Semi-Analytic Technique for Solving Fractional Partial Differential Equations with Conformable Derivatives

In this work, we present a semi-analytical technique to find an approximate result of the conformable fractional partial differential equations (CFPDEs). The order derivative will be in (CFD) sense. This definition is effective and simple solution that have intricate with classical like Riemann-Liouville Caputo. Furthermore, obtained by proposed those previous studies used other types methods (Homotopy analysis method) but it has advantage being simpler than rest these methods. addition, results demonstrate Precision effectiveness suggested technique.