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Condition-based maintenance for a deterioration system with shock in dynamic environment

机译:基于条件的动态环境休克劣化系统的维护

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The aim of this paper is to discuss the problem of modelling and optimizing condition-based maintenance policies for a deteriorating system in a dynamical environment. The non-stationary Gamma process and the Generalized Pareto distribution with Poisson arrival are employed to model the wear deterioration and shock damage to the system within the dynamic environment represented by a Markov chain, say covariates. A model similar to the proportional hazards model is used to show the influence of covariates on the deterioration. In the framework of the system under consideration, an appropriate inspection/replacement policy which minimizes the expected average maintenance cost is derived. The average cost under different maintenance policies is analyzed through simulation experiments to compare the policies performances.
机译:本文的目的是探讨在动态环境中为劣化系统进行建模和优化条件的维护政策的问题。非静止的伽玛工艺和与泊松抵达的广义帕鸟分布用于模拟由马尔可夫链代表的动态环境中的系统的磨损恶化和冲击损坏,比如协变者。类似于比例危险模型的模型用于显示协变量对变差的影响。在正在考虑的系统的框架中,得出了适当的检查/替换政策,从而最大限度地提高了预期的平均维护成本。通过模拟实验分析不同维护政策下的平均成本,以比较政策性能。

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