Contributions to the fundamentals of magnetohydrodynamics via the classical mathematical equations

机译：通过经典的数学方程式对磁流体动力学的基本原理做出贡献

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From the basic concepts, the Magnetohydrodynamics (MHD) and the electrodynamics are very closed, therefore the aim of this paper is to develop all the conventional electrodynamics laws for analysing the effect and electrical charateristics in the MHD. The Lorentz force, Ohm's law, Ampere's law and Faraday's law have been considered and they are closely related to each other, however, the Faraday's law seems to be the most important in MHD. All the essential parameters have been developed and shown their relations and can be used for a deeper study of MHD.

机译：从基本概念来看，磁流体动力学（MHD）和电动力学是非常封闭的，因此，本文的目的是开发所有常规的电动力学定律，以分析MHD中的效应和电特性。已经考虑了洛伦兹力，欧姆定律，安培定律和法拉第定律，它们之间有着密切的联系，但是，法拉第定律似乎是MHD中最重要的定律。所有基本参数均已开发并显示出它们之间的关系，可用于MHD的更深入研究。

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《International Conference on Advanced Technologies for Communications》|2013年|554-558|共5页
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Kien Le Chi;
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conducting fluid; electrodynamics law; electromotive force; induced current; magnetohydrodynamics;

机译：导电流体;电动力学定律;电动势;感应电流;磁流体动力学;

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3. Global well-posedness of classical solutions to 3D compressible magnetohydrodynamic equations with large potential force [J] . Lin Zhilin, Huang Bingyuan, Huang Jinrui Mathematical Methods in the Applied Sciences . 2019,第3期

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4. Contributions to the fundamentals of magnetohydrodynamics via the classical mathematical equations [C] . Kien Le Chi International Conference on Advanced Technologies for Communications . 2013

机译：通过经典数学方程式对磁力动力学基础的贡献
5. High-order unstaggered constrained transport methods for magnetohydrodynamic equations. [D] . Tang, Qi. 2015

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6. Mathematical analysis of magnetohydrodynamic (MHD) flow of micropolar nanofluid under buoyancy effects past a vertical shrinking surface: dual solutions [O] . Liaquat Ali Lund, Zurni Omar, Ilyas Khan 2019

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7. $L^q-L^r$ estimates of solution to the parabolic Maxwell equations and their application to the magnetohydrodynamic equations (Mathematical Analysis in Fluid and Gas Dynamics) [O] . Yamaguchi Norikazu 2004

机译：抛物线麦克斯韦方程组解的$ L ^ q-L ^ r $估计及其在磁流体动力学方程中的应用（流体和气体动力学中的数学分析）

Contributions to the fundamentals of magnetohydrodynamics via the classical mathematical equations

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