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首页> 外文期刊>Journal of loss prevention in the process industries >A novel tool for Bayesian reliability analysis using AHP as a framework for prior elicitation
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A novel tool for Bayesian reliability analysis using AHP as a framework for prior elicitation

机译:使用AHP作为先前诱因的框架贝叶斯可靠性分析的新型工具

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摘要

Quantitative risk assessment (QRA) is a powerful and popular technique to support risk-based decisions. Unfortunately, QRAs are often hampered by significant uncertainty in the frequency of failure estimation for physical assets. This uncertainty is largely due to lack of quality failure data in published sources. The failure data may be limited, incompatible and/or outdated. Consequently, there is a need for robust methods and tools that can incorporate all available information to facilitate reliability analysis of critical assets such as pipelines, pressure vessels, rotating equipment, etc. This paper presents a novel practical approach that can be used to help overcome data scarcity issues in reliability analysis. A Bayesian framework is implemented to cohesively integrate objective data with expert opinion with the aim toward deriving time to failure distributions for physical assets. The Analytic Hierarchy Process is utilized to aggregate time to failure estimates from multiple experts to minimize biases and address inconsistencies in their estimates. These estimates are summarized in the form of informative priors that are implemented in a Bayesian update procedure for the Weibull distribution. The flexibility of the proposed methodology allows for efficiently dealing with data limitations. Application of the proposed approach is illustrated using a case study.
机译:量化风险评估(QRA)是一种强大而流行的技术,可支持基于风险的决策。不幸的是,QRA通常会受到物理资产失败估计频率的显着不确定性的阻碍。这种不确定性主要是由于出版来源缺乏质量失败数据。故障数据可能是有限的,不兼容和/或过时的。因此,需要稳健的方法和工具,可以纳入所有可用信息,以促进诸如管道,压力容器,旋转设备等的关键资产的可靠性分析。本文提出了一种可用于帮助克服的新颖实用方法可靠性分析中的数据稀缺问题。将贝叶斯框架实施,以涵盖与专家意见的客观数据,旨在导出物理资产的失效分布时间。分析层次过程用于汇总到多个专家的故障估计的时间,以最大限度地减少偏差和地址在其估计中的不一致。这些估计总结为在Weibull分配的贝叶斯更新程序中实施的信息前锋的形式。所提出的方法的灵活性允许有效地处理数据限制。使用案例研究说明所提出的方法的应用。

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