Symmetry Analysis and Solutions of Fractional Simplified Kawahara Equation

In recent work, travelling wave solutions of the time fractional simple modified Kawahara equation have been obtained using the \(\frac{F}{G}\) -expansion method. The wave transformation is acquired by Lie symmetry analysis with conformal fractional derivatives. The nonlinear partial differential equation (NLPDE) is transformed into an ordinary differential equation (ODE) of fractional order, making use of wave transformation. Also, the series solution of the reduced ODE is attained. Some graphs of the acquired solutions are drawn using Maple.