On Tue, Oct 29, 2024 at 10:21 AM Alan Grayson <[email protected]>
wrote:

*>> First of all Maxwell's Equations are consistent with Special and
> General Relativity but not with Quantum Mechanics, so all the charges that
> I'm talking about must be macroscopic.  A real baseball is electrically
> neutral but small (but not small by quantum mechanical standards) **parts
> of it **might be very slightly positive and other parts very slightly
> negative, and this creates a small electric dipole. So if you rotate the
> baseball those positive and negative parts will indeed radiate
> electromagnetic waves, and the positive and negative parts will only
> partially cancel out because they are in slightly different positions. So
> the spinning baseball will start to lose energy and slow down. However the
> radiated energy from rotating dipoles is proportional to the fourth power
> of angular frequency, so if you were rotating the baseball at just under
> the speed that would tear it apart, say about 2000 RPMs, that rotation is
> so slow that the effect would be far too tiny to be detectable with today's
> technology.*
>
> *> I don't think this answers my question. The acceleration of a charged
> particle due to the Earth's rotation in the lab frame is not trivial, and
> should produce a measurable radiation, but AFAICT, it doesn't. AG *
>

*2000 RPMs is a trivially slow **angular frequency, and as I said the
radiated power is proportional to the fourth power of the **angular
frequency; so one revolution per 24 hours would be SUPER **trivially slow.*

*John K Clark    See what's on my new list at  Extropolis
<https://groups.google.com/g/extropolis>*
4pt

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