Numerical study of the fundamental fiber soliton propagation | Zendy

H E Ibarra-Villalón | Zendy; O. Pottiez | Zendy; Armando Gómez-Vieyra | Zendy; Y. E. Bracamontes-Rodríguez | Zendy; J P Lauterio-Cruz | Zendy

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Numerical study of the fundamental fiber soliton propagation

Author(s) -

H E Ibarra-Villalón,

O. Pottiez,

Armando Gómez-Vieyra,

Y. E. Bracamontes-Rodríguez,

J P Lauterio-Cruz

Publication year - 2020

Publication title -

revista mexicana de física e

Language(s) - English

Resource type - Journals

eISSN - 2683-2216

pISSN - 1870-3542

DOI - 10.31349/revmexfise.17.191

Subject(s) - nonlinear system , soliton , physics , nonlinear schrödinger equation , formalism (music) , envelope (radar) , wave propagation , dispersion (optics) , classical mechanics , statistical physics , computer science , optics , quantum mechanics , telecommunications , art , musical , radar , visual arts

This work presents a numerical approach to understand the self-regeneration mechanism of the fundamental soliton propagation driven by the nonlinear Schr \" odinger equation in the nonlinear fiber formalism. This approach shows that the interplay between dispersion and nonlinearity results in a compensation effect in the phase and the instantaneous frequency representation of the pulse envelope. For a better understanding of this compensation process, 3D mapping propagation graphs are presented.

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