Dynamics of finite energy Airy-Gaussian beam modeled by the fractional Schrodinger equation

This paper focuses on the dynamics of the Airy-Gaussian beam in the fractional-order Schrödinger equation with variable coefficients by using fractional Fourier algorithm, numerical simulation. The soliton splitting properties of the AIG beam can be changed by changing the distribution factor without a potential; in addition, the peak power, center of gravity, and width of the solitons of the AIG beam are changed with potential by changing the chirp and distribution factor. The prospects of AIG beams in optical operations and optical switches are confirmed through these properties.