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Topology Optimization of Compliant Mechanisms Using the Improved Quadrilateral Discretization Model

机译:使用改进的四边形离散化模型的顺应机构的拓扑优化

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摘要

The improved quadrilateral discretization model for the topology optimization of compliant mechanisms is introduced in this paper. The design domain is discretized into quadrilateral design cells and each quadrilateral design cell is further subdivided into triangular analysis cells. All kinds of dangling quadrilateral design cells and sharp-corner triangular analysis cells are removed in the improved quadrilateral discretization model to promote the material utilization. Every quadrilateral design cell or triangular analysis cell is either solid or void to implement the discrete topology optimization and eradicate the topology uncertainty caused by intermediate material states. The local stress constraint is directly imposed on each triangular analysis cell to make the synthesized compliant mechanism safe. The binary bit-array genetic algorithm is used to search for the optimal topology to circumvent the geometrical bias against the vertical design cells. Two topology optimization examples of compliant mechanisms are solved based on the proposed improved quadrilateral discretization model to verify its effectiveness.
机译:本文介绍了一种改进的四边形离散化模型,用于顺应性机构的拓扑优化。将设计域离散为四边形设计单元,并将每个四边形设计单元进一步细分为三角形分析单元。在改进的四边形离散模型中删除了各种悬空的四边形设计单元和尖角三角形分析单元,以提高材料利用率。每个四边形设计单元或三角形分析单元都是实心的或空的,以实现离散的拓扑优化并消除由中间材料状态引起的拓扑不确定性。局部应力约束直接施加在每个三角形分析单元上,以使合成的柔顺机构安全。二进制位阵列遗传算法用于搜索最佳拓扑,以规避针对垂直设计单元的几何偏差。基于提出的改进的四边形离散化模型,解决了兼容机制的两个拓扑优化示例,以验证其有效性。

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