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Structural design optimization based on hybrid time-variant reliability measure under non-probabilistic convex uncertainties

机译:非概率凸不确定性下基于混合时变可靠性测度的结构设计优化

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Structural safety assessment issue, considering the influence of uncertain factors, is widely concerned currently. However, uncertain parameters present time-variant characteristics during the entire structural design procedure. Considering materials aging, loads varying and damage accumulation, the current reliability-based design optimization (RBDO) strategy that combines the static/time-invariant assumption with the random theory will be inapplicable when tackling with the optimal design issues for lifecycle mechanical problems. In light of this, a new study on non-probabilistic time-dependent reliability assessment and design under time-variant and time-invariant convex mixed variables is investigated in this paper. The hybrid reliability measure is first given by the first-passage methodology, and the solution aspects should depend on the regulation treatment and the convex theorem. To guarantee the rationality and efficiency of the optimization task, the improved GA algorithm is involved. Two numerical examples are discussed to demonstrate the validity and usage of the presented methodology. (C) 2018 Elsevier Inc. All rights reserved.
机译:考虑到不确定因素的影响,结构安全评估问题是当前引起广泛关注的问题。但是,不确定的参数会在整个结构设计过程中呈现时变特性。考虑到材料的老化,载荷变化和损伤累积,当解决生命周期机械问题的最佳设计问题时,将静态/时不变假设与随机理论相结合的当前基于可靠性的设计优化(RBDO)策略将不适用。有鉴于此,本文研究了时变和时不变凸混合变量下非概率时变可靠性评估和设计的新研究。混合可靠性度量首先由首次通过方法给出,而解决方案方面应取决于调节处理和凸定理。为了保证优化任务的合理性和效率,采用了改进的遗传算法。讨论了两个数值示例,以证明所提出方法的有效性和用法。 (C)2018 Elsevier Inc.保留所有权利。

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