Authors: Michael Singer
This paper carries out an electric field theory analysis of the interaction between two polar electric fields that are bounded at a fixed radius, and this model is applied to the neutron. This analysis demonstrates that the bounding of the electric fields creates a force that is push-pull in nature and tracks the nuclear binding force profile, further predicting how the force changes as the separation between the neutrons is reduced far below the push-pull balance point. As an adjunct to this analysis it shows that in order to bind to the nucleus the proton must have a strong neutron-like field at the very core of the positron-like field normally experienced in everyday interactions. Further, that a neutron will still interact with the proton’s positron-like field after the separation between the neutron and the proton core increases so far that they no longer interact, but that this new interaction is weak and falls off very rapidly with distance and is inconsequential beyond a few neutron field radii. The consequences for the Lorentz Force Equation are also examined, and it is clear that the Lorentz equation applies only to electric fields generated by particles whose field radii are infinite in extent and as such cannot be applied to the neutron.
Comments: 5 Pages.
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