Fractional Generalized-Maxwell fluid through Rectangular duct under an Oscillating pressure Gradient

Abstract

Analytical solution for the flow of an unsteady GMHD fluid in a rectangular duct due to oscillating pressure gradient is studied. The velocity field and tangential tensions are calculated by applying double finite-Fourier sine transform & Laplace transforms. These are represented as integral and series form in the form of G-functions. The fluid flow is observed in the absence of MHD and porosity.