Authors: Hervé Le Cornec
Considering the electron in the hydrogen atom as classical, and bound to the proton like a planet is bound to the sun, we are led to consider that it is in free fall and therefore that we can apply the Einstein's equivalence principle, thus the special relativity can be used to study its motion. Doing so, we are able to demonstrate that the electron's charge-to-mass ratio is the subsequent relativistic frequency that appears to the observer in the laboratory. We also show that a magnetic moment, very similar to the one of the quantum mechanics, must appear, although we stay in the fields of classical and relativistic physics.
Comments: 6 Pages. A "coquille" corrected
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