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Assessing small failure probabilities by AK-SS: An active learning method combining Kriging and Subset Simulation

机译:通过AK-SS评估小故障概率:结合了Kriging和子集仿真的主动学习方法

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摘要

With complex performance functions and time-demanding computation of structural responses, the estimation of small failure probabilities is a challenging problem in engineering. Although Subset Simulation (SS) is a powerful tool for small probabilities, the computation amount is still large for time-consuming numerical procedures. Metamodelling is an important approach to increase the computational efficiency for engineering problems, however, a larger set of sample points is required for higher accuracy. This is a time-consuming task when the performance function needs to be numerically evaluated. To address this issue, AK-SS: an active learning method combining Kriging model and SS is proposed in this paper. The efficiency of this new method relies upon the advantages of SS in evaluating small failure probabilities and the Kriging model with active learning and updating characteristic for approximating the true performance function. The proposed method is applied to several benchmark functions in the literature, and to the reliability analysis of a shield tunnel, which requires finite element analysis. The results demonstrated that as compared to the other approaches in literature, AK-SS can provide accurate solutions more efficiently, making it a promising approach for structural reliability analyses involving small failure probabilities, high-dimensional performance functions, and time-consuming simulation codes in practical engineering. (C) 2016 Elsevier Ltd. All rights reserved.
机译:通过复杂的性能函数和结构响应的时间要求计算,小的故障概率的估计是工程上的一个难题。尽管子集仿真(SS)是解决小概率问题的强大工具,但对于耗时的数值过程,计算量仍然很大。元建模是提高工程问题计算效率的重要方法,但是,为了获得更高的精度,需要使用更多的采样点集。当需要对性能函数进行数值评估时,这是一项耗时的工作。为了解决这个问题,本文提出了AK-SS:一种结合了Kriging模型和SS的主动学习方法。这种新方法的效率依赖于SS在评估小故障概率方面的优势以及具有主动学习和更新特性的Kriging模型,以逼近真实性能函数。将该方法应用于文献中的几个基准函数,以及需要有限元分析的盾构隧道的可靠性分析。结果表明,与文献中的其他方法相比,AK-SS可以更有效地提供准确的解决方案,这使其成为一种结构可靠性分析的有前途的方法,该方法涉及较小的失效概率,高维性能函数以及耗时的仿真代码。实用工程。 (C)2016 Elsevier Ltd.保留所有权利。

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