Abstract:
In this manuscript, the Conformable Reduced Differential Transform Method was applied to
obtain an approximate analytical solution of one dimensional time fractional Allen-Cahn
equation subject to initial condition. This method provides an approximate analytical
solution in the form of a convergent series. The scheme was tested through supportive
examples and the obtained results were compared with previous works. Solutions were
presented in graphical form and results indicate that the Conformable Reduced Differential
Transform Method is more accurate, efficient, and convenient for solving one dimensional
time fractional Allen-Cahn equation.
