Numerical Investigation of Nonlinear Shock Wave Equations with Fractional Order in Propagating Disturbance

The symmetry design of the system contains integer partial differential equations and fractional-order with fractional derivative. In this paper, we develop a scheme to examine shock wave occurring in motion gases Caputo sense. This is formulated using Mohand transform (MT) homotopy perturbation method (HPM), altogether called (MHPT). Our main finding paper handling recurrence relation that produces series solutions after only few iterations. approach presents approximate precise form convergent results certain countable elements, without any discretization or slight theory. numerical findings solution graphs attained MHPT confirm significant reliable.