# Theoretical Physics

### Electrodynamics in Uniformly Rotating Frames the Central Observer Point of View

Download PDF (375.3 KB) PP. 177 - 187 Pub. Date: December 1, 2017

### Author(s)

**A. Sfarti**^{*}

CS Dept, 387 Soda Hall, UC Berkeley

### Abstract

### Keywords

### References

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[5] Kroemer, H. "The Thomas precession factor in spin-orbit interaction" Am J. Physics. 72 (2004).

[6] Rhodes, J. A, “Semon, M. D. "Relativistic velocity space, Wigner rotation and Thomas precession,” Am. J. Phys. 72, (2005).

[7] Malykin, G. B. "Thomas precession: correct and incorrect solutions," Phys. Usp. 49 (8): (2006).

[8] Krivoruchenko, M. I. "Rotation of the swing plane of Foucault's pendulum and Thomas spin preession: Two faces of one coin," Phys. Usp., 52. 8 (2009)

[9] Sfarti, A. “Hyperbolic Motion Treatment for Bell's Spaceship Experiment,” Fizika A, 18, 2 (2009)

[10] Sfarti, A. “Coordinate Time Hyperbolic Motion for Bell's Spaceship Experiment,” Fizika A, 19, 3 (2010)

[11] Sfarti, A. “Relativity solution for “Twin paradox”: a comprehensive solution,” IJP, 86, 10 (2012)

[12] Sfarti, A. “Generalization of Coordinate Transformations between Accelerated and Inertial Frames – General Formulas of Thomas Precession,” JAPSI, 8, 2, (2017)

[13] C. Corda, “The M?ssbauer rotor experiment and the general theory of relativity,” Ann. Phys. 368, 258 (2016).