Abstract
The paper presents flow and energy transfer to a Newtonian fluid over non-linear extrusion stretching sheet problem involving a Newtonian fluid and suction (injection). Two different temperature conditions are studied, namely (i) prescribed surface temperature and (ii) prescribed wall heat flux, while considering heat transfer. Similarity transformation is used on the governing equations to arrive at a system of non-linear ordinary differential equations. A new analytical approach is then followed for solving the equation. Analytical expression is obtained for stream function and temperature in terms of the stretching parameters. The result in respect of the stretching sheet problem without the boundary layer approximation is obtained using those obtained with the boundary layer approximation. An asymptotic analysis is presented for large and small Prandtl numbers.
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