Jump to content

The Unipolar Faraday Generator Revisited: Difference between revisions

From Natural Philosophy Wiki
Imported from text file
 
Imported from text file
 
Line 12: Line 12:
==Abstract==
==Abstract==


When a charge moves, an electromagnetic field surrounding it appears. This field interacts with circuits, resulting in electromotive and ponderomotive phenomena. When a charge is at rest, the field reduces to the Coulomb field; the magnetic part of the Lorentz force '''F '''= <em>q</em>u X '''B '''is absent and neither pondero- nor electro-motive forces appear, <em>no matter how magnets and circuits move.</em> It is shown that neither absolute space nor STR are necessary to explain unipolar induction effect.[[Category:Scientific Paper]]
When a charge moves, an electromagnetic field surrounding it appears. This field interacts with circuits, resulting in electromotive and ponderomotive phenomena. When a charge is at rest, the field reduces to the Coulomb field; the magnetic part of the Lorentz force '''F '''= <em>q</em>u X '''B '''is absent and neither pondero- nor electro-motive forces appear, <em>no matter how magnets and circuits move.</em> It is shown that neither absolute space nor STR are necessary to explain unipolar induction effect.
 
[[Category:Scientific Paper|unipolar faraday generator revisited]]

Latest revision as of 13:30, 1 January 2017

Scientific Paper
TitleThe Unipolar Faraday Generator Revisited
Author(s)Jorge A Guala-Valverde, Pedro Mazzoni
KeywordsUnipolar Faraday Generator, electromagnetic field, Coulomb field, Lorentz force
Published1993
JournalGalilean Electrodynamics
Volume4
Number6
Pages107-108

Abstract

When a charge moves, an electromagnetic field surrounding it appears. This field interacts with circuits, resulting in electromotive and ponderomotive phenomena. When a charge is at rest, the field reduces to the Coulomb field; the magnetic part of the Lorentz force F = qu X B is absent and neither pondero- nor electro-motive forces appear, no matter how magnets and circuits move. It is shown that neither absolute space nor STR are necessary to explain unipolar induction effect.