不完全覆盖多状态系统的可靠性和灵敏度分析

A. Shrestha, L. Xing, S. Amari
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引用次数: 5

摘要

多状态系统(MSS)是一种系统,其中系统及其组件可能表现出从完美运行到完全失败的多种性能水平(或状态)。MSS通常设计有足够的冗余。但是,恢复机制可能会失败,从而导致未发现的故障在整个系统中传播,并导致整个系统故障。这种现象称为不完全覆盖(IPC)。在本文中,我们提出了一种基于多状态多值决策图(MMDD)和条件概率的组合方法,用于IPC下MSS的可靠性和敏感性/重要性分析。通过对IPC下的一个MSS实例的分析,说明基于mmdd的方法的优点和应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reliability and sensitivity analysis of imperfect coverage multi-state systems
A multi-state system (MSS) is a system in which both the system and its components may exhibit multiple performance levels (or states) varying from perfect operation to complete failure. MSS are usually designed with sufficient redundancies. However, the recovery mechanisms can fail such that an uncovered fault can propagate through the system, and lead to an entire system failure. This phenomenon is known as imperfect coverage (IPC). In this paper, we propose a combinatorial methodology based on multi-state multi-valued decision diagrams (MMDD) and conditional probability for the reliability and sensitivity/importance analysis of MSS subject to IPC. The advantages and application of the MMDD-based method will be illustrated through analysis of an example MSS subject to IPC.
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