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Showing papers by "Anton V. Bourdine published in 2021"


Journal ArticleDOI
02 Jan 2021-Fibers
TL;DR: Novel approaches to the numerical integration of the coupled nonlinear Schrodinger equations system for few-mode wave propagation are discussed, which allows separating the whole equation system on the independent equation system for each wave mode at each integration step.
Abstract: This paper discusses novel approaches to the numerical integration of the coupled nonlinear Schrodinger equations system for few-mode wave propagation. The wave propagation assumes the propagation of up to nine modes of light in an optical fiber. In this case, the light propagation is described by the non-linear coupled Schrodinger equation system, where propagation of each mode is described by own Schrodinger equation with other modes’ interactions. In this case, the coupled nonlinear Schrodinger equation system (CNSES) solving becomes increasingly complex, because each mode affects the propagation of other modes. The suggested solution is based on the direct numerical integration approach, which is based on a finite-difference integration scheme. The well-known explicit finite-difference integration scheme approach fails due to the non-stability of the computing scheme. Owing to this, here we use the combined explicit/implicit finite-difference integration scheme, which is based on the implicit Crank–Nicolson finite-difference scheme. It ensures the stability of the computing scheme. Moreover, this approach allows separating the whole equation system on the independent equation system for each wave mode at each integration step. Additionally, the algorithm of numerical solution refining at each step and the integration method with automatic integration step selection are used. The suggested approach has a higher performance (resolution)—up to three times or more in comparison with the split-step Fourier method—since there is no need to produce direct and inverse Fourier transforms at each integration step. The key advantage of the developed approach is the calculation of any number of modes propagated in the fiber.

12 citations


Journal ArticleDOI
02 May 2021-Fibers
TL;DR: In this paper, the authors presented fabricated silica microstructured optical fiber with special equiangular spiral six-ray geometry, an outer diameter of 125 µm and induced chirality with twisting of 200 revolutions per minute (or e.g., under a drawing speed of 3 m per minute, 66 revolutions per 1 m).
Abstract: This work presents fabricated silica microstructured optical fiber with special equiangular spiral six-ray geometry, an outer diameter of 125 µm (that corresponds to conventional commercially available telecommunication optical fibers of ratified ITU-T recommendations), and induced chirality with twisting of 200 revolutions per minute (or e.g., under a drawing speed of 3 m per minute, 66 revolutions per 1 m). We discuss the fabrication of twisted microstructured optical fibers. Some results of tests, performed with pilot samples of designed and manufactured stellar chiral silica microstructured optical fiber, including basic transmission parameters, as well as measurements of near-field laser beam profile and spectral and pulse responses, are represented.

7 citations