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Coarse-Mesh Angular Dependent Rebalance Acceleration of the Method of Characteristics in x-y Geometry

机译:x-y几何特征方法的粗网格角相关重平衡加速

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摘要

As the nuclear reactor core becomes more complex, heterogeneous, and geometrically irregular, the method of characteristics (MOC) is gaining popularity in neutron transport calculations. However, the long computing times require good acceleration methods. In this paper, the concept of coarse-mesh angular dependent rebalance (CMADR) acceleration is described and applied to the MOC calculation in x-y geometry. The method is based on the angular-dependent rebalance factors defined on coarse-mesh cell boundaries. A coarse-mesh cell may consist of several fine-mesh cells that can be heterogeneous and of mixed geometries with irregular or unstructured mesh shapes. The CMADR acceleration is tested on several test problems, including problems with strong material heterogeneity, and the results show that CMADR is very effective in reducing the number of iterations and the computing times of MOC calculations.
机译:随着核反应堆堆芯变得更加复杂,不均匀且几何形状不规则,特征方法(MOC)在中子输运计算中正变得越来越流行。但是,较长的计算时间需要良好的加速方法。在本文中,描述了粗网格角相关再平衡(CMADR)加速的概念,并将其应用于x-y几何中的MOC计算。该方法基于在粗网格单元边界上定义的与角度相关的重新平衡因子。粗网格单元可以由多个异构的细网格单元组成,这些网格可以具有不规则或非结构化的网格形状。在包括材料异质性强的问题在内的多个测试问题上测试了CMADR加速度,结果表明CMADR在减少迭代次数和MOC计算的计算时间方面非常有效。

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