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Reliability analysis for a Wiener degradation process model under changing failure thresholds

机译:失效阈值不断变化下的维纳退化过程模型的可靠性分析

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Wiener degradation processes with fixed failure threshold have recently received extensive applications due to their desirable mathematical properties. However, a system may experience various environments during the overall degradation life cycle. This may lead to abrupt changes of both the failure thresholds and drift parameters due to the fluctuation of endurance of the deterioration system. Motivated by the practical needs of such multi-phase degradation systems, in this paper, a multi-phase degradation model based on the Wiener process is developed to describe the phenomenon of abrupt changes of failure thresholds and drift parameters. Both the two-phase and multi-phase (n = 3) cases are considered under changing failure thresholds and drift parameters in this paper. Analytical expression of system reliability is given for the Wiener process model with two successive different failure thresholds. Meanwhile, a recursive formula is developed to get the analytical expression of system reliability for the Wiener process model with multiple successive different failure thresholds (n = 3). In addition, simulation procedures are carried out to verify the given results. And some numerical examples are presented to illustrate the proposed model. (C) 2017 Elsevier Ltd. All rights reserved.
机译:具有固定故障阈值的维纳降解工艺由于其理想的数学特性,最近得到了广泛的应用。但是,系统在整个降级生命周期中可能会遇到各种环境。由于劣化系统的耐久性的波动,这可能导致故障阈值和漂移参数的突变。基于此类多相退化系统的实际需求,本文基于维纳过程开发了一种多相退化模型,以描述失效阈值和漂移参数突变的现象。在变化的故障阈值和漂移参数下,考虑了两相和多相(n> = 3)情况。给出了具有两个连续不同故障阈值的维纳过程模型的系统可靠性的分析表达式。同时,开发了一个递归公式,以得到具有多个连续不同故障阈值(n> = 3)的Wiener过程模型的系统可靠性的解析表达式。另外,执行仿真程序以验证给定的结果。并给出了一些数值例子来说明所提出的模型。 (C)2017 Elsevier Ltd.保留所有权利。

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