Difference between revisions of "Longitudinal Waves in Electrodynamics"

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Maxwell's equations with Lorentz's gauge are shown to predict the existence of longitudinal electro-magnetic waves. These are waves of scalar potential and vector potential. A necessary condition of the longitudinal waves cancellation is proved. Discussion shows that electrodynamics must deal with two kinds of fields: transverse electromagnetic waves and fields of charges.  This work is presented in memory of Dr. T. Theodorsen [1], and all other scientists who have regarded Einstein's theory as nonsense.
 
Maxwell's equations with Lorentz's gauge are shown to predict the existence of longitudinal electro-magnetic waves. These are waves of scalar potential and vector potential. A necessary condition of the longitudinal waves cancellation is proved. Discussion shows that electrodynamics must deal with two kinds of fields: transverse electromagnetic waves and fields of charges.  This work is presented in memory of Dr. T. Theodorsen [1], and all other scientists who have regarded Einstein's theory as nonsense.
  
[[Category:Scientific Paper]]
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[[Category:Scientific Paper|longitudinal waves electrodynamics]]
  
[[Category:Electrodynamics]]
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[[Category:Electrodynamics|longitudinal waves electrodynamics]]

Latest revision as of 19:41, 1 January 2017

Scientific Paper
Title Longitudinal Waves in Electrodynamics
Author(s) Victor A Kuligin
Keywords {{{keywords}}}
Published 1999
Journal Galilean Electrodynamics
Volume 10
Number 6
Pages 118-120

Abstract

Maxwell's equations with Lorentz's gauge are shown to predict the existence of longitudinal electro-magnetic waves. These are waves of scalar potential and vector potential. A necessary condition of the longitudinal waves cancellation is proved. Discussion shows that electrodynamics must deal with two kinds of fields: transverse electromagnetic waves and fields of charges. This work is presented in memory of Dr. T. Theodorsen [1], and all other scientists who have regarded Einstein's theory as nonsense.