四维电磁场理论

A. K. Tomilin
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引用次数: 0

摘要

结果表明,磁场一般有两个组成部分:涡旋和势。因此,为了完整地描述磁场,应采用四维矢量。例如,当考虑单个带电粒子时,可以检测到潜在磁场。它还创建了有限长度的线路和电流多回路电气系统。证明了库仑和洛伦兹的标定是部分关系,只适用于无限线性电流和带电流的隐蔽闭环。不使用洛伦兹规范的波动方程,可以得到广义电动力学的微分方程。这些方程描述了涡旋和势电磁的过程。这种方法对应于亥姆霍兹定理,并允许你建立一个完整和一致的电磁场理论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Four-dimensional electromagnetic field theory
It is shown that has two components, in general, the magnetic field: the vortex and potential. Therefore, for a complete description of the magnetic field should be used four-dimensional vector. Potential magnetic field is detected, for example, when considering an individual charged particle. It also creates a line of finite length and current multi-loop electrical systems. It is shown that the calibration of Coulomb and Lorentz are partial relations and applicable only for an infinite linear current and secluded closed loop with current. Without the use of the Lorentz gauge of wave equations, the differential equations of generalized electrodynamics. These equations describe how the vortex and potential electromagnetic processes. This approach corresponds to the Helmholtz theorem and allows you to build a complete and consistent theory of the electromagnetic field.
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