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A non-probabilistic reliability-based design optimization method for structures based on interval models

机译:基于区间模型的基于非概率可靠性的结构设计优化方法

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A non-probabilistic reliability optimization method for structures with uncertain-but-bounded variables was presented. Based on the interval model description for the uncertain-but-bounded parameters, the non-probabilistic reliability index was used to measure the structural reliability. The optimal design was formulated as a nested two-loop optimization problem. For a nonlinear function, a number of constraints that satisfied the non-probabilistic reliability index were treated as the serial system, and the feasible region of the uncertain parameters was determined by the target non-probabilistic reliability index. The inner optimization method for solving a number of non-probabilistic reliability indices was transformed into the problem of minimizing the functions within the feasible range. For a linear function, the non-probabilistic reliability optimization problem can be transformed into a deterministic optimization problem. The high computational cost of determining the non-probabilistic reliability was greatly reduced. Three numerical examples were presented to illustrate the efficiency of the proposed method.
机译:提出了一种不确定但有界变量的结构非概率可靠性优化方法。基于不确定性但有界参数的区间模型描述,使用非概率可靠性指标来衡量结构的可靠性。最优设计被公式化为嵌套的两环优化问题。对于非线性函数,将满足非概率可靠性指标的多个约束视为串行系统,并由目标非概率可靠性指标确定不确定参数的可行范围。解决许多非概率可靠性指标的内在优化方法被转化为使函数在可行范围内最小化的问题。对于线性函数,可以将非概率可靠性优化问题转换为确定性优化问题。确定非概率可靠性的高计算成本大大降低了。给出了三个数值例子,说明了该方法的有效性。

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