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Development of a new parallel S-N code for neutron-photon transport calculation in 3-D cylindrical geometry

机译:开发用于3D圆柱几何中的中子-光子输运计算的新并行S-N代码

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A new three-dimensional parallel discrete ordinate transport code named Hydra has been developed. Hydra applies the Koch-Baker-Alcouffe parallel sweeping algorithm to obtain high parallel efficiency on O(10(2)) processors both for the Cartesian and Cylindrical coordinate. The effects of different octant sweeping order on the PCE (Parallel Computational Efficiency) have been analyzed. In order to reduce the memory required for storing angular-cell-edges flux, a new octant sweeping order has been proposed for the Cylindrical coordinate system. The weighted diamond difference, weighted diamond difference with zero-flux fix-up and theta-weighted diamond difference are involved in Hydra. The anisotropic face source and volume source are described by means of discrete ordinate and spherical harmonics respectively. Several benchmarks have been calculated, where the effective multiplication factor, flux distribution and energy spectrum are verified and compared with the reference solutions from TORT. Moreover, other useful features such as the parallel first-collision source method to eliminate the ray effect, and the energy dependent quadrature set option, etc. are also included in Hydra to make the code more practical in engineering. (C) 2016 Elsevier Ltd. All rights reserved.
机译:已经开发了一种名为Hydra的新的三维平行离散坐标运输代码。九头蛇应用Koch-Baker-Alcouffe并行扫掠算法在笛卡尔坐标和圆柱坐标的O(10(2))处理器上获得高并行效率。分析了不同八分音阶扫频顺序对PCE(并行计算效率)的影响。为了减少存储角单元边缘通量所需的存储空间,已为圆柱坐标系提出了一个新的八分圆扫描顺序。九头蛇涉及加权钻石差,零磁通固定加权钻石差和theta加权钻石差。分别通过离散纵坐标和球谐函数描述各向异性面源和体源。已计算出多个基准,其中验证了有效倍增系数,通量分布和能谱,并将其与TORT的参考解决方案进行了比较。此外,Hydra还包括其他有用的功能,例如,消除光线影响的并行第一碰撞源方法以及与能量有关的正交集选项等,以使代码在工程上更加实用。 (C)2016 Elsevier Ltd.保留所有权利。

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