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GEN-FOAM: An OpenFOAM~?-Based Multi-physics Solver for Nuclear Reactor Analysis

机译:GEN-FOAM:OpenFoam〜基于核反应堆分析的多物理求解器

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A multi-physics solver for nuclear reactor analysis, named GeN-Foam (Generalized Nuclear Foam), has been developed by the Laboratory for Reactor Physics and System Behavior at the EPFL and at the Paul Scherrer Institut (Switzerland). The developed solver couples: a multigroup neutron diffusion or SP3 sub-solver; a thermal-hydraulics sub-solver based on the standard k-ε turbulence model, but extended to coarse-mesh applications through the use of a porous medium approach for user-selected cell zones; a displacement-based thermal-mechanics sub-solver to evaluate thermal deformations of structures; and a finite-difference subscale fuel model that can be used in coarse-mesh simulations of the core to evaluate the local temperature profile in fuel and cladding. A first-order implicit Euler scheme with an adaptive time step is used for time integration, and the coupling between equations is semi-implicit, using the Picard iteration. Three different meshes are used for thermal-hydraulics, thermal-mechanics and neutron diffusion, and fields are projected between different meshes through a standard volume-averaging technique. GeN-Foam features a general applicability to pin- or plate-fuel, or homogeneous nuclear reactors. Its application in several cases of interest has shown stable numerical behavior, the possibility of obtaining reliable results for traditional reactor types, as well as the possibility of investigating non-conventional reactors, whose analysis cannot be easily carried out using nuclear legacy codes.
机译:对于EPFL和Paul Scherrer Institut(瑞士)的反应堆物理和系统行为,实验室已经开发了一种核反应堆分析的多物理求解器,该核反应堆分析(广义核泡沫)是由EPFL和Paul Scherrer Institut(瑞士)开发的。开发的求解器耦合:多粮中子扩散或SP3子求解器;一种基于标准K-ε湍流模型的热液压子求解器,但是通过使用多孔介质方法为用户选择的细胞区域扩展到粗网眼应用;基于位移的热力学子求解器,以评估结构的热变形;和一个有限差分亚燃料模型,可用于核心的粗网模拟,以评估燃料和包层中的局部温度曲线。具有自适应时间步长的一阶隐式欧拉方案用于时间集成,并且等式之间的耦合是半隐式的,使用图解方法迭代。三种不同的网格用于热液压,热电力学和中子扩散,通过标准体积平均技术在不同网格之间投射出田地。 Gen-Foam具有对销钉或板燃料或均匀核反应堆的一般适用性。其在几种兴趣案件中的应用表明了稳定的数值行为,可以获得传统反应器类型的可靠结果的可能性,以及研究非常规反应器的可能性,其分析不能使用核传统代码进行分析。

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