Difference between revisions of "The Electric Intensity Induced in a Wire at Rest by a Moving Magnet"

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==Abstract==
 
==Abstract==
  
According to the principle of relativity, the electric intensity induced in a wire moving with a velocity v with respect to a magnet at rest, generating a magnetic potential '''A''' at the wire?s location, must be equal to the intensity induced in the case where the wire is at rest and the magnet moves with velocity -'''v'''. This paper argues that this is not true; the electric intensity induced in the first case is '''v''' x ('''del''' x '''A'''), while that in the second case is -('''v''' dot '''del''') '''A'''.[[Category:Scientific Paper]]
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According to the principle of relativity, the electric intensity induced in a wire moving with a velocity v with respect to a magnet at rest, generating a magnetic potential '''A''' at the wire?s location, must be equal to the intensity induced in the case where the wire is at rest and the magnet moves with velocity -'''v'''. This paper argues that this is not true; the electric intensity induced in the first case is '''v''' x ('''del''' x '''A'''), while that in the second case is -('''v''' dot '''del''') '''A'''.
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[[Category:Scientific Paper|electric intensity induced wire rest moving magnet]]
  
 
[[Category:Relativity]]
 
[[Category:Relativity]]

Revision as of 11:13, 1 January 2017

Scientific Paper
Title The Electric Intensity Induced in a Wire at Rest by a Moving Magnet
Author(s) Stefan Marinov
Keywords {{{keywords}}}
Published 1997
Journal Galilean Electrodynamics
Volume 8
Number 6
Pages 117-120

Abstract

According to the principle of relativity, the electric intensity induced in a wire moving with a velocity v with respect to a magnet at rest, generating a magnetic potential A at the wire?s location, must be equal to the intensity induced in the case where the wire is at rest and the magnet moves with velocity -v. This paper argues that this is not true; the electric intensity induced in the first case is v x (del x A), while that in the second case is -(v dot del) A.