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Reliability and maintenance modeling for competing risk processes with Weibull inter-arrival shocks

机译:具有威布尔到达间隔冲击的竞争风险过程的可靠性和维护模型

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In this paper, a new Weibull inter-arrival shock process is proposed for modeling the competing risk process. The dependent competing failure/risk processes exists in many systems and the reliability modeling for those processes has attracted much attention in the recent years. However, the arrivals of random shocks are usually modeled as Poisson process which indicates the constant hazard rate of shock inter-arrival time. Our proposed Weibull inter-arrival shock process generalized the Poisson shock process and can deal with the cases when the shock count data are over-dispersion or under-dispersion. On the other hand, the dependency between the soft failure process and hard failure process is emphasized by assuming the linear dependent damage size. In four different hard failure models, analytic forms of the reliability functions are derived by using the polynomial expansion. The maintenance optimization for the developed model is discussed under different shock failure mechanisms. Numerical examples based on a micro-engine are also presented to illustrate the proposed model. (C) 2019 Elsevier Inc. All rights reserved.
机译:在本文中,提出了一种新的威布尔到达间冲击过程,用于对竞争风险过程进行建模。依赖的竞争性失败/风险过程存在于许多系统中,近年来,这些过程的可靠性建模引起了很多关注。然而,随机冲击的到来通常被建模为泊松过程,这表明冲击到达间隔时间的恒定危险率。我们提出的Weibull到达间冲击过程推广了Poisson冲击过程,并且可以处理冲击计数数据过度分散或分散不足的情况。另一方面,通过假定线性相关损伤大小来强调软破坏过程和硬破坏过程之间的依赖性。在四个不同的硬失效模型中,通过使用多项式展开来导出可靠性函数的解析形式。在不同的冲击破坏机制下讨论了开发模型的维护优化。还给出了基于微引擎的数值示例来说明所提出的模型。 (C)2019 Elsevier Inc.保留所有权利。

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