similarity Classes for Marked Bisection in General Dimensions Moreover, to understand the cyclic similarity structure, we estimate the number of uniform refinements required to generate all the similarity classes. We first prove that switching to the newest vertex bisection after . uniform refinements is equivalent to switching after . uniform refinements. Th
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Quadrilateral Mesh of Non-simply Connected Domain and Non-planar Surfaces From a Given Cross-Field a framework to process any cross-field in order to generate a quad mesh and thus benefit from the properties of the field in the resulting mesh. With this point of view, we handle the case of non-simply connected domains and we also address the notion of singular point placement on the edge, which
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Coupe: A Mesh Partitioning Platform communication metrics through geometric methods, Coupe offers a large panel of algorithms to fit user-specific problems. Coupe exploits shared memory parallelism, is written in Rust, and consists of an open-source library and command line tools. Experimenting with different algorithms and parameters is easy. The code is available on Github: ..
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A Method for Adaptive Anisotropic Refinement and Coarsening of Prismatic Polyhedraon (PUMA) algorithm for the isotropic refinement and subsequent coarsening of general polyhedral cells. This allows simulations to leverage the full flexibility of polyhedral meshes for adaptive mesh refinement, while retaining the benefits of an improved accuracy-to-computational cost ratio.
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