Stephen A. Lawrence wrote (on the vortex list):

> I just added a page on the Sagnac effect to my little relativity site.
> For once I actually attempted to keep the math under control; there's
> nothing messier than a Lorentz transform on the page.  If you find the
> Sagnac effect confusing, or if you've been puzzled by the websites that
> claim it's inexplicable in relativity theory, you might find it interesting:
> 
> http://www.physicsinsights.org/sagnac_1.html
> 
> Anyhow, 'nuff spam for now; this has very little to do with energy...
> 


Your page is well written and your graphics are informative, however your
neo-Newtonian account of a light signal on a rotating disk struck me as
problematic. You write:

"Consider an observer riding on the rim of the disk.  If he measures the
velocity of the signals as they go by, he'll find that they're both going
the same speed, regardless of which direction they're going in. 
Classically, in the fixed frame of reference of the laboratory, we'd have
the counterclockwise signal velocity = v + k, and the counterclockwise
signal velocity would be = v - k,"


>From the standpoint of absolute space it does not follow that the observer
riding on the disk would measure the same velocity for the light signal.
This can only happen if the rotating cable can drag absolute space along
with it, which is of course impossible by the principle of absolute of
space. 


So if we treat absolute space as absolutely immobile rather than as a kind
of semi-mobile aether of 19th century physics, the true counterclockwise
signal velocity is k + v and the true clockwise signal velocity is k - v. In
other words, as light interacts with a mechanical reference frame its speed
changes to respect the absoluteness of space. This explains the Sagnac
effect without relativity theory.

Indeed, it I think by treating relative light motion as a subtractive
procedure instead of additive procedure we can explain all relativistic
effects without Lorentz transformations.

Thus the Galileo transform   (V) + (-v) is good for material bodies,
but light obeys the transform (c) - (-v).

Harry




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