Reliability Analysis of Phased-Mission System in Irrelevancy Coverage Model

Ming-Chang Yang, Dongdong Zhao, Luyao Ye, Siwei Zhou, Jianwen Xiang
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引用次数: 5

Abstract

In a phased-mission system (PMS), an uncovered component fault may lead to a mission failure regardless of the status of other components, and the reliability can be analyzed with traditional imperfect fault coverage model (IFCM). The IFCM, however, only considers the coverage of faulty components. Recently, an irrelevancy coverage model (ICM) is proposed to cover both faulty components and irrelevant components, but the analysis is limited to normal non-phased mission systems. This paper first demonstrates that, the coverage of irrelevant components is also important in PMSs, as an initially relevant component could also become irrelevant later due to the failures of other components, and an uncovered fault of irrelevant component may threaten the whole mission as well. A method to analyze the reliability of PMS in ICM is proposed using sum of disjoint products (SDP) technique. Experimental results demonstrate not only the effectiveness of the proposed reliability analysis method, but also that the ICM can achieve higher reliability than the IFCM for PMSs in general.
不相关覆盖模型下分阶段任务系统可靠性分析
在分阶段任务系统(PMS)中,一个未发现的部件故障可能会导致任务失败,而与其他部件的状态无关,因此可以使用传统的不完全故障覆盖模型(IFCM)来分析可靠性。然而,IFCM只考虑故障部件的覆盖范围。近年来,人们提出了一种不相关覆盖模型(ICM),可以覆盖故障部件和不相关部件,但其分析仅限于正常的非阶段任务系统。本文首先证明了不相关组件的覆盖在pms中也很重要,因为最初相关的组件可能会由于其他组件的故障而变得不相关,并且不相关组件的未发现故障也可能威胁到整个任务。提出了一种利用不相交积和(SDP)技术分析ICM中PMS可靠性的方法。实验结果证明了所提出的可靠性分析方法的有效性,而且总体而言,ICM比IFCM对PMSs具有更高的可靠性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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