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Enhance GO methodology for reliability analysis of the closed- loop system using Cyclic Bayesian Networks

机译:使用循环贝叶斯网络增强GO方法进行闭环系统可靠性分析

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摘要

GO methodology is a success-oriented method for reliability analysis of complex safety critical system, which existing in various fields, such as aircraft carrier, nuclear plant, petrochemical plant, etc. However, the traditional GO methodology is insufficient in modeling the system with feedback signals, which are common in those systems. The challenge lies in modeling the closed-loop feedback process and its algorithms. To address this issue, an approach based on Cyclic Bayesian Networks (CBNs) is presented in this paper to enhance its capability of feedback modeling. In the approach, Type 9 operator is the key element to be introduced to simulate a component with feedback signal, and then the GO model can be cyclic to represent a system with feedback loops; furthermore, we compare the decision capability of the GO and BN methodologies in dynamic structure and uncertainty handling. Considering the complexity of the analysis of the GO method, the cyclic GO model is mapped to its corresponding CBNs according to some mapping rules. And leveraging matured algorithms and toolkit of BNs, we can not only obtain the probability of each node in each state via failure propagation, but also identify critical events given the event occurrence via backward reasoning. Eventually, a case of chemical treatment tank liquid level controlling minus-feedback system is analyzed to demonstrate the approach’s feasibility, and by enhancing the capability with loop structured system modeling, the approach makes GO methodology more practical in more modern complex engineering systems with feedback loops.
机译:GO方法是一种成功的复杂安全关键系统可靠性分析方法,存在于航空母舰,核电站,石化厂等各个领域。但是,传统的GO方法不足以对带有反馈的系统进行建模信号,在那些系统中很常见。挑战在于对闭环反馈过程及其算法进行建模。为了解决这个问题,本文提出了一种基于循环贝叶斯网络(CBN)的方法来增强其反馈建模的能力。在该方法中,类型9算子是要引入的具有模拟具有反馈信号的组件的关键元素,然后GO模型可以循环表示具有反馈回路的系统;此外,我们比较了GO和BN方法在动态结构和不确定性处理方面的决策能力。考虑到GO方法分析的复杂性,根据一些映射规则将循环GO模型映射到其对应的CBN。借助成熟的BN算法和工具包,我们不仅可以通过故障传播获取每个状态下每个节点的概率,还可以通过向后推理在给定事件发生的情况下识别关键事件。最终,分析了一个化学处理池液位控制负反馈系统的案例,以证明该方法的可行性,并且通过使用回路结构化的系统建模增强功能,该方法使GO方法在具有反馈回路的更现代的复杂工程系统中更加实用。 。

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