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Neutron multiplication and fissile material distribution in a nuclear reactor

机译:核反应堆中的中子倍增和裂变材料分布

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The paper studies the effect of the distribution of the fissile material in a nuclear system on its multiplication properties. Some general results and specific examples on the dependence of the value of the effective multiplication constant on the fuel distribution are presented. The approach to the problem is established on a rather general mathematical ground, referring to a variational approach which leaves room to add constraints, when needed. Examples in one-and two-group diffusion are illustrated. It is well known that the effective multiplication factor of a homogeneous system can be increased by the addition of a reflector but it is not obvious that it is possible to obtain an effective multiplication factor larger than the value of the infinite medium multiplication factor of the material constituting the core region. This can never happen in a one group model, as can be easily demonstrated, for instance, in diffusion theory. However, when taking into account spectral effects related to slowing down phenomena, it is shown in this work that such a situation can be realized by a proper choice of the reflector material. Some analyses are carried out in the frame of two-group diffusion theory and comparisons are performed with Monte Carlo evaluations. (C) 2019 Elsevier Ltd. All rights reserved.
机译:本文研究了核系统中易裂变材料的分布对其增殖特性的影响。给出了一些有关有效倍增常数值对燃料分配的依赖性的一般结果和具体示例。解决问题的方法是建立在相当通用的数学基础上的,指的是一种变分方法,在需要时留有余地以添加约束。示出了一组和两组扩散的例子。众所周知,可以通过添加反射器来增加均匀系统的有效倍增系数,但是显然不可能获得大于材料无限大介质倍增系数值的有效倍增系数。构成核心区域。正如在扩散理论中容易证明的那样,这不可能在一组模型中发生。然而,当考虑到与减慢现象有关的光谱效应时,在这项工作中表明,可以通过适当选择反射器材料来实现这种情况。在两组扩散理论的框架内进行了一些分析,并通过蒙特卡洛评估进行了比较。 (C)2019 Elsevier Ltd.保留所有权利。

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