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Stochastic outlook of two non-identical unit parallel system with priority in repair

机译:优先维修的两个异机并联系统的随机性

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AbstractThe crux of the study is to investigate a two non-identical unit parallel system where priority is given to first unit. The system consists of two non-identical units arranged in parallel configuration. System failure occurs when both the units stop Working. Weibull failure and repair time distributions of each unit are taken. Several measures of system effectiveness, such as reliability, MTSF, steady state availability, expected profit etc., useful to system managers are obtained by using regenerative point technique. Further, recognizing the fact that the life testing experiments are very time consuming, the parameters representing the reliability characteristics of the system/unit are assumed to be random variables. Both informative and non-informative prior are used for the Bayesian analysis. Therefore, a simulation study is also conducted for analysing the considered system model both in classical and Bayesian setups.
机译:摘要研究的重点是研究两个优先级最高的单元并行系统。该系统由两个平行配置的不同单元组成。当两个单元都停止工作时,就会发生系统故障。得出每个单元的威布尔故障和维修时间分布。通过使用再生点技术,可以获得对系统管理员有用的几种系统有效性度量,例如可靠性,MTSF,稳态可用性,预期利润等。此外,认识到寿命测试实验非常耗时的事实,将表示系统/单元的可靠性特征的参数假定为随机变量。信息性先验和非信息性先验都用于贝叶斯分析。因此,还进行了仿真研究,以分析经典和贝叶斯设置中考虑的系统模型。

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