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Two-stage Bayesian models—application to ZEDB project

机译:两阶段贝叶斯模型-应用于ZEDB项目

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A well-known mathematical tool to analyze plant specific reliability data for nuclear power facilities is the two-stage Bayesian model. Such two-stage Bayesian models are standard practice nowadays, for example in the German ZEDB project or in the Swedish T Book, although they may differ in their mathematical models and software implementation. In this paper, we review the mathematical model, its underlying assumptions and supporting arguments. Reasonable conditional assumptions are made to yield tractable and mathematically valid form for the failure rate at plant of interest, given failures and operational times at other plants in the population. The posterior probability of failure rate at plant of interest is sensitive to the choice of hyperprior parameters since the effect of hyperprior distribution will never be dominated by the effect of observation. The methods of Poern and Jeffrey for choosing distributions over hyperparameters are discussed. Furthermore, we will perform verification tasks associated with the theoretical model presented in this paper. The present software implementation produces good agreement with ZEDB results for various prior distributions. The difference between our results and those of ZEDB reflect differences that may arise from numerical implementation, as that would use different step size and truncation bounds.
机译:两阶段贝叶斯模型是一种用于分析核电设施的工厂特定可靠性数据的著名数学工具。这样的两阶段贝叶斯模型是当今的标准实践,例如在德国ZEDB项目或瑞典T书中,尽管它们的数学模型和软件实现可能有所不同。在本文中,我们回顾了数学模型,其基本假设和支持的论据。考虑到人口中其他工厂的故障和运行时间,要对目标工厂的故障率做出合理的条件假设,以得出易于处理且数学上有效的形式。在目标工厂中,故障率的后验概率对超优先参数的选择很敏感,因为超优先分布的影响永远不会受到观察效果的支配。讨论了Poern和Jeffrey选择超参数分布的方法。此外,我们将执行与本文介绍的理论模型相关的验证任务。对于各种先前的发行版,本软件实现与ZEDB结果具有良好的一致性。我们的结果与ZEDB的结果之间的差异反映了可能由于数值实现而产生的差异,因为这将使用不同的步长和截断范围。

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