Unsteady MHD Flow of a Fluid past a Rotating Semi-infinite Plate with Inclined Magnetic Field

This paper investigates unsteady two-dimensional MHD flow past a rotating semi-infinite plate with an inclined magnetic field viscous dissipation, Ohmic and Joule heating. The fluid is assumed to be electrically conducting. governing non-linear partial differential equations for mass, momentum, energy, concentration are transformed into couple system by using appropriate dimensionless parameters quantities. coupled systems then coded in MATLAB solved simultaneously the Gauss Seidel iteration technique. Various quantities varied their effects on velocity, temperature, profiles investigated discussed. It observed that transient velocity increase increment of Prandtl number, Grashof Hall parameter Eckert while they decrease angle inclination Hartman number. temperature rise increasing parameter, number heating decline Schmidt and, induction Reynolds inclination. concept behind induces current moving conductive fluid, which turn generates force fluid. research great interest applications such as boats, pumps material processing.