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==Abstract==
==Abstract==


The spinning charged ring model that yields correct electron characteristics is proposed here for the proton, positron and antiproton. The ring with electrostatic charge <em>e</em> spins with tangential velocity <em>c,</em> giving the charged elementary particles constant and identical values of magnetic flux. For all four particles, the approrpiate radii <em>R</em> and half-thickness <em>r</em> of the ring can be chosen to yield the observed spins, magnetic moments, sizes and masses.[[Category:Scientific Paper]]
The spinning charged ring model that yields correct electron characteristics is proposed here for the proton, positron and antiproton. The ring with electrostatic charge <em>e</em> spins with tangential velocity <em>c,</em> giving the charged elementary particles constant and identical values of magnetic flux. For all four particles, the approrpiate radii <em>R</em> and half-thickness <em>r</em> of the ring can be chosen to yield the observed spins, magnetic moments, sizes and masses.
 
[[Category:Scientific Paper|spinning charged ring model elementary particles]]


[[Category:New Energy]]
[[Category:New Energy]]

Revision as of 13:06, 1 January 2017

Scientific Paper
TitleSpinning Charged Ring Model of Elementary Particles
Author(s)David L Bergman
Keywordsspinning charged ring model, elementary particles, magnetic moments
Published1991
JournalGalilean Electrodynamics
Volume2
Number2
Pages30-32

Abstract

The spinning charged ring model that yields correct electron characteristics is proposed here for the proton, positron and antiproton. The ring with electrostatic charge e spins with tangential velocity c, giving the charged elementary particles constant and identical values of magnetic flux. For all four particles, the approrpiate radii R and half-thickness r of the ring can be chosen to yield the observed spins, magnetic moments, sizes and masses.