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Hybrid time-variant reliability estimation for active control structures under aleatory and epistemic uncertainties

机译:杀虫和认知不确定性下有源控制结构的混合时间变体可靠性估计

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摘要

Considering that multi-source uncertainties from inherent nature as well as the external environment are unavoidable and severely affect the controller performance, the dynamic safety assessment with high confidence is of great significance for scientists and engineers. In view of this, the uncertainty quantification analysis and time-variant reliability estimation corresponding to the closed-loop control problems are conducted in this study under a mixture of random, interval, and convex uncertainties. By combining the state-space transformation and the natural set expansion, the boundary laws of controlled response histories are first confirmed with specific implementation of random items. For nonlinear cases, the collocation set methodology and fourth Rounge-Kutta algorithm are introduced as well. Enlightened by the first-passage model in random process theory as well as by the static probabilistic reliability ideas, a new definition of the hybrid time-variant reliability measurement is provided for the vibration control systems and the related solution details are further expounded. Two engineering examples are eventually presented to demonstrate the validity and applicability of the methodology developed. (c) 2018 Elsevier Ltd. All rights reserved.
机译:考虑到来自固有性质的多源不确定性以及外部环境是不可避免的并且严重影响控制器性能,具有高信心的动态安全评估对于科学家和工程师来说具有重要意义。鉴于此,在随机,间隔和凸不确定性的混合物下,在该研究中对应于闭环控制问题的不确定量化分析和时变可靠性估计。通过组合状态空间变换和自然集扩展,首先用特定的随机项目执行控制响应历史的边界定律。对于非线性情况,还介绍了搭配集合方法和第四rounge-Kutta算法。在随机过程理论中的第一通道模型和静态概率可靠性思想中的第一通道模型开明,为振动控制系统提供了混合时变形可靠性测量的新定义,并且进一步阐述了相关的解决方案细节。最终提出了两个工程实例以证明所开发方法的有效性和适用性。 (c)2018年elestvier有限公司保留所有权利。

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