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Evolutionary topology optimization using the extended finite element method and isolines

机译:使用扩展有限元法和等值线的进化拓扑优化

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摘要

This study presents a new algorithm for structural topological optimization of two-dimensional continuum structures by combining the extended finite element method (X-FEM) with an evolutionary optimization algorithm. Taking advantage of an isoline design approach for boundary representation in a fixed grid domain, X-FEM can be implemented to improve the accuracy of finite element solutions on the boundary during the optimization process. Although this approach does not use any remeshing or moving mesh algorithms, final topologies have smooth and clearly defined boundaries which need no further interpretation. Numerical comparisons of the converged solutions with standard bi-directional evolutionary structural optimization solutions show the efficiency of the proposed method, and comparison with the converged solutions using MSC NASTRAN confirms the high accuracy of this method.
机译:这项研究提出了一种新的二维连续体结构拓扑优化算法,该算法将扩展有限元方法(X-FEM)与进化优化算法相结合。利用等值线设计方法在固定网格域中进行边界表示,可以在优化过程中使用X-FEM来提高边界上有限元解的精度。尽管此方法不使用任何重新网格化或移动网格算法,但最终拓扑具有平滑且清晰定义的边界,无需进一步解释。收敛解与标准双向演化结构优化解的数值比较表明了该方法的有效性,并且与使用MSC NASTRAN的收敛解进行比较证实了该方法的高精度。

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