作为源、场和势的起源的带电空间
A charged space as the origin of sources, fields and potentials
摘要：
波函数$ψ$被解释为空间中每一点的电荷密度或电荷分布。这是对$ψ$的物理解释。速度的概念可以与$ψ$相关联，这导致传导电流和（位移）对流的概念。电荷分布是电和机械源、电势和场的起源。自势的概念对于定义电或机械源是必不可少的。从电荷守恒和质量守恒的条件出发，导出了麦克斯韦方程组。有两种方法来模拟电荷的质量：电荷的质量是它的静电能。电荷的质量是与点电荷相互作用的零点场（ZPF）的能量。结果表明，这两个模型是由一个简单的能量方程的粒子在休息。
英文摘要：
The wave function $ψ$ is interpreted as charge density, or charge distribution, at each point in space. This is a physical interpretation of $ψ$. The notion of speed can be associated with $ψ$, which leads to the concept of conduction currents and (displacement) convection currents. The charge distribution is the origin of electrical and mechanical sources, potentials and fields. The notion of self potential is essential for defining electrical or mechanical sources. Maxwell's equations are derived from the condition of charge conservation and mass conservation. There are two methods of modelling the mass of a charge: The mass of a charge is its electrostatic energy. The mass of a charge is the energy of the Zero Point Field (ZPF) that interacts with the point charge. It is shown that the two models are related by a simple energy equation for a particle at rest.
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