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The non-probabilistic reliability-based design optimization based on imperialistic competitive algorithm and interval model

机译:基于帝国竞争算法和区间模型的基于非概率可靠性的设计优化

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Probabilistic and fuzzy reliability-based design optimization (RBDO) all need a large amount of experimental data as the basis. The non-probabilistic RBDO, which need less date information, is a good supplement for the above two methods. In view of the phenomenon that the conventional optimization method may lead to the “interval expansion”, and then make the non-probabilistic reliability inaccurate, in this study a new method was proposed to solve this problem. In this method, a one-dimensional optimization algorithm is introduced into the non-probabilistic RBDO for the first time, and then based on the imperialistic competitive algorithm (ICA) and the interval model a non-probabilistic RBDO model and its sub-model are established. This model adopts a double nested optimization structure, in which the non-probability reliability index is calculated by the iterative method in the inner layer, and in the outer layer the global optimal scheme meeting the reliability requirements is searched using the ICA. In the end, examples demonstrated that the proposed method is fast, accurate and effective.
机译:基于概率和模糊可靠性的设计优化(RBDO)都需要大量的实验数据作为基础。需要较少日期信息的非概率RBDO是上述两种方法的很好的补充。针对传统的优化方法可能导致“区间扩展”,从而使非概率可靠性不准确的现象,本研究提出了一种新的方法来解决该问题。该方法是将一维优化算法首次引入到非概率RBDO中,然后基于帝国竞争算法(ICA)和区间模型,将非概率RBDO模型及其子模型分别引入到模型中。已确立的。该模型采用双层嵌套优化结构,其中通过迭代方法在内层中计算非概率可靠性指标,在外层中使用ICA搜索满足可靠性要求的全局最优方案。最后通过实例证明了该方法是快速,准确,有效的。

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