Exploration of No-Slip and Slip of Unsteady Squeezing Flow Fluid Through a Derivatives Series Algorithm

In this work, an unsteady incompressible viscous magnetic-hydrodynamic squeezing of flow fluid is investigated. By the help of similar variables and appropriate transformations which play an important role to convert non-linear partial differential system into the non-linear ordinary differential equation. Also, the reduced boundary value of problem is resolved analytically by employing a derivatives series algorithm (DSA). The important key for this construction is necessary for the derivatives that appear as a coefficient in the power series. The impacts of conspicuous physical emerging parameters on the velocity distribution are described using sketched and interpreted at boundaries in cases of slip and no slip.