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Availability Analysis of Repairable Mechanical Systems Using Analytical Semi-Markov Approach

机译:可修复机械系统的可用性分析半马尔可夫分析

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摘要

The focus of this article is to develop a semi-Markov process-based analytical approach that is faster and more accurate than the simulation approaches used in the existing software programs such as RAPTOR (ARNIC, Annapolis, MD), BlockSim (Reliasoft, Tucson, AZ), etc., for system availability analysis. The steady-state solution of the semi-Markov process (SMP) model provides system availability. For mechanical systems and their components, the degradation rate increases with the aging process. A Wei-bull distribution for the time to failure is appropriate for such systems. The semi-Markov model does capture dependencies of the repairable system. A steady-state solution was obtained by a two-stage analytical approach, which was validated by Monte Carlo simulation.
机译:本文的重点是开发一种基于半Markov过程的分析方法,该方法比RAPTOR(ARNIC,Annapolis,MD),BlockSim(Reliasoft,Tucson, AZ)等,用于系统可用性分析。半马尔可夫过程(SMP)模型的稳态解决方案可提供系统可用性。对于机械系统及其组件,降解率会随着时效过程的增加而增加。失效时间的威布尔分布适用于此类系统。半马尔可夫模型确实捕获了可修复系统的依赖性。通过两阶段分析方法获得了稳态解,并通过蒙特卡罗模拟对其进行了验证。

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