4.7 Article

Dynamical behavior and modulation instability of optical solitons in nonlinear directional couplers

Journal

NONLINEAR DYNAMICS
Volume 111, Issue 11, Pages 10441-10458

Publisher

SPRINGER
DOI: 10.1007/s11071-023-08396-9

Keywords

Optical soliton dynamics; Linear stability analysis; Gain spectrum; Hirota bilinear method; PINN algorithm

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This paper focuses on the dynamical behavior and modulation instability of optical solitons in nonlinear directional couplers. The expressions of single soliton solutions are derived, and the hyperbolic secant-type pulse is used to excite the input channel. The dynamical behavior of single optical soliton in traditional directional and negative index material couplers with varying self-phase modulation is discussed. Based on linear stability analysis, the distribution of modulation instability gain is studied, and the effect of dispersion, nonlinearity, and input power on modulation instability gain is investigated. It is worth noting that the physical information neural network algorithm performs well in simulating the transmission of an optical pulse in the coupler and leading to novel optical waves. These results contribute to understanding the generation of soliton-like excitation and lay a foundation for exploring novel optical solitons in nonlinear directional couplers.
In this paper, we focus on the dynamical behavior and modulation instability of optical solitons in nonlinear directional couplers. The expressions of single soliton solutions are derived, and the hyperbolic secant-type pulse is used to excite the input channel. We discuss the dynamical behavior of single optical soliton in traditional directional and negative index material couplers with varying self-phase modulation. Subsequently, based on the linear stability analysis, the distribution of modulation instability gain is studied, and the effect of dispersion, nonlinearity and input power on modulation instability gain is given. It is worth noting that the physical information neural network algorithm performs well in simulating the transmission of an optical pulse in the coupler and leading to some novel optical waves. The results are helpful in understanding the generation of soliton-like excitation and lay a foundation for exploring novel optical soliton in nonlinear directional couplers.

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