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Fuzzy Logic for Process Safety Analysis

机译:用于过程安全分析的模糊逻辑

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Fuzzy logic deals with uncertainty and imprecision, and is an efficient tool for problems where knowledge uncertainty may occur. Such situations arise frequently in a quantitative fault and event tree analysis in safety and risk assessment of different processes. The lack of detailed data on failure rates, uncertainties in available data, imprecision and vagueness may lead to uncertainty in results, thus producing an underestimated or overestimated process risk level. This paper explores the application of the fuzzy sets theory for basic tools used in process safety analysis like fault and event tree which can be further used in the "bow-tie approach" for accident scenario risk assessment. In the conventional approach of fault and event tree, the input variables are treated as exact values and exact outcome data are received by an appropriate mathematical approach. In the fuzzy sets approach, all variables are replaced by fuzzy sets in the process of fuzzification and subsequently using fuzzy arithmetic, fuzzy probability of the top event for fault tree, and fuzzy outcome frequency for event tree are calculated. A single value for each of the outcome event result is obtained using one of the defuzzification methods. A typical case study comprising a fault tree for rupture of the isobutane storage tank and the event tree for its consequence is performed and a comparison between the classical approach and fuzzy approach is made.
机译:模糊逻辑涉及不确定性和不精确的倾销,是可能发生知识不确定性的问题的有效工具。这种情况经常出现在不同过程的安全性和风险评估中的定量故障和事件树分析中。缺乏关于失败利率的详细数据,可用数据的不确定性,不确定和模糊可能导致结果中的不确定性,从而产生低估或高估的过程风险水平。本文探讨了对过程安全分析中使用的基本工具的模糊集理论的应用,如故障和事件树,这可以进一步用于“船首领带方法”以进行事故情景风险评估。在故障和事件树的传统方法中,输入变量被视为精确值,并通过适当的数学方法接收精确的结果数据。在模糊集合方法中,所有变量都是通过模糊集合的模糊集,然后使用故障树的顶端事件的模糊算术,计算事件树的模糊结果频率。使用其中一个Defuzzzzification方法获得了每个结果事件结果的单个值。一种典型的案例研究,包括用于异丁烷储罐的破裂的故障树以及其后果的事件树,并且进行了经典方法与模糊方法之间的比较。

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