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首页> 外文期刊>Annals of nuclear energy >Stochastic uncertainty quantification for safety verification applications in nuclear power plants
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Stochastic uncertainty quantification for safety verification applications in nuclear power plants

机译:核电厂安全验证应用中的随机不确定性量化

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摘要

There is an increasing interest in computational reactor safety analysis to systematically replace the conservative calculations by best estimate calculations augmented by quantitative uncertainty analysis methods. This has been necessitated by recent regulatory requirements that have permitted the use of such methods in reactor safety analysis. Stochastic uncertainty quantification methods have shown great promise as they are better suited to capture the complexities in real engineering problems. With advances in computational capabilities in recent times, these methods when utilized would provide distributions of safety important parameters computed by thermal hydraulic codes. In this study, a transient is simulated with a best estimate thermal hydraulic code, CATHENA. Stochastic uncertainty quantification and sensitivity analysis were performed using the OPENCOSSAN software which is based on the Monte Carlo method. The uncertainty and sensitivity analyses results were then utilized to update the dynamic Fault Semantic Network for safety verification. The effect of uncertainty in two input parameters (initial temperature and pressure) was investigated by analyzing the probability distribution of two output parameters. The first four moments of the output pressure and fuel pin temperature were computed and analyzed. The uncertainty in output pressure was 0.087% and 0.048% was found for the fuel pin temperature. These results are expected to provide insight for safety analyses by their utilization in updating the dynamic FSN. (C) 2017 Elsevier Ltd. All rights reserved.
机译:对计算反应堆安全性分析的兴趣日益浓厚,以通过最佳不确定性分析方法增强的最佳估计值系统地替代保守性计算。最近的监管要求已使之必要,该要求已允许在反应堆安全性分析中使用此类方法。随机不确定性量化方法已显示出巨大的希望,因为它们更适合捕获实际工程问题中的复杂性。随着近来计算能力的进步,这些方法在使用时将提供由热液压代码计算的安全重要参数的分布。在本研究中,使用最佳估计的热工代码CATHENA对瞬态进行了仿真。使用基于蒙特卡洛方法的OPENCOSSAN软件进行随机不确定性定量和敏感性分析。然后将不确定性和灵敏度分析结果用于更新动态故障语义网络以进行安全验证。通过分析两个输出参数的概率分布,研究了两个输入参数(初始温度和压力)中不确定性的影响。计算并分析了输出压力和燃料销温度的前四个力矩。输出压力的不确定度为0.087%,燃油销温度的不确定度为0.048%。这些结果有望通过更新动态FSN来为安全性分析提供见识。 (C)2017 Elsevier Ltd.保留所有权利。

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