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Mesh Generation for Symmetrical Geometries
2005Symmetries are not only fascinating, but they can also be exploited when designing numerical algorithms and data structures for scientific engineering problems in symmetrical domains. Geometrical symmetries are studied, particularly in the context of so called equivariant operators, which are relevant to a wide range of numerical applications. In
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Automatic generation of transitional meshes
International Journal for Numerical Methods in Engineering, 2001AbstractAdvances in commercial computer‐aided design software have made finite element analysis with three‐dimensional solid finite elements routinely available. Since these analyses usually confine themselves to those geometrical objects for which particular CAD systems can produce finite element meshes, expanding the capability of analyses becomes an
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Reinforcement learning for automatic quadrilateral mesh generation: A soft actor–critic approach
Neural Networks, 2023Cheng Gengdong, Jingwei Huang
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Geometry and Topology for Mesh Generation
2001The book combines topics in mathematics (geometry and topology), computer science (algorithms), and engineering (mesh generation). The motivation for these topics is the difficulty, both conceptually and in the technical execution, of combining elements of combinatorial and of numerical algorithms.
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Efficient Mesh Generation and Deformation for Aerodynamic Shape Optimization
AIAA Journal, 2021Ping He +2 more
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Adaptive triangular–quadrilateral mesh generation
International Journal for Numerical Methods in Engineering, 1998Houman BOROUCHAKI, Pascal J Frey
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A Study of Monitor Functions for Two-Dimensional Adaptive Mesh Generation
SIAM Journal of Scientific Computing, 1999Weizhang Huang +2 more
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