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Novel efficient method for structural reliability analysis using hybrid nonlinear conjugate map-based support vector regression

机译:基于混合非线性共轭地图的支持向量回归的结构可靠性分析的新型高效方法

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The estimation of the failure probability for complex systems is a crucial issue for sustainability. Reliability analysis methods are needed to be developed to provide accurate estimations of the safety levels for the complex systems and structures of today. In this paper, a novel hybrid framework for the reliability analysis of engineering systems and structures is extended to reduce the computational burden. The proposed hybrid framework is named as SVR-CFORM and consists of coupling two parts: the first is an enhanced first-order reliability method (FORM) using nonlinear conjugate map (CFORM); the second is an artificial intelligence technique called support vector regression (SVR). The conjugate FORM (CFORM) is adaptively formulated to improve the robustness of the original iterative FORM algorithm, whereas the SVR technique is used to enhance the efficiency of the reliability analysis by reducing the computational burden. The performance of the proposed SVR-CFORM formulation is compared in terms of efficiency and robustness with several FORM formulas (i.e. HL-RF, directional stability transformation method, conjugate HL-RF and finite step length) through different numerical/structural reliability examples. Results indicate that the proposed SVR-CFORM formulation is more accurate and efficient than other reliability methods. Based on the comparative analysis results, the SVR technique can highly reduce the computational costs and accurately model the response of complex performance functions, while the iterative CFORM formulation found to provide stable and robust reliability index results compared to the others reliability methods. (C) 2021 ElsevierB.V. All rights reserved.
机译:复杂系统失败概率的估计是可持续性的至关重要问题。需要开发可靠性分析方法,以便为当今复杂系统和结构提供准确的安全水平的准确估计。本文延长了工程系统和结构可靠性分析的新型混合框架,以减少计算负担。该提议的混合框架被命名为SVR-CForm,包括耦合两部分:第一个是使用非线性共轭图(CForm)的增强的一阶可靠性方法(表格);第二是一种称为支持向量回归(SVR)的人工智能技术。共轭形式(CForm)被自适应地配方以改善原始迭代形式算法的鲁棒性,而SVR技术用于通过降低计算负担来提高可靠性分析的效率。通过不同的数值/结构可靠性实施例将所提出的SVR-CForm制剂的性能与具有多种形式公式(即HL-RF,定向稳定性转换方法,共轭HL-RF和有限步长)的效率和鲁棒性进行比较。结果表明,所提出的SVR-CForm配方比其他可靠性方法更准确,高效。基于比较分析结果,SVR技术可以高度降低计算成本并准确地模拟复杂性能功能的响应,而发现与其他可靠性方法相比提供稳定且稳健的可靠性指数结果。 (c)2021 elsevierb.v。版权所有。

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