A Comparative Study of the Fractional Partial Differential Equations via Novel Transform

In comparison to fractional-order differential equations, integer-order equations generally fail properly explain a variety of phenomena in numerous branches science and engineering. This article implements efficient analytical techniques within the Caputo operator investigate solutions some fractional partial equations. The Adomian decomposition method, homotopy perturbation Elzaki transformation are used calculate results for specified issues. current procedures, we first transform simplify problems then applied methods obtain comprehensive problems. For each targeted problem, generalized schemes suggested derived under influence derivative operator. approaches give series-form solution with easily computable components higher rate convergence precise It is observed that have strong connection actual problem as number terms series increases. Graphs two three dimensions plot proposed models. currently simple dealing primary benefit less computational time. study will be regarded helpful tool