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A simple reliability-based topology optimization approach for continuum structures using a topology description function

机译:基于拓扑描述函数的连续体结构的基于可靠性的简单拓扑优化方法

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摘要

The structural configuration obtained by deterministic topology optimization may represent a low reliability level and lead to a high failure rate. Therefore, it is necessary to take reliability into account for topology optimization. By integrating reliability analysis into topology optimization problems, a simple reliability-based topology optimization (RBTO) methodology for continuum structures is investigated in this article. The two-layer nesting involved in RBTO, which is time consuming, is decoupled by the use of a particular optimization procedure. A topology description function approach (TOTDF) and a first order reliability method are employed for topology optimization and reliability calculation, respectively. The problem of the non-smoothness inherent in TOTDF is dealt with using two different smoothed Heaviside functions and the corresponding topologies are compared. Numerical examples demonstrate the validity and efficiency of the proposed improved method. In-depth discussions are also presented on the influence of different structural reliability indices on the final layout.
机译:通过确定性拓扑优化获得的结构配置可能代表较低的可靠性级别并导致较高的故障率。因此,在拓扑优化中必须考虑可靠性。通过将可靠性分析集成到拓扑优化问题中,本文研究了一种用于连续体结构的简单的基于可靠性的拓扑优化(RBTO)方法。 RBTO中涉及的两层嵌套(这很费时)通过使用特定的优化过程来分离。拓扑描述函数方法(TOTDF)和一阶可靠性方法分别用于拓扑优化和可靠性计算。使用两个不同的平滑Heaviside函数处理TOTDF固有的非平滑性问题,并比较了相应的拓扑。数值算例表明了所提方法的有效性和有效性。还讨论了不同结构可靠性指标对最终布局的影响。

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