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Reliability computing method combined with compressed storage and Krylov subspace for phased-mission system

机译:可靠性计算方法与阶段任务系统的压缩存储和Krylov子空间相结合

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摘要

Application of the Markov approach in the reliability analysis of phased-mission systems (PMS) may encounter the problem of state space explosion. In this paper, a relationship is derived to compute the non-zero elements of the transition rate matrix (TRM) of a Markov model on the basis of the states binary description. Moreover, a TRM compressed storage scheme (TRMCS) is proposed, and an algorithm for matrix vector multiplication under TRMCS is presented. A method to solve the state probability vector using the Krylov subspace is proposed. The performance and the effectiveness of the proposed methods are demonstrated through a typical example.
机译:Markov方法在相控使任务系统(PMS)可靠性分析中的应用可能会遇到状态太空爆炸问题。在本文中,导出基于状态二进制描述计算Markov模型的过渡率矩阵(TRM)的非零元素。此外,提出了一种TRM压缩存储方案(TRMC),并呈现了TRMC下矩阵向量乘法的算法。提出了使用Krylov子空间解决状态概率向量的方法。通过典型的例子证明了所提出的方法的性能和有效性。

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