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Mesh Optimization via Error Sampling and Synthesis: An Update

机译:通过错误采样和综合进行网格优化:更新

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The Mesh Optimization via Error Sampling and Synthesis (MOESS) algorithm is a method for controlling a local error indicator through anistropic mesh adaptation. The core principle of MOESS is the construction of local error models via a local sampling process which are then optimized to produce a mesh metric and, in combination with a metric-based mesher, a new mesh. The original application of the MOESS method was with discontinuous finite element discretizations. The aim of this paper is to summarize: (1) the extension of the method to continuous finite element discretizations and (2) various robustness improvements.
机译:通过误差采样和综合的网格优化(MOESS)算法是一种通过各向异性网格自适应控制局部误差指标的方法。 MOESS的核心原理是通过局部采样过程构建局部误差模型,然后对该局部误差模型进行优化以生成网格度量,并与基于度量的网格划分器结合使用新的网格。 MOESS方法的最初应用是不连续的有限元离散化。本文的目的是总结:(1)该方法扩展到连续有限元离散化(2)各种鲁棒性改进。

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