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Mapping Method between Variable Finite-Element Meshs in Magnetic-Thermal Simulations

机译:可变有限元网格磁热模拟中的映射方法

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In the coupled electromagnetic fluid-dynamical and thermal simulations which are done by weak coupling FEM for the electromagnetic devices, as thermal loads energy losses obtained from electromagnetic calculations are transferred between meshes to calculate the temperature distributions by considering the influence of fluid flow. Because the requirements of meshes discretization scheme are quite different between electromagnetic and fluid-thermal fields, the same finite element model is applied to analyze as possible as to meet the both requirements. It will lead to increase the number of meshes and the time of calculation. However, if the different finite element models are used, the data cannot be directly transferred between corresponding meshes. In this paper, a variable mesh mapping method is proposed. The energy losses can be transferred between the different meshes by Gauss integral and coordinate transformation. Moreover, the strategy of precision control and error correction coefficient is proposed to ensure calculation accuracy. This method is applied to an air insulation bus duct system in a literature, the calculation results are compared with the normal same meshes mapping method and experiment results. It provides the validity of the variable meshes mapping method.
机译:在通过用于电磁装置的弱耦合有限元件进行的耦合电磁流体动力学和热模拟中,因为从电磁计算获得的热负荷能量损失在网格之间传递来通过考虑流体流动的影响来计算温度分布。由于网格离散化方案的要求在电磁和流体 - 热场之间具有非常不同,所以应用相同的有限元模型来分析,以满足这两个要求。它将导致增加网格数和计算时间。但是,如果使用不同的有限元模型,则无法在相应的网格之间直接传输数据。本文提出了一种可变网格映射方法。通过高斯积分和坐标转换,可以在不同网格之间传递能量损失。此外,提出了精确控制和纠错系数的策略,以确保计算精度。该方法应用于文献中的空气绝缘总线管道系统,将计算结果与正常的网格映射方法和实验结果进行比较。它提供了可变网格映射方法的有效性。

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