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首页> 外文期刊>American Journal of Mathematics and Statistics >Analysis of a Parallel System with Priority to Maintenance over Repair Subject to Random Shocks
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Analysis of a Parallel System with Priority to Maintenance over Repair Subject to Random Shocks

机译:具有随机冲击的维修优先于维修的并行系统分析

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This paper has been designed with an object to determine reliability measures of a parallel system of two identical units with priority to maintenance over repair subject to random shocks. The unit has a direct failure from normal mode. There is a single server who visits the system immediately to perform maintenance and repair of the system. The unit undergoes for maintenance if it is affected by the impact of shocks while repair of the unit is done if it fails due to the reasons other than shocks. The unit works as new after maintenance and repair. Priority is given to maintenance of the shocked unit over repair of the failed unit. All random variables are statistically independent. The shock and failure times of the unit are exponentially distributed where as the distributions of maintenance and repair times are taken as arbitrary with different probability density functions. The expressions for some important measures of system effectiveness are obtained in steady state using semi-Markov process and regenerative point technique. Giving particular values to various parameters and costs, the results for MTSF, availability and profit function are obtained to depict their graphical behavior with respect to shock rate.
机译:设计本文的目的是确定两个相同单元的并行系统的可靠性措施,其优先级是维护,而不是受到随机冲击的维修。该设备在正常模式下有直接故障。有一个服务器可以立即访问系统以执行系统维护和修理。如果设备受到冲击的影响,则要进行维护;如果由于冲击以外的原因而导致设备发生故障,则要进行维修。维护和修理后,该装置将作为新装置工作。与维修故障单元相比,应优先维修受电击的单元。所有随机变量在统计上都是独立的。单元的冲击和故障时间呈指数分布,其中维护和维修时间的分布被视为具有不同概率密度函数的任意分布。使用半马尔可夫过程和再生点技术,获得了稳态下一些重要的系统有效性度量的表达式。通过为各种参数和成本提供特定的值,可以获得MTSF,可用性和利润函数的结果,以描述其关于冲击率的图形行为。

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