Titlebook: Controllable Nonlinear Waves in Graded-Index Waveguides (GRIN); Thokala Soloman Raju Book 2024 The Editor(s) (if applicable) and The Autho

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做方舟

Controllable Nonautonomous Waves in Tapered Graded-Index Waveguides,ry out the analysis, which maps the inhomogeneous generalized nonlinear Schr?dinger equation to the standard nonlinear Schr?dinger equation. It is found that these different tapering profiles can support both bright and dark similaritons with significantly high intensity. In particular, we study the

CAND

Controllable Optical Similaritons in GRIN by Tailoring of Tapered Profile,near waveguide. By utilizing the isospectral Hamiltonian approach with the crucial observation that the equation governing the tapering profile can be transformed into a Schr?dinger-like equation, we detail the procedure to tailor .-type and parabolic tapering profiles of such waveguides. We demonst

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Butterfly-Shaped and Dromion-Like Waves in GRIN Waveguide,de (GRIN). Specifically, we obtain these waves in a generalized nonlinear Schr?dinger equation (GNLSE), which describes self-similar wave propagation in GRIN waveguide with variable group-velocity dispersion (GVD), nonlinearity, and gain, despite the fact that dromion-like structures, which have gen

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勤勉

superfluous

Controlling Similaritons in Two-Dimensional GRIN Waveguide Through Riccati Parameter,cient coupled nonlinear Schr?dinger equations (vc-CNLSE) with dispersion, nonlinearity, and gain to canonical NLSE. We have constructed different varieties of self-similar waves in the form of bright similaritons, Akhmediev breathers, and rogue waves, subjected to certain restrictive functional rela

Chandelier

Symbiotic Rogons in (2+1)-Dimensional GRIN Waveguide,ropagation in inhomogeneously coupled nonlinear optical fibers. This dynamical system admits bright–dark, bright, dark similaritons, self-similar breathers, and rogue waves as possible localized configurations, under specific conditions on the self- and cross-phase coupling terms. By appropriately l

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delusion