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Similarity solutions of the boundary layer equations for a nonlinearly stretching sheet
Journal article   Peer reviewed

Similarity solutions of the boundary layer equations for a nonlinearly stretching sheet

F Akyildiz, Dennis Siginer, K Vajravelu, J Cannon and Robert Van Gorder
Mathematical methods in the applied sciences, Vol.33(5), pp.601-606
30/03/2010
DOI: https://doi.org/10.1002/mma.1181

Abstract

Computational fluid dynamics Differential equations Fluid flow Mathematical analysis Mathematical models Nonlinearity Similarity solutions Stretching
Consideration is given to a class of nonlinear third-order differential equations arising in fluid flow over a nonlinearly stretching sheet. Existence of a solution of the nonlinear third-order differential equation over 0 Delta *hAppl. Math. Comput. 2006; 181:609-618). That is, we prove with estimates independent of R for solutions of the third-order differential equation on [0, R]. The existence of a solution on 0 Delta *h

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