%0 Journal Article
%T Fine Structure Constant Model Demonstrates the Electron Elementary Charge of Having an Intrinsic Manifold
%A Emmanouil Markoulakis
%A Emmanuel Antonidakis
%J Journal of Applied Mathematics and Physics
%P 2923-2939
%@ 2327-4379
%D 2022
%I Scientific Research Publishing
%R 10.4236/jamp.2022.1010196
%X Using our recently published electron¡¯s charge electromagnetic flux manifold fiber model of the electron, described by analytical method and numerical simulations, we show how the fine structure constant is embedded as a geometrical proportionality constant in three dimensional space of its charge manifold and how this dictates the first QED term one-loop contribution of its anomalous magnetic moment making for the first time a connection of its intrinsic characteristics with physical geometrical dimensions and therefore demonstrating that the physical electron charge cannot be dimensionless. We show that the fine structure constant (FSC) <em>¦Á</em>, and anomalous magnetic moment <em>¦Á<sub>¦Ì</sub></em> of the electron is related to the sphericity of its charge distribution which is not perfectly spherical and thus has a shape, and therefore its self-confined charge possesses measurable physical dimensions. We also explain why these are not yet able to be measured by past and current experiments and how possible we could succeed.
%K Electron Charge Manifold
%K Electron Fiber Model
%K Compton Electron
%K Fine Structure Constant
%K Anomalous Magnetic Moment
%K Electron Dipole Moment
%K Classical Electrodynamics
%K Electron Geometry
%U http://www.scirp.org/journal/PaperInformation.aspx?PaperID=120377