Difference between revisions of "A New Appraisal of the Relativistic Quantum"

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==Abstract==
 
==Abstract==
  
An additional term introduced in a recent modification of the Dirac theory has been shown to produce interesting consequences. Physical quantities, such as the gyromagnetic ratio and the Lamb-shift, which the Dirac equation could not adequately account for, have been calculated (approximately). Though these quantities are obtainable from relativistic QED with higher accuracies, the greater advantage of the modified Dirac equation is exhibited in the consistent calculation of the precessional frequencies of the helicity and angular momenta.[[Category:Scientific Paper]]
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An additional term introduced in a recent modification of the Dirac theory has been shown to produce interesting consequences. Physical quantities, such as the gyromagnetic ratio and the Lamb-shift, which the Dirac equation could not adequately account for, have been calculated (approximately). Though these quantities are obtainable from relativistic QED with higher accuracies, the greater advantage of the modified Dirac equation is exhibited in the consistent calculation of the precessional frequencies of the helicity and angular momenta.
  
[[Category:Relativity]]
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[[Category:Scientific Paper|new appraisal relativistic quantum]]
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[[Category:Relativity|new appraisal relativistic quantum]]

Latest revision as of 19:17, 1 January 2017

Scientific Paper
Title A New Appraisal of the Relativistic Quantum
Author(s) A M Awobode
Keywords Dirac theory, relativistic quantum theorites, electron, angular momenta
Published 1997
Journal None
Pages 187-193

Abstract

An additional term introduced in a recent modification of the Dirac theory has been shown to produce interesting consequences. Physical quantities, such as the gyromagnetic ratio and the Lamb-shift, which the Dirac equation could not adequately account for, have been calculated (approximately). Though these quantities are obtainable from relativistic QED with higher accuracies, the greater advantage of the modified Dirac equation is exhibited in the consistent calculation of the precessional frequencies of the helicity and angular momenta.