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This research work is aimed at obtaining solutions to the boundary layer convective heat transfer with viscous dissipation and low pressure gradient over a flat plate. The nonlinear equations of momentum and energy are transformed from partial differential equations into ordinary differential equations by using similarity transformation; the resulting equations were solved using Adomian decomposition method (ADM). An attempt was made to show the potentials and wide-range of applications of the Adomian decomposition method in the comparison with other methods used in solving heat transfer problems. The results were compared with numerical method (NM) and Homotopy perturbation method (HPM). It was observed from results obtained, that the ADM provides highly precise numerical solution for nonlinear differential equations. The results were accurate especially for ≤ using this method, a general equating terms of Eckert number (EC) and pressure gradient ( ) is derived which can be used to investigate velocity and temperature profiles.

Adomian Decomposition Method for the Solution of Boundary Layer Convective Heat Transfer with Low Pressure Gradient over a Flat