Reliability analysis of ((e, f), k, l c )/(m, n):F system under multiple failure using universal generating function

K. Meenakshi, S. B. Singh
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引用次数: 0

Abstract

In this paper ((e, f), k, lc)/(m, n):F system is taken for study under multiple failures. The target system has m and n rows and columns respectively. System fails if any (e, f) sub-matrices fail or any k components fail or consecutive l2 components within any m rows or n columns fail out of (m, n) matrix. A Markov stochastic process has been applied to obtain probability of components of the systems. Reliability indices such as reliability, mean time to failure and sensitivity analysis of the considered system have been evaluated with the help of universal generating function. Finally, a numerical example is taken to demonstrate the model.
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用通用生成函数分析((e,f),k,lc)/(m,n):f系统在多重故障下的可靠性
本文以((e,f),k,lc)/(m,n):f系统为研究对象,研究了其在多故障情况下的性能。目标系统分别具有m行和n列。如果任何(e,f)个子矩阵失败或任何k个分量失败或任何m行或n列内的连续l2个分量从(m,n)矩阵中失败,则系统失败。应用马尔可夫随机过程来获得系统组成部分的概率。在通用生成函数的帮助下,对所考虑系统的可靠性、平均失效时间和灵敏度分析等可靠性指标进行了评估。最后,通过算例对模型进行了验证。
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来源期刊
International Journal of Reliability and Safety
International Journal of Reliability and Safety Engineering-Safety, Risk, Reliability and Quality
CiteScore
1.00
自引率
0.00%
发文量
1
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