Bright Soliton Solution of (1+1)‎-Dimensional Quantum System with Power-Law Dependent Nonlinearity

الملخص EN

We study the nonlinear dynamics of (1+1)-dimensional quantum system in power-law dependent media based on the nonlinear Schrödinger equation (NLSE) incorporating power-law dependent nonlinearity, linear attenuation, self-steepening terms, and third-order dispersion term.

The analytical bright soliton solution of this NLSE is derived via the F-expansion method.

The key feature of the bright soliton solution is pictorially demonstrated, which together with typical analytical formulation of the soliton solution shows the applicability of our theoretical treatment.