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Topology optimization of compliant structures and mechanisms using constructive solid geometry for 2-d and 3-d applications

机译:使用建设性实心几何学进行典型结构和机制的拓扑优化2-D和3-D应用

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摘要

This research focuses on the establishment of a constructive solid geometry-based topology optimization (CSG-TOM) technique for the design of compliant structure and mechanism. The novelty of the method lies in handling voids, non-design constraints, and irregular boundary shapes of the design domain, which are critical for any structural optimization. One of the most popular models of multi-objective genetic algorithm, non-dominated sorting genetic algorithm is used as the optimization tool due to its ample applicability in a wide variety of problems and flexibility in providing non-dominated solutions. The CSG-TOM technique has been successfully applied for 2-D topology optimization of compliant mechanisms and subsequently extended to 3-D cases. For handling these cases, a new software framework involving optimization routine for geometry and mesh generation with FEA solver has been developed. The efficacy of the approach has been demonstrated for 2-D and 3-D geometries and also compared with state of the art techniques.
机译:本研究侧重于建立建设性的实体几何形状的拓扑优化(CSG-TOM)技术,用于设计兼容结构和机制。该方法的新颖性在于操纵设计域的空隙,非设计约束和不规则的边界形状,这对于任何结构优化都是至关重要的。其中最受欢迎的多目标遗传算法模型之一,非主导的分类遗传算法用作优化工具,因为它在各种问题中具有充足的适用性和提供非主导解决方案的灵活性。 CSG-TOM技术已成功应用于柔顺机制的2-D拓扑优化,随后扩展到3-D案例。为了处理这些情况,已经开发出一种涉及具有FEA求解器的几何和网格生成优化例程的新软件框架。该方法的功效已经证明了2-D和3-D几何形状,也与现有技术的状态相比。

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