Quantum Gravity and String Theory

   

An Electro Magnetic Resonance in 9 Dimensions that gives Mass Ratio of Electron to Neutron

Authors: Michael John Sarnowski

When a charged particle travels faster than light, it emits Cherenkov radiation. When a charged particle is accelerated it emits a braking radiation called Bremsstrahlung. Inside an electron are the many configurations of the constituent particles. It is proposed here, and likely proposed by others that there may be some equivalent process that there is a constant acceleration of charged particles or superluminal movement of charged particles that causes the mass of the electron or other particles. It is proposed that the ratios of the masses of particles to the mass of the neutron is related to ratio of the Bremsstrahlung to the Bremsstrahlung where velocity is parallel to acceleration. In the case of the mass ratio of the electron to the neutron, the possible form of the equation was found first. This paper is an attempt of an explanation and derivation for the equation that very closely, within the known Codata 2014 mass ratio of the electron to the neutron, gives the mass ratio of the electron to the neutron. An equation is developed below that uses the coupling dependence and Cherenkov radiation angles summing the radiation angles from 0 to pi/2 angles, assuming an ideal case of a non-dispersive medium (where phase and group velocity are the same(14), and integrating through what may appear to be multiple levels of dimensions. This equation then uses a component of Bremsstrahlung radiation and proposes that there may be some relationship to both Bremsstrahlung radiation and Cherenkov type radiation within the constituent particles that causes some type of resonance that stabilizes the masses of the fundamental particles, which is further proposed to be a function of an orbital type structure of the inner electron. This resonance is potentially demonstrated for an electron. This is a continuation of Sarnowski’s Sphere Theory for the construction of the universe.

Comments: 8 Pages. corrected typos in equations

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Submission history

[v1] 2016-12-05 17:31:41
[v2] 2016-12-23 17:41:10
[v3] 2017-01-24 23:18:33

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