Three-Dimensional Flow of Jeffrey Fluid over a Bidirectional Stretching Surface with Heat Source/Sink

Abstract

In this article, three-dimensional flow of an incompressible Jeffrey fluid over a bidirectional stretching surface is investigated. Two cases of heat transfer, the prescribed surface temperature and prescribed surface heat flux, are examined. The concept of heat source/sink is employed. A homotopy analysis method is adopted for the development of series solutions. Limiting solutions available in the literature are deduced as special cases of the present results. Plots are prepared and discussed for the pertinent parameters.