低熔点下AP1000峰值包层温度估计的比较机器学习研究

Merouane Najar, He Wang
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引用次数: 0

摘要

为了更真实地估计安全裕度,将最优估计方法(BE)与不确定性量化相结合,即最优估计加不确定性(BEPU)相结合,取代保守估计方法,可以预测熔覆峰温度(PCT)和离核沸腾比(DNBR)等关键安全参数。从这个意义上说,通过数据驱动的方法,开发了一种快速且经济有效的不确定性量化工具,用于预测AP1000反应堆给水损失事故(LOFW)下的PCT。本文包括对不同的回归ML算法进行比较研究,以找到能够以更高的准确率预测PCT的最佳算法。为了生成训练和测试机器学习算法所需的数据,通过将最佳估计代码(RELAP5)与统计工具(RAVEN)相结合,开发了不确定性量化框架。利用RELAP5模拟低水位事故下的热液响应,并利用RAVEN在RELAP5模型中传播一组不确定性参数。使用拉丁超立方体采样(LHS)技术对这些分布进行采样,以生成一组样本案例,并使用RELAP5代码进行模拟。为了获得一个用于训练目的的大型数据库,进行了5 000次运行。研究的算法有线性回归、支持向量机、k近邻(KNN)和随机森林。算法的评价主要取决于平均绝对误差(MAE)和决定系数R2。结果表明,在4种算法中,随机森林预测PCT的准确率达到98.96%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparative Machine Learning Study for Estimating Peak Cladding Temperature in AP1000 Under LOFW
For a more realistic estimation of safety margins, the conservative approach is replaced by integrating the best estimate approach (BE) with uncertainty quantification, the integration which knows as best estimate plus uncertainty (BEPU), which can predict the key safety parameters such as peak cladding temperature (PCT) and departure from nucleate boiling ratio (DNBR), etc. In this sense, a fast and cost-effective tool for uncertainty quantification is developed through a data-driven approach to predict PCT under loss of feedwater accident (LOFW) in AP1000 reactor. This paper includes performing a comparative study between different regression ML algorithms to find the best algorithm which can predict the PCT with higher accuracy. Intent to generate the required data for training and testing the ML algorithm, an uncertainty quantification framework is developed by coupling a best estimate code (RELAP5) with a statistical tool (RAVEN). RELAP5 is used to simulate the thermal-hydraulic response under LOFW accident while a set of uncertainty parameters are propagated through the RELAP5 model using RAVEN. These distributions were sampled using a Latin Hypercube Sampling (LHS) technique to generate sets of sample cases to simulate using the RELAP5 code. 5,000 runs were generated in order to acquire a large database for training purposes. The examined algorithms are linear regression, supported vector machine, k-nearest neighbors (KNN), and random forest. The evaluation of algorithms depends mainly on mean absolute error (MAE) and determination coefficient R2. The result shows that the random forest provides high accuracy in predicting PCT within four algorithms, which reaches 98.96%.
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