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Performance Modeling of Fault-Tolerant Machining System with Working Vacation and Working Breakdown

机译:具有工作度假和工作故障的容错加工系统性能建模

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摘要

This study deals with the performance modeling of finite Markov M/M/1/L/WV model for the fault-tolerant machining system (FTMS). The concepts of redundancy along with the provision of dissimilar warm standbys are taken into account in order to maintain the pre-required high reliability of the system. The repairman is allowed to take a vacation in case of no workload of broken down machines. The failed machines are also repaired with slower rate by the repairman during working vacation period. The analytical method, namely matrix method, is implemented for evaluating the transient queue size distribution and closed form expressions of the performance metrics of multi-component FTMS. Moreover, cost function is constructed, which can be further used to control the system cost and other factors. Numerical simulation is also carried out to exhibit the effect of parameters on various system indices.
机译:该研究涉及用于容错加工系统(FTMS)的有限马尔可夫M / M / L / WV型号的性能建模。考虑到冗余冗余概念以及提供异常的温暖备用网络,以维持系统的预先可靠性。在没有破碎机的工作量的情况下,允许修理工休假。在工作度假期间,修理工率也经过速度较慢的机器。分析方法即矩阵方法,实现用于评估多组分FTMS的性能度量的瞬态队列大小分布和闭合形式表达式。此外,构造了成本函数,可以进一步用于控制系统成本和其他因素。还执行了数值模拟,以表现出参数对各种系统指标的影响。

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