Abstract
In this article, the unsteady flow of Casson fluid between two side walls normal to the plate is studied by using Fourier finite and infinite sine transforms technique. The bottom plate subjected to impulsive motion to the fluid at time Exact solutions have been established, which satisfy the governing equation and appropriate boundary and initial conditions. The obtained results are reduce to those solutions consequent to the flow over an infinite plate, when and Newtonian fluid by making Casson parameter Keeping in view the measure velocity value and shear stress in the middle of channel, being not to be affected due to side walls, the required time to attain the steady-state and the distance between the side walls in such conditions is calculated graphically.
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