论文标题
不均匀的麦克斯韦方程和洛伦兹变换的机械模型
Mechanical model of the inhomogeneous Maxwell's equations and of Lorentz transformations
论文作者
论文摘要
我们提出了一个准弹性体（以太）的机械模型，该模型用电荷和电流再现了麦克斯韦的方程。对电动力学的机械模型的主要批评是，已知模型中的任何指控的存在似乎都违反了以太的连续性方程，并且对于以太的去向和它的到来仍然是一个谜。我们提出了一个解决神秘的解决方案 - 在当前模型中，以太始终是保守的。有趣的是，事实证明，电荷速度与以太速度一致。换句话说，指控似乎是以太本身的一部分。我们将电场解释为以太的通量和磁场的通量为单位体积的扭矩。此外，我们表明该模型与相对论的理论是一致的，前提是我们使用相对论的洛伦兹 - 皇家解释（LPI）。我们对洛伦兹变换做出了统计机械解释。事实证明，人体的长度是由同一身体分子产生的电磁场收缩的。这种自我交流还会延迟所有过程和时钟滴度结果。我们通过研究自相互作用颗粒气体的概率分布来证明这一点。我们可以轻松地将此分析扩展到基本粒子。
We present a mechanical model of a quasi-elastic body (aether) which reproduces Maxwell's equations with charges and currents. Major criticism against mechanical models of electrodynamics is that any presence of charges in the known models appears to violate the continuity equation of the aether and it remains a mystery as to where the aether goes and whence it comes. We propose a solution to the mystery - in the present model the aether is always conserved. Interestingly it turns out that the charge velocity coincides with the aether velocity. In other words, the charges appear to be part of the aether itself. We interpret the electric field as the flux of the aether and the magnetic field as the torque per unit volume. In addition we show that the model is consistent with the theory of relativity, provided that we use Lorentz-Poincare interpretation (LPI) of relativity theory. We make a statistical-mechanical interpretation of the Lorentz transformations. It turns out that the length of a body is contracted by the electromagnetic field which the molecules of this same body produce. This self-interaction causes also delay of all the processes and clock-dilation results. We prove this by investigating the probability distribution for a gas of self-interacting particles. We can easily extend this analysis even to elementary particles.
