Solitary Wave Solutions of Conformable Time Fractional Equations Using Modified Simplest Equation Method

Solitary Wave Solutions of Conformable Time Fractional Equations Using Modified Simplest Equation Method

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This study presents a modified simplest equation method (MSEM) to investigate some real and exact solutions of conformable time fractional Benjamin-Bona-Mahony Ball - Batter - Mask (BBM) equation and Chan-Hilliard (CH) equation.We use traveling wave transformation to obtain the results in the form of series solution.Some calculations are performed through Mathematica Yoghurt Non-dairy (chilled) software to analyze the accuracy of this approach.

Graphical representations are reported for more significant results at different fractional-order which demonstrates that this approach is very simple, adequate, and legitimate.