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An equivalent loads method for non-probabilistic reliability-based topology optimization of geometrically nonlinear structures

机译:基于非概率可靠性的几何非线性结构拓扑优化的等效载荷方法

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A novel method for geometrically nonlinear non-probabilistic reliability-based topology optimization is proposed based on equivalent loads for uncertainties. Different from the original definition of equivalent loads, the equivalent loads are redefined to consider geometrically nonlinearities and uncertainties. In the new definition, equivalent loads for uncertainties can generate the same interval displacement response field in linear static analysis as actual loads of nonlinear static analysis. Based on the interval non-probabilistic reliability index, the linear reliability optimization model is formulated using the new equivalent loads for uncertainties. In order to avoid directly solving the nested double-loop reliability optimization problem, the performance measure approach is utilized to convert constraints on the reliability index into constraints on the concerned performance. A couple of standard examples are presented to validate the proposed method.
机译:提出了一种基于等效载荷的不确定性几何非线性非概率可靠性拓扑优化新方法。与最初的等效载荷定义不同,等效载荷被重新定义以考虑几何非线性和不确定性。在新定义中,不确定性的等效载荷可以在线性静态分析中产生与非线性静态分析的实际载荷相同的区间位移响应场。基于区间非概率可靠性指标,使用不确定性的新的等效负荷来建立线性可靠性优化模型。为了避免直接解决嵌套的双环可靠性优化问题,利用性能度量方法将可靠性指标的约束转换为对相关性能的约束。给出了几个标准示例来验证所提出的方法。

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