Not only are you dreaming, you haven't even bothered to read Dr. Silberstein's paper.
Yes, but they all explain that Coriolis effect on a light beam as the result of a spinning earth, not a spinning ether, because spinning ethers can not create Coriolis effects. Impossible. And Dr. Ludwik Silberstein knows that, because he knows what a Coriolis effect is.http://www.conspiracyoflight.com/Michelson-Gale/Silberstein.pdfDr. Silberstein, right on the first page:
TO BEGIN WITH THE AETHER-THEORY TREATMENT...
THEN HE INTRODUCES THE ROTATION AETHER DRAGGING FACTOR:
κω
Even the main formula (12) takes into account the aether drag factor.
If a spinning medium like ether would "drag" electromagnetic waves, it would only do so in one direction, not in two opposite directions simultaneously like the Coriolis effect doesThe ether drift is LATITUDE DEPENDENT, just like the globe earth Coriolis effect.
The Coriolis effect is NOT a physical effect, it is an OPTICAL EFFECT: a straight line observed as curved because the frame of reference of the observer (Including the observer himself) is rotating.Not anymore.
HERE IS THE CORRECT ROTATIONAL SAGNAC FORMULA:
EXPERIMENTAL PROOF PROVIDED BY PROFESSOR P. YEH:
The most ingenious experiment performed by Professor Yeh: light from a laser is split into two separate fibers, F1 and F2 which are coiled such that light travels clockwise in F1 and counterclockwise in F2.
https://www.researchgate.net/publication/26797550_Self-pumped_phase-conjugate_fiber-optic_gyroSelf-pumped phase-conjugate fiber-optic gyro, I. McMichael, P. Yeh, Optics Letters 11(10):686-8 · November 1986
http://www.dtic.mil/dtic/tr/fulltext/u2/a170203.pdf (appendix 5.1)
The first phase-conjugate Sagnac experiment on a segment light path with a self-pumped configuration.
The Sagnac phase shift for the first fiber F1:
+2πR1L1Ω/λc
The Sagnac phase shift for the second fiber F2:
-2πR2L2Ω/λc
These are two separate Sagnac effects, each valid for the two fibers, F1 and F2.
The use of the phase conjugate mirror permits the revealing of the final formula, the total phase difference:
φ = -2(φ2 - φ1) = 4π(R1L1 + R2L2)Ω/λc
To obtain the correct Sagnac effect for two separate segments (which feature different lengths and different speeds) of an interferometer which is located away from the center of rotation, one has to add (not substract) the two distinct components.
Please wake up!
Michelson published this formula, proven to be the Coriolis effect formula:
4AΩ/c^2
He emphasized that this is the Sagnac effect formula, which it is not.
Can you understand these basic things?
MICHELSON RECORDED/REGISTERED ONLY THE CORIOLIS EFFECT AND NOT THE ROTATIONAL SAGNAC EFFECT.
This means that the Earth is completely stationary.
Had the Earth been rotating around its own axis, BOTH EFFECTS would have been recorded.
The fringe shifts recorded ONLY the Coriolis effect of the ether drift: a physical effect upon the light beams, a simple deflection, just as proven by Dr. Silberstein.
No Sagnac effect was detected, which is an electromagnetic effect on the velocity of the light beams, an effect thousands of times greater than the Coriolis effect.
A total invalidation of your half-baked ideas.
Please do your homework before posting nonsense.