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A dynamic barriers implementation in Bayesian-based bow tie diagrams for risk analysis

机译:基于贝叶斯的领结图中的动态障碍实现,用于风险分析

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Bow tie diagrams have become popular methods in risk analysis and safety management. This tool describes graphically, in the same scheme, the whole scenario of an identified risk and its respective preventive and protective barriers. The major problem with bow tie diagrams is that they remain limited by their technical level and by their restriction to a graphical representation of different scenario without any consideration to the dynamic aspect of real systems. Recently we have proposed a new Bayesian approach to construct bow tie diagrams for risk analysis [1]. This approach learns the bow tie structure from real data and improves them by adding a new numerical component allowing us to model in a more realistic manner the system behavior. In this paper we propose to extend this approach by adding the barriers implementation in order to construct the whole bow ties. To this end we will use the numerical component, previously defined in the learning phase, and the analytic hierarchical process (AHP).
机译:领结图已成为风险分析和安全管理中的流行方法。该工具在相同的方案中以图形方式描述了已识别风险的整体情况及其相应的预防和保护性障碍。领结图的主要问题在于,它们仍然受其技术水平和对不同情况的图形表示的限制,而没有考虑实际系统的动态方面。最近,我们提出了一种新的贝叶斯方法来构建用于风险分析的领结图[1]。这种方法从实际数据中学习领结结构,并通过添加一个新的数值组件对其进行改进,从而使我们能够以更实际的方式对系统行为进行建模。在本文中,我们建议通过添加障碍实现方式来扩展此方法,以构建整个领结。为此,我们将使用先前在学习阶段定义的数字分量以及层次分析法(AHP)。

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