Unsteady squeezing flow of jeffery fluid between two parallel disks

We investigate an unsteady axisymmetric flow of a Jeffrey fluid between two parallel disks. The relevant partial differential equations are modeled and simplified by using appropriate transformations. The resulting ordinary differential system is solved and a series solution is obtained. Effects of various parameters of interest on the flow quantities are seen. It is found that the velocity profile increases when porosity and squeezing parameters are increased.