Electromagnetic curves and rotation of the polarization plane through alternative moving frame

This study investigates the behavior of a linearly polarized light wave in optical fiber and the rotation of the polarization plane through an alternative moving frame { n , c , w } in 3D Riemannian space. It is known that the geometric evolution of a polarized light wave is associated with the Berr...

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Bibliographic Details
Published in:European physical journal plus 2020-11, Vol.135 (11), p.867, Article 867
Main Authors: Ceyhan, Hazal, Özdemir, Zehra, Gök, İsmail, Ekmekci, F. Nejat
Format: Article
Language:English
Subjects:
Applied and Technical Physics
Atomic
Charged particles
Complex Systems
Condensed Matter Physics
Electric fields
Light
Linear polarization
Magnetic fields
Mathematical and Computational Physics
Molecular
Optical and Plasma Physics
Optical fibers
Physics
Physics and Astronomy
Polarization
Polarized light
Regular Article
Rotation
Theoretical
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Summary:This study investigates the behavior of a linearly polarized light wave in optical fiber and the rotation of the polarization plane through an alternative moving frame { n , c , w } in 3D Riemannian space. It is known that the geometric evolution of a polarized light wave is associated with the Berry phase (geometric phase). Thus, a new kind of geometric phase model has been generated in 3D Riemannian space. Moreover, the rotation of the polarization plane has been described using the Fermi–Walker parallel transportation law. Then, this was reviewed with the Rytov parallel transportation along with the direction of the state of the polarization plane in an optical fiber by means of the { n , c , w } frame. Furthermore, the electromagnetic trajectories ( E M-trajectories) obtained by the electric field E along the polarization plane of a light wave traveling in an optical fiber were characterized. Finally, various examples to support the theoretical background were visualized.
ISSN:2190-5444
2190-5444
DOI:10.1140/epjp/s13360-020-00881-z