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Reliability and sensitivity analysis of a retrial machine repair problem with warm standbys and imperfect coverage

机译:温暖备用和不完美覆盖的重试机修复问题的可靠性和灵敏度分析

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This study aims at proposing system reliability and sensitivity analysis of a retrial machine repair problem with warm standbys and imperfect coverage. When an operating or warm standby machine fails, it may be immediately detected, located, and replaced with a coverage probability q by a standby if one is available. The Laplace transform technique is adopted to derive two system performance measures, system reliability and mean time to system failure (MTTF). Sensitivity analysis and relative sensitivity are then executed. In order to realize how each system parameter affects performance measures, extensive numerical experiments are designed and the important results are outlined. The results of this study provide a valuable reference for the good design of related real world systems.
机译:本研究旨在提出具有温暖备用和不完全覆盖的重试机修复问题的系统可靠性和敏感性分析。当操作或热备用机器发生故障时,可以立即检测到,所在的,并且如果可用的话,则可以立即检测到并用覆盖概率Q替换。采用拉普拉斯变换技术来推导出两个系统性能测量,系统可靠性和平均时间来系统故障(MTTF)。然后执行敏感性分析和相对灵敏度。为了实现每个系统参数如何影响性能测量,设计了广泛的数值实验,并概述了重要结果。该研究的结果为相关现实世界系统的良好设计提供了有价值的参考。

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