Authors: Brent Jarvis
It is shown from the laws of conservation of energy and angular momentum that the gravitational energy of a bound state particle is dependent upon its geometric mean angular frequency. A classical interpretation for the intrinsic “spin” angular momentum of a particle is submitted that can be tested macroscopically with the Rarita−Schwinger equation for the orbit of Mercury. Librations in the relative obliquity of planetary bodies are shown to be analogous to the Larmor precession of atomic particles. Schrodinger's concept of a bound state electron's zitterbewegung is hypothesized to be the librations in the electron's relative obliquity.
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