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Anomalous Magnetic Moments of Proton and Electron as a Relativistic Effect of the Indeterminacy Relation


Affiliations
1 Independent Researcher, Ukraine, Ukraine
 

Upon the Heisenberg indeterminacy principle, a bi-vector model of the ground (Gaussian) state of an elementary particle is proposed. A new interpretation of the observed physical value is proposed. It is shown that taking into account the relativistic mass leads to the appearance of an additional (angular) moment of momentum for particles in the ground state. The bad values of the magnetic moments of the proton and electron were calculated, and an acceptable fit to the observed data was reached. The alternative approach is proposed to determine the interconnections of a spin, angular and total moments of an elementary particle.

Keywords

Heisenberg indeterminacy principle; Gaussian
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  • Anomalous Magnetic Moments of Proton and Electron as a Relativistic Effect of the Indeterminacy Relation

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Authors

Yuriy Zevatskiy
Independent Researcher, Ukraine, Ukraine

Abstract


Upon the Heisenberg indeterminacy principle, a bi-vector model of the ground (Gaussian) state of an elementary particle is proposed. A new interpretation of the observed physical value is proposed. It is shown that taking into account the relativistic mass leads to the appearance of an additional (angular) moment of momentum for particles in the ground state. The bad values of the magnetic moments of the proton and electron were calculated, and an acceptable fit to the observed data was reached. The alternative approach is proposed to determine the interconnections of a spin, angular and total moments of an elementary particle.

Keywords


Heisenberg indeterminacy principle; Gaussian

References