摘要
Abstract Spatial soliton solutions of a class of generalized nonlinear Schrdinger equations in N space are discussed analytically and numerically. This achieved using a traveling wave method to formulate one soliton solution and the P R method is employed to the numerical solutions and the interactions between the solitons for the generalized nonlinear systems in 2 space. The results presented show that the soliton phenomena are characteristics associated with the nonlinearities of the dynamical systems.
Abstract Spatial soliton solutions of a class of generalized nonlinear Schrdinger equations in N space are discussed analytically and numerically. This achieved using a traveling wave method to formulate one soliton solution and the P R method is employed to the numerical solutions and the interactions between the solitons for the generalized nonlinear systems in 2 space. The results presented show that the soliton phenomena are characteristics associated with the nonlinearities of the dynamical systems.
