A Numerical Approach to the Solution of Two Dimensional Laminar Boundary Layer Equations

This paper discussed the application of Quasi-Linearized Method in solving the two dimensional steady laminar boundary layer equations.To avoid the difficulty caused due the use of the initial value method,the boundary value problem of Falkner-Skan equation was reduced to the numerical equations by means of the finite difference method.The results obtained by the present method were compared with the accurate solution by Evans.It was shown that both results are satisfactorily consistent.