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首页> 外文期刊>Transactions of the American nuclear society >Parametric Analysis and Optimization using Multivariate Regression Analysis and Genetic Algorithms
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Parametric Analysis and Optimization using Multivariate Regression Analysis and Genetic Algorithms

机译:使用多元回归分析和遗传算法进行参数分析和优化

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摘要

Parametric analysis and optimization of a specific set of neutronics parameters of a thorium-fueled pressurized heavy water reactor core fuel has been performed using Genetic Algorithms (GA), and a multivariate regression method. This work performs a detailed pin-cell analysis of a seed-blanket configuration, where the seed is composed of natural uranium, and the blanket is composed of thorium. Through this work, we fulfill the following objectives: Firstly, identify, and analyze the behavior of core parameters in the reactor design of breed-and-burn type thorium fuel. Secondly, determine an optimized combination of the pitch-to-diameter ratio (- ratio), and material composition to satisfy a set of neutronics objectives. Finally, explore a novice optimization method using an integration of GA and predictive analysis using a regression model. Regression analysis is done using, recursive partitioning of decision trees (rpart) multivariate regression model. Reactor designs are usually complex and a simulation needs a significantly large amount of time to execute, hence implementation of GA or any other global optimization techniques by itself is not feasible, therefore we present a new method of using rpart in conjunction with GA. Due to using rpart, we do not necessarily need to run the neutronics simulation for all the inputs generated from the GA module rather, run the simulations for a predefined set of inputs, build a regression to the input and the output parameters, and then use this to predict the output parameters for the inputs generated by GA. The rpart model is implemented as a library using R programming language, and the neutronics model, design and analysis has been done using Serpent 1.1.19 Monte Carlo code.
机译:已经使用遗传算法(GA)和多元回归方法对a燃料加压重水反应堆堆芯燃料的一组特定的中子学参数进行了参数分析和优化。这项工作对种子-毯子结构进行了详细的针孔分析,其中种子由天然铀组成,而毯子由th组成。通过这项工作,我们实现了以下目标:首先,确定并分析增殖燃烧型or燃料的反应堆设计中核心参数的行为。其次,确定螺距直径比(-比率)和材料成分的优化组合,以满足一组中子学目标。最后,探索使用遗传算法和回归模型进行预测分析相结合的新手优化方法。回归分析是使用决策树(rpart)多元回归模型的递归划分完成的。反应堆设计通常很复杂,并且仿真需要大量时间来执行,因此单独实现GA或任何其他全局优化技术是不可行的,因此,我们提出了将rpart与GA结合使用的新方法。由于使用了rpart,我们不必对GA模块生成的所有输入都进行中子学模拟,而是对一组预定义的输入进行模拟,对输入和输出参数进行回归,然后使用以此来预测GA生成的输入的输出参数。 rpart模型使用R编程语言实现为一个库,并且使用Serpent 1.1.19 Monte Carlo代码完成了中子学模型,设计和分析。

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  • 来源
    《Transactions of the American nuclear society》 |2015年第6期|148-152|共5页
  • 作者单位

    Department of Nuclear Engineering, Texas A&M University 3133, TAMU, College Station, TX, 77843;

    Department of Nuclear Engineering, Texas A&M University 3133, TAMU, College Station, TX, 77843;

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