论文标题
波粒偶性的电动力起源
The electrodynamic origin of the wave-particle duality
论文作者
论文摘要
提出了来自电动力自我互动的试验波的派生。为此，我们放弃了将电动动力物体描述为点质量的当前范式。从Liénard-Wiechert电位开始，并假设惯性具有电磁起源，因此获得了非线性时间删除的振荡器的运动方程。我们分析了电磁电荷延伸粒子对小扰动的均匀运动的响应，结果表明非常剧烈的振荡被释放出来。这些振荡的频率与Dirac相对论波方程中出现的Zitterbewegung频率密切相关。最后，我们计算粒子的自能力。除了其余的和动能外，我们还发现了一种新的贡献，这些贡献呈现出与量子潜力相同的基本物理常数。
A derivation of pilot waves from electrodynamic self-interactions is presented. For this purpose, we abandon the current paradigm that describes electrodynamic bodies as point masses. Beginning with the Liénard-Wiechert potentials, and assuming that inertia has an electromagnetic origin, the equation of motion of a nonlinear time-delayed oscillator is obtained. We analyze the response of the uniform motion of the electromagnetic charged extended particle to small perturbations, showing that very violent oscillations are unleashed as a result. The frequency of these oscillations is intimately related to the zitterbewegung frequency appearing in Dirac's relativistic wave equation. Finally, we compute the self-energy of the particle. Apart from the rest and the kinetic energy, we uncover a new contribution presenting the same fundamental physical constants that appear in the quantum potential.
