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Topology-optimization of Structures Based on the MLPG Mixed Collocation Method

机译:基于MLPG混合配置方法的结构拓扑优化。

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摘要

The Meshless Local Petrov-Galerkin (MLPG) "mixed collocation" method is applied to the problem of topology-optimization of elastic structures. In this paper, the topic of compliance minimization of elastic structures is pursued, and nodal design variables which represent nodal volume fractions at discretized nodes are adopted. A so-called nodal sensitivity filter is employed, to prevent the phenomenon of checkerboarding in numerical solutions to the topology-optimization problems. The example results presented in the paper demonstrate the suitability and versatility of the MLPG "mixed collocation" method, in implementing structural topology-optimization.
机译:无网格局部Petrov-Galerkin(MLPG)“混合搭配”方法应用于弹性结构的拓扑优化问题。本文以弹性结构的柔度最小化为主题,并采用代表离散节点节点体积分数的节点设计变量。为了防止在拓扑优化问题的数值解中出现棋盘格现象,采用了所谓的节点敏感度滤波器。本文提出的示例结果证明了MLPG“混合搭配”方法在实现结构拓扑优化中的适用性和多功能性。

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