4.7 Article

On the physical nonlinear (n+1)-dimensional Schrodinger equation applications

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Summary: In this paper, N-soliton solutions of a generalized (2+1)-dimensional Hirota-Satsuma-Ito equation are obtained using the bilinear method. By applying the long wave limit to the N-solitons, M-lump waves are constructed and their propagation orbits, velocities, and collisions are analyzed. Additionally, three kinds of high-order hybrid solutions are presented to explain nonlinear phenomena in the generalized shallow water wave model.

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