基于伽辽金有限元法的核系统多物理场过程数值模拟

Bao-Xin Yuan, Wankui Yang, Songbao Zhang, Bin Zhong, Junxia Wei, Yangjun Ying
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引用次数: 0

摘要

分析核系统的多物理场过程,包括中子学、热传导和热弹性,具有重要的现实意义。裂变反应是系统中的热源,热源会影响温度场的分布,从而导致应变的变化。应变又会影响中子场的分布。因此,有必要对系统中中子通量、温度和应变的分布进行分析。本文从三个方面进行了工作:1)基于伽辽金有限元理论,建立了中子学、传热和热弹性的控制方程;2)开发了多物理场分析代码;3)对计算结果进行了分析和讨论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Simulation of Multi-Physics Processes in Nuclear System Based on Galerkin Finite Element Method
It is of practical significance to analyze the multi-physics process of nuclear system, which includes neutronics, heat transfer and thermoelasticity. Fission reaction is the heat source in system, the heat source will affect the distribution of temperature field, which will lead to the change of strain. Strain in turn will affect the distribution of neutron field. Therefore, it is necessary to analyze the distribution of neutron flux, temperature and strain in system. Three aspects of work have been carried out: 1) Based on Galerkin finite element theory, the governing equations of neutronics, heat transfer and thermoelasticity are established; 2) The multi-physics analysis code is developed; 3) The calculation results are analyzed and discussed.
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