Rotating Magnetic Fields in the Electric Sea - Revision history

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2017-01-02T02:54:40Z

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2017-01-01T18:02:33Z

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	When a magnet is rotated, the '''v'''X'''B''' component of the Lorentz force will not be invoked on a nearby stationary test particle. The ??'''A'''/??t component of the Lorentz force will however be invoked provided that the axis of rotation does not coincide with the magnetic axis. Faraday?fs interpretation of the null electromagnetic effect for the special case of a magnet rotating on its magnetic axis was that the magnetic field does not rotate with it. In this respect Faraday was correct, but he missed out on the real significance of the scenario. The real significance is that the '''v'''X'''B''' force is not invoked by a rotating magnet irrespective of whether or not the magnetic field is caused to rotate, and hence the velocity term '''v''' cannot be considered to be measured relative to the magnetic field. The velocity term in '''v'''X'''B''' must be measured relative to something else, and since '''v''' is zero in the case scenario, that something else is clearly not rotating when a magnet rotates on ANY axis.		When a magnet is rotated, the '''v'''X'''B''' component of the Lorentz force will not be invoked on a nearby stationary test particle. The ??'''A'''/??t component of the Lorentz force will however be invoked provided that the axis of rotation does not coincide with the magnetic axis. Faraday?fs interpretation of the null electromagnetic effect for the special case of a magnet rotating on its magnetic axis was that the magnetic field does not rotate with it. In this respect Faraday was correct, but he missed out on the real significance of the scenario. The real significance is that the '''v'''X'''B''' force is not invoked by a rotating magnet irrespective of whether or not the magnetic field is caused to rotate, and hence the velocity term '''v''' cannot be considered to be measured relative to the magnetic field. The velocity term in '''v'''X'''B''' must be measured relative to something else, and since '''v''' is zero in the case scenario, that something else is clearly not rotating when a magnet rotates on ANY axis.

	[[Category:Scientific Paper]]		[[Category:Scientific Paper\|rotating magnetic fields electric sea]]

	[[Category:Aether]]		[[Category:Aether]]
	[[Category:Electrodynamics]]		[[Category:Electrodynamics]]

Maintenance script: Imported from text file

2016-12-30T17:06:28Z

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New page

{{Infobox paper
| title = Rotating Magnetic Fields in the Electric Sea
| author = [[David Tombe]]
| published = 2007
| journal = [[General Science Journal]]
| num_pages = 3
}}

==Abstract==

When a magnet is rotated, the '''v'''X'''B''' component of the Lorentz force will not be invoked on a nearby stationary test particle. The ??'''A'''/??t component of the Lorentz force will however be invoked provided that the axis of rotation does not coincide with the magnetic axis. Faraday?fs interpretation of the null electromagnetic effect for the special case of a magnet rotating on its magnetic axis was that the magnetic field does not rotate with it. In this respect Faraday was correct, but he missed out on the real significance of the scenario. The real significance is that the '''v'''X'''B''' force is not invoked by a rotating magnet irrespective of whether or not the magnetic field is caused to rotate, and hence the velocity term '''v''' cannot be considered to be measured relative to the magnetic field. The velocity term in '''v'''X'''B''' must be measured relative to something else, and since '''v''' is zero in the case scenario, that something else is clearly not rotating when a magnet rotates on ANY axis.  

[[Category:Scientific Paper]]

[[Category:Aether]]
[[Category:Electrodynamics]]