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Reliability Analysis for Repairable Multistate Two-Unit Series Systems When Repair Time Can Be Neglected

机译:可忽略维修时间的可维修多态两单元串联系统的可靠性分析

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摘要

A model for two-unit series multistate Markov repairable systems with repair time omission is developed based on a model for single-unit multistate Markov repairable systems. In the model, each component has three states: perfect operation, minor failure, and complete failure. Repair time for a complete failure, if it is sufficiently short (no longer than a critical value), does not affect the system operation. The critical value is first supposed to be a constant, and then to be a nonnegative random variable. Some reliability indexes, such as the instantaneous availability, the steady-state availability, and the mean time to first failure, are given. Finally, some numerical examples are presented to illustrate the results obtained in the paper.
机译:基于单单元多状态马尔可夫可修复系统的模型,建立了具有维修时间遗漏的两单元串联多状态马尔可夫可修复系统的模型。在模型中,每个组件都具有三种状态:完美运行,轻微故障和完全故障。如果完全故障的修复时间足够短(不超过临界值),则不会影响系统运行。临界值首先应假定为常数,然后应为非负随机变量。给出了一些可靠性指标,例如瞬时可用性,稳态可用性以及首次故障的平均时间。最后,给出了一些数值示例来说明本文中获得的结果。

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