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Structural reliability analysis of multiple limit state functions using multi-input multi-output support vector machine

机译:多输入多输出支持向量机的多个极限状态函数的结构可靠性分析

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摘要

Selecting and using an appropriate structural reliability method is critical for the success of structural reliability analysis and reliability-based design optimization. However, most of existing structural reliability methods are developed and designed for a single limit state function and few methods can be used to simultaneously handle multiple limit state functions in a structural system when the failure probability of each limit state function is of interest, for example, in a reliability-based design optimization loop. This article presents a new method for structural reliability analysis with multiple limit state functions using support vector machine technique. A sole support vector machine surrogate model for all limit state functions is constructed by a multi-input multi-output support vector machine algorithm. Furthermore, this multi-input multi-output support vector machine surrogate model for all limit state functions is only trained from one data set with one calculation process, instead of constructing a series of standard support vector machine models which has one output only. Combining the multi-input multi-output support vector machine surrogate model with direct Monte Carlo simulation, the failure probability of the structural system as well as the failure probability of each limit state function corresponding to a failure mode in the structural system can be estimated. Two examples are used to demonstrate the accuracy and efficiency of the presented method.
机译:选择和使用适当的结构可靠性方法对于结构可靠性分析和基于可靠性的设计优化的成功至关重要。但是,大多数现有结构可靠性方法都是针对单个极限状态函数开发和设计的,例如,当每个极限状态函数的失效概率受到关注时,很少有方法可用于同时处理结构系统中的多个极限状态函数。在基于可靠性的设计优化循环中。本文提出了一种使用支持​​向量机技术的具有多个极限状态函数的结构可靠性分析的新方法。通过多输入多输出支持向量机算法构建所有极限状态函数的唯一支持向量机替代模型。此外,这种针对所有极限状态函数的多输入多输出支持向量机替代模型仅通过一个计算过程从一个数据集中进行训练,而不是构建仅具有一个输出的一系列标准支持向量机模型。将多输入多输出支持向量机替代模型与直接蒙特卡洛模拟相结合,可以估算出结构系统的失效概率以及与结构系统中的失效模式相对应的每个极限状态函数的失效概率。使用两个示例来证明所提出方法的准确性和效率。

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