MHD Flow of a Jeffrey Fluid with Newtonian Heating

The combined effects of Joule and Newtonian heating in magnetohydrodynamic (MHD) flow of Jef- frey fluid over a stretching cylinder with heat source/sink are addressed. Suitable transformations are considered to reduce the non-linear boundary layer partial differential equations into the ordinary differ- ential equations. Convergent series solutions of the resulting dimensionless problems are obtained. Effects of emerging physical parameters on the velocity and temperature profiles are examined. Com- parison between viscous and Jeffrey fluids for different cases of flat plate and cylinder is made. Numer- ical values of skin friction coefficient and local Nusselt number are tabulated and analyzed for different values of emerging parameters.

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