Investigation of Viscoelastic Fluid with Uniform and Non-Uniform Magnetic Source

This paper is analyzed for magnetohydrodynamic flow of Maxwell fluid on exponentially moving plate. Both plate and fluid accelerates in variable velocity 0, = . The solutions of governing equations have been perused analytically under the influence of mathematical transformations (Fourier and Laplace). The expressions of velocity and shear stress are generalized for limiting cases under the existence and non-existence of magnetic field. The particularized cases have been traced out for Newtonian fluids. The graphs are depicted for rheological parameters on the fluid flows in which four types of models are described namely (i) Maxwell fluid in the existence of magnetic field (ii) Maxwell fluid in the non-existence of magnetic field (iii) Newtonian fluid in the existence of magnetic field and (iv) Newtonian fluid in the non-existence of magnetic field.

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