Highl'/> Super parametric convex model and its application for non-probabilistic reliability-based design optimization
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Super parametric convex model and its application for non-probabilistic reliability-based design optimization

机译:超参数凸模型及其在基于非概率可靠性的设计优化中的应用

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HighlightsA general hyper parametric convex model is created.The minimum volume method is developed to select the type of hyper parametric convex model properly.Nominal value and advanced nominal value methods are proposed simultaneously to perform the non-probabilistic analysis effectively.Effective non-probabilistic reliability-based design optimization approach is developed based on advanced nominal value method.AbstractIn this study, we attempt to propose a new super parametric convex model by giving the mathematical definition, in which an effective minimum volume method is constructed to give a reasonable enveloping of limited experimental samples by selecting a proper super parameter. Two novel reliability calculation algorithms, including nominal value method and advanced nominal value method, are proposed to evaluate the non-probabilistic reliability index. To investigate the influence of non-probabilistic convex model type on non-probabilistic reliability-based design optimization, an effective approach based on advanced nominal value method is further developed. Four examples, including two numerical examples and two engineering applications, are tested to demonstrate the superiority of the proposed non-probabilistic reliability analysis and optimization technique.
机译: 突出显示 已创建一个通用的超参数凸模型。 开发了最小体积方法以正确选择超参数凸模型的类型。 标称值同时提出了先进的名义价值方法,以有效地执行非概率分析。 基于高级标称值方法,开发了基于有效非概率可靠性的设计优化方法。 < / ce:list-item> 摘要 在这项研究中,我们尝试通过给出数学定义来提出一个新的超参数凸模型,其中构造有效的最小体积方法,以通过选择合适的超参数来合理封装有限的实验样品。提出了两种新的可靠性计算算法,包括标称值方法和高级标称值方法,以评估非概率可靠性指标。为了研究非概率凸模型类型对基于非概率可靠性的设计优化的影响,进一步发展了一种基于高级标称值法的有效方法。测试了四个示例,包括两个数值示例和两个工程应用,以证明所提出的非概率可靠性分析和优化技术的优越性。

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