首页> 外文期刊>Nuclear technology & radiation protection >DEVELOPMENT OF A COMPUTER CODE FOR NEUTRONIC CALCULATIONS OF A HEXAGONAL LATTICE OF NUCLEAR REACTOR USING THE FLUX EXPANSION NODAL METHOD
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DEVELOPMENT OF A COMPUTER CODE FOR NEUTRONIC CALCULATIONS OF A HEXAGONAL LATTICE OF NUCLEAR REACTOR USING THE FLUX EXPANSION NODAL METHOD

机译:磁通膨胀结节法开发核反应堆六角格中性计算的计算机代码

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The flux expansion nodal method is a suitable method for considering nodalization effects in node corners. In this paper we used this method to solve the intra-nodal flux analytically. Then, a computer code, named MA. CODE, was developed using the C# programming language. The code is capable of reactor core calculations for hexagonal geometries in two energy groups and three dimensions. The MA.CODE imports two group constants from the WIMS code and calculates the effective multiplication factor, thermal and fast neutron flux in three dimensions, power density, reactivity, and the power peaking factor of each fuel assembly. Some of the code's merits are low calculation time and a user friendly interface. MA.CODE results showed good agreement with IAEA benchmarks, i. e. AER-FCM-101 and AER-FCM-001.
机译:通量膨胀节点法是考虑节点角节点化效应的合适方法。在本文中,我们使用这种方法来解析节点内通量。然后是一个名为MA的计算机代码。 CODE是使用C#编程语言开发的。该代码能够对两个能量组和三个维度的六角形几何体进行反应堆堆芯计算。 MA.CODE从WIMS代码中导入两个组常数,并在每个维度上计算有效乘数,热中子通量和快速中子通量,功率密度,反应性和每个燃料组件的功率峰值因子。该代码的一些优点是计算时间短和用户界面友好。 MA.CODE的结果表明与IAEA基准具有良好的一致性。 e。 AER-FCM-101和AER-FCM-001。

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