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Electron Properties Explained as Quantum Field Effects


Fleming, Ray


Research Papers


Quantum Theory / Particle Physics



Date Published:

September 18, 2018






Electrons are surrounded by the quantum field, so it is necessary to understand the response of the quantum field to the presence of an electron in order to completely understand it. Given the quantum field particle pair model, and consequently polar nature of the quantum field, we can reinterpret Gauss’s Law so that polarization causes charge rather than charge causing polarization. That is how unit charge is independent of particles, and thus the same for all free particles. It is also important to note that as the quantum field becomes polarized, rotation is induced, leading to the spin quantum and magnetic moment. The author has previously shown that mass-energy can be explained as a quantum field effect since, as Dirac first hypothesized, a particle must exert energy for a particle to exist in the quantum field, which equals its mass-energy. This is also true for quantum fluctuation particle pairs, such that their energy and energy continuum are due to the instantaneous local energy of the quantum field exerted on individual quantum fluctuations. Likewise, frequency and wavelength are also a function of this quantum field interaction. This origin of frequency and wavelength also gives us the origin of time and spatial dimensions. An electron behaves like it has a central bare electron that acts as a negative polarizer and is matter as opposed to antimatter. Its remaining properties, including charge, spin, magnetic moment, and mass are explainable as quantum effects.

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