Current Sagnac Effect Theory: PF Viewpoint

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SUMMARY

The currently accepted theory explaining the Sagnac effect is the Special Theory of Relativity, as highlighted by forum member kev. While some authors classify the Sagnac effect strictly as a "Special Relativity effect," Kevin Brown's mathpages indicate it is fundamentally a classical effect, not involving second-order metric changes. Sagnac himself viewed the effect as explainable within the ether paradigm. The Sagnac effect is also part of the broader discussion on rotating reference frames, a topic that remains debated among physicists, particularly regarding Klauber's Non-Time-Orthogonality (NTO) theory.

PREREQUISITES
  • Understanding of Special Theory of Relativity
  • Familiarity with classical physics concepts
  • Knowledge of rotating reference frames
  • Awareness of Klauber's Non-Time-Orthogonality (NTO) theory
NEXT STEPS
  • Research the implications of the Sagnac effect in rotating reference frames
  • Study Klauber's Non-Time-Orthogonality (NTO) theory in detail
  • Examine Kevin Brown's analysis on mathpages regarding the Sagnac effect
  • Read "Relativity in Rotating Frames" edited by G Rizzi and M. L. Ruggiero
USEFUL FOR

Physicists, students of relativity, and anyone interested in the nuances of the Sagnac effect and its implications in modern physics.

HarryWertM
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In the view of PF posters, what is the "current" [meaning most accepted] theory explaining the Sagnac effect? I have heard of something called Klauber's NTO [Non-Time-Orthogonality] theory and am wondering if it is "accepted"?
-Harry Wertmuller
 
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HarryWertM said:
In the view of PF posters, what is the "current" [meaning most accepted] theory explaining the Sagnac effect? I have heard of something called Klauber's NTO [Non-Time-Orthogonality] theory and am wondering if it is "accepted"?
-Harry Wertmuller

The currently most accepted theory that explains the Sagnac effect is called the Special Theory of Relativity.
 
As kev has pointed out, Special Relativity accounts for the Sagnac effect. It is probably relevant to add that, although some authors refer to the effect as being a "Special Relativity effect" per se, in his mathpages Kevin Brown points out that actually it is a classical effect, because it doesn't involve second order metric effects on lengths, times, etc. that more properly call for the designation, "relativistic." Certainly, Sagnac himself saw it as a classical effect, explicable in terms of the ether paradigm.

Also relevant is that the Sagnac effect is but part of the more general "problem" of rotating reference frames. Although many regard this as not really a problem, being accounted for by Einstein's theories, among some physicists, including Klauber, the proper relativistic interpretation is a lively topic of debate. (See the book, Relativity in Rotating Frames, Eds., G Rizzi and M. L. Ruggiero).
 

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