OV-bearing modes with ℓ = 2 of twisted anisotropic optical fibres

OV-bearing modes with ℓ = 2 of twisted anisotropic optical fibres

We investigated the high-order mode structure of a weakly guiding twisted anisotropic optical fibre. An analytical solution of the vector wave equation for this case is presented. We obtained analytical expressions for the higher-order modes with an azimuthal number ℓ = 2 and their propagation const...

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Veröffentlicht in:Journal of physics. Conference series 2020-12, Vol.1697 (1), p.12162
Hauptverfasser: Alexeyev, C N, Barshak, E V, Vikulin, D V, Lapin, B P, Yavorsky, M A
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Sprache:eng
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Anisotropy
Electron beams
Exact solutions
Mathematical analysis
Optical fibers
Physics
Wave equations
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creator Alexeyev, C N
Barshak, E V
Vikulin, D V
Lapin, B P
Yavorsky, M A
description We investigated the high-order mode structure of a weakly guiding twisted anisotropic optical fibre. An analytical solution of the vector wave equation for this case is presented. We obtained analytical expressions for the higher-order modes with an azimuthal number ℓ = 2 and their propagation constants of such a fibre, considering the mutual effect of linear anisotropy of fibre's material, twisting, including torsional mechanical stress, and spin-orbital interaction. We showed that optical vortex beams with topological charge ±2 are the modes of the fibres considered.
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subjects Anisotropy
Electron beams
Exact solutions
Mathematical analysis
Optical fibers
Physics
Wave equations
title OV-bearing modes with ℓ = 2 of twisted anisotropic optical fibres
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