Difference between revisions of "The Theory of the Gravitation Constant"

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==Abstract==
 
==Abstract==
  
This summary account of the author's theory of gravitation enables the reader to calculate G in terms of the electron charge-mass ratio. A classical approach to electrodynamics adapted to relate to lepton interactions yields the unifying link with the gravitational interaction. The tau-lepton is found to be a primary ?graviton? mediator. The theory has a common foundation with methods of deriving the fine-structure constant and the proton-electron mass ratio, already published in summary form.[[Category:Scientific Paper]]
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This summary account of the author's theory of gravitation enables the reader to calculate G in terms of the electron charge-mass ratio. A classical approach to electrodynamics adapted to relate to lepton interactions yields the unifying link with the gravitational interaction. The tau-lepton is found to be a primary ?graviton? mediator. The theory has a common foundation with methods of deriving the fine-structure constant and the proton-electron mass ratio, already published in summary form.
  
[[Category:Gravity]]
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[[Category:Scientific Paper|theory gravitation constant]]
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[[Category:Gravity|theory gravitation constant]]

Latest revision as of 20:08, 1 January 2017

Scientific Paper
Title The Theory of the Gravitation Constant
Author(s) Harold Aspden
Keywords gravitation, electrodynamics, tau-lepton, graviton, Neumann potential, ether theory
Published 1989
Journal Physics Essays
Volume 2
Number 2
Pages 173-179

Abstract

This summary account of the author's theory of gravitation enables the reader to calculate G in terms of the electron charge-mass ratio. A classical approach to electrodynamics adapted to relate to lepton interactions yields the unifying link with the gravitational interaction. The tau-lepton is found to be a primary ?graviton? mediator. The theory has a common foundation with methods of deriving the fine-structure constant and the proton-electron mass ratio, already published in summary form.