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Development of a Simulation Code for MHD Dynamo Processes Using the GeoFEM Platform

机译:使用GeoFEM平台为MHD发电机过程开发仿真代码

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We have developed a magnetohydrodynamic (MHD) simulation code for a fluid in a rotating spherical shell, modeled on the earth's outer core, using the parallel finite-element method (FEM). This simulation code is designed to elucidate the geodynamo processes and the dynamics of a conductive fluid in the earth's outer core. To connect the magnetic field in the fluid shell and the potential magnetic field in an insulator, a finite element mesh is constructed for the inner core and the mantle as well as for the outer core, and the vector potential of the magnetic field is used to solve for the magnetic field. In the present study, a total of 7.8 × 10~4 elements are used in the simulation domain. The simulation is performed in 10~5 time steps spanning 2.5 times the magnetic diffusion time. To reduce the computational time, symmetry with respect to the equatorial plane is assumed. The results show that the magnetic energy generated is approximately four times the kinetic energy. Comparing our results with a spherical harmonics expansion suggests that the approach outlined here gives results equivalent to those of spectral methods, although some discrepancies can be observed. Our simulation code provides the first successful MHD dynamo simulation using the FEM platform.
机译:我们已经使用并行有限元方法(FEM)开发了一个磁流体动力学(MHD)仿真代码,用于在球形外层壳中建模的流体,该模型以地球的外核为模型。该仿真代码旨在阐明地球外层中的测地线过程和导电流体的动力学。为了连接流体壳中的磁场和绝缘子中的势场,构造了一个有限元网格,用于内芯和外套以及外芯,磁场的矢量势用于解决磁场。在本研究中,在模拟域中总共使用了7.8×10〜4个元素。以10到5个时间步长进行仿真,跨越2.5倍的磁扩散时间。为了减少计算时间,假设相对于赤道平面对称。结果表明,产生的磁能约为动能的四倍。将我们的结果与球谐函数展开进行比较表明,尽管可以观察到一些差异,但此处概述的方法得出的结果与光谱方法的结果相同。我们的仿真代码使用FEM平台提供了首次成功的MHD发电机仿真。

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