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Assessment of Safety-related Systems using Markov Model

机译:利用马尔可夫模型评估安全相关系统

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IEC 61508 requires the establishment of a safety integrity level for any safety-related system to mitigate risk. The purpose of safety integrity level is to establish acceptable probability of failure on demand. The standard cites the quantitative techniques to be used to calculate the probability of failure on demand. However, the average probability of failure on demand (PFD_(avg)) is interpreted as steady state unavailability and the equations used for calculating the PFD_(avg) are obtained as unavailability. In practical applications, a system may fail right after a proof test, right before the proof test or at any time in proof test interval. In such a circumstance, the system will not reach steady state. In this paper, the failure modes of safety-related systems are analysed. In addition, Markov method is introduced to perform the quantitative analysis through the detailed mathematical derivation.
机译:IEC 61508要求为任何安全相关系统建立安全完整性水平,以减轻风险。安全完整性水平的目的是建立可接受的失败概率。标准引用用于计算失败需求的概率的定量技术。然而,按需失败的平均概率(PFD_(AVG))被解释为稳定状态不可用,并且获得用于计算PFD_(AVG)的方程是不可用的。在实际应用中,在证明测试之前或在证明测试间隔的任何时间进行证明测试后,系统可能会失败。在这种情况下,系统不会达到稳定状态。本文分析了安全相关系统的故障模式。此外,引入马尔可夫方法以通过详细的数学推导来执行定量分析。

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