Polarization correction for constant propagation of a mode in a curved optical fiber

Denis E. Praporshchikov; Vladimir A. Burdin; Anton V. Bourdine

doi:10.1117/12.2566366

22 May 2020 Polarization correction for constant propagation of a mode in a curved optical fiber

Denis E. Praporshchikov, Vladimir A. Burdin, Anton V. Bourdine

Proceedings Volume 11516, Optical Technologies for Telecommunications 2019; 115160N (2020) https://doi.org/10.1117/12.2566366
Event: XVII International Scientific and Technical Conference "Optical Technologies for Telecommunications", 2019, Kazan, Russian Federation

Abstract

We introduce solution for polarization correction for propagation constant of a linearly polarized guided modes in a curved optical fiber. We considered a linearly polarized guided modes weakly guiding optical fiber with an arbitrary refractive index profile and constant curvature. Proposed solution is based on well known Gaussian approximation method and stratification method.

Citation Download Citation

Denis E. Praporshchikov, Vladimir A. Burdin, and Anton V. Bourdine "Polarization correction for constant propagation of a mode in a curved optical fiber", Proc. SPIE 11516, Optical Technologies for Telecommunications 2019, 115160N (22 May 2020); https://doi.org/10.1117/12.2566366

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