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Quantification of epistemic and aleatory uncertainties in level-1 probabilistic safety assessment studies

机译:1级概率安全性评估研究中的认知和不确定不确定性的量化

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There will be simplifying assumptions and idealizations in the availability models of complex processes and phenomena. These simplifications and idealizations generate uncertainties which can be classified as aleatory (arising due to randomness) and/or epistemic (due to lack of knowledge). The problem of acknowledging and treating uncertainty is vital for practical usability of reliability analysis results. The distinction of uncertainties is useful for taking the reliability/risk informed decisions with confidence and also for effective management of uncertainty. In level-1 probabilistic safety assessment (PSA) of nuclear power plants (NPP), the current practice is carrying out epistemic uncertainty analysis on the basis of a simple Monte-Carlo simulation by sampling the epistemic variables in the model. However, the aleatory uncertainty is neglected and point estimates of aleatory variables, viz., time to failure and time to repair are considered. Treatment of both types of uncertainties would require a two-phase Monte-Carlo simulation, outer loop samples epistemic variables and inner loop samples aleatory variables. A methodology based on two-phase Monte-Carlo simulation is presented for distinguishing both the kinds of uncertainty in the context of availability/reliability evaluation in level-1 PSA studies of NPP.
机译:复杂过程和现象的可用性模型中将简化假设和理想化。这些简化和理想化会产生不确定性,这些不确定性可分为偶然性(由于随机性而引起)和/或认知性(由于缺乏知识)。确认和处理不确定性的问题对于可靠性分析结果的实际可用性至关重要。不确定性的区分对于自信地做出可靠性/风险知情决策以及有效管理不确定性很有用。在核电厂(NPP)的1级概率安全性评估(PSA)中,当前的做法是在简单的蒙特卡洛模拟的基础上,通过对模型中的认知变量进行采样来进行认​​知不确定性分析。然而,忽略了偶然的不确定性,并考虑了偶然变量的点估计,即失效时间和修复时间。两种不确定性的处理都需要两阶段的蒙特卡洛模拟,外环样本认知变量和内环样本偶然变量。提出了一种基于两阶段蒙特卡洛模拟的方法,用于区分NPP的1级PSA研究中可用性/可靠性评估的两种不确定性。

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