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Nonequivalent similarity reductions of steady thermal boundary layer equations for an incompressible laminar flow over a continuous moving hot surface |
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| Authors: | C. Wafo Soh P.A. Phiri C.A. Pooe |
| Affiliation: | aDepartment of Mathematics, Jackson State University, P.O. Box 17610, Jackson, MS 39217, USA bDepartment of Mathematical Sciences, International Centre for Symmetry Analysis and Mathematical Modelling, University of North West, P.O. Box X2046, Mmabatho 2735, South Africa |
| Abstract: | This paper uses symmetry methods to obtain nonequivalent similarity reductions of the steady two-dimensional thermal boundary layer equations of an incompressible laminar flow. New similarity reductions are uncovered and results obtained through the classical dimensional analysis are recovered. |
| Keywords: | Symmetry methods Nonsimilar subalgebras Invariant solutions Thermal boundary layers |
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