Entangled Simultaneity: Testing Lorentz and Light Speed Invariance with Quantum and Classical Entanglement

In a rigid rod of length AB = L , rotating uniformly, any two spatially separated points along the rod are connected in a way that shows analogies with the quantum entanglement of the spin of particles. This "classical entanglement" can be used for syncing two distant clocks, one at A and...

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Published inInternational journal of theoretical physics Vol. 64; no. 3; p. 78
Main Authors Spavieri, Gianfranco, Carrasquero, Ramón, Contreras, Antonio, Durán, Kevin, Flores, Andrés, Mendoza, Juan Carlos
Format Journal Article
LanguageEnglish
Published New York Springer US 13.03.2025
Springer Nature B.V
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ISSN1572-9575
0020-7748
1572-9575
DOI10.1007/s10773-025-05932-8

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Abstract In a rigid rod of length AB = L , rotating uniformly, any two spatially separated points along the rod are connected in a way that shows analogies with the quantum entanglement of the spin of particles. This "classical entanglement" can be used for syncing two distant clocks, one at A and the other at B. Since it differs from Einstein synchronization, this procedure can be adopted for testing the one-way light speed and Lorentz invariance. Applications to optical Sagnac effects confirm that a consistent interpretation requires the adoption of absolute versus relative simultaneity.
AbstractList In a rigid rod of length AB =L, rotating uniformly, any two spatially separated points along the rod are connected in a way that shows analogies with the quantum entanglement of the spin of particles. This "classical entanglement" can be used for syncing two distant clocks, one at A and the other at B. Since it differs from Einstein synchronization, this procedure can be adopted for testing the one-way light speed and Lorentz invariance. Applications to optical Sagnac effects confirm that a consistent interpretation requires the adoption of absolute versus relative simultaneity.
In a rigid rod of length AB = L , rotating uniformly, any two spatially separated points along the rod are connected in a way that shows analogies with the quantum entanglement of the spin of particles. This "classical entanglement" can be used for syncing two distant clocks, one at A and the other at B. Since it differs from Einstein synchronization, this procedure can be adopted for testing the one-way light speed and Lorentz invariance. Applications to optical Sagnac effects confirm that a consistent interpretation requires the adoption of absolute versus relative simultaneity.
ArticleNumber 78
Author Spavieri, Gianfranco
Durán, Kevin
Carrasquero, Ramón
Flores, Andrés
Contreras, Antonio
Mendoza, Juan Carlos
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Issue 3
Keywords Clock synchronization
03.30.+p
42.25.Bs
Quantum entanglement
Foundations of relativity theory
45.50.-j
One-way speed of light
Lorentz invariance
Relative simultaneity
Language English
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Snippet In a rigid rod of length AB = L , rotating uniformly, any two spatially separated points along the rod are connected in a way that shows analogies with the...
In a rigid rod of length AB =L, rotating uniformly, any two spatially separated points along the rod are connected in a way that shows analogies with the...
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StartPage 78
SubjectTerms Charged particles
Clocks
Clocks & watches
Coordinate transformations
Elementary Particles
Expected values
Global positioning systems
GPS
Invariance
Light
Light speed
Mathematical and Computational Physics
Particle spin
Physics
Physics and Astronomy
Quantum entanglement
Quantum Field Theory
Quantum Physics
Synchronism
Theoretical
Theory of relativity
Title Entangled Simultaneity: Testing Lorentz and Light Speed Invariance with Quantum and Classical Entanglement
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