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The boundary layer equations are (1).
The transformed boundary layer equations are solved numerically using MATLAB (bvp4c).
In this article, boundary layer equations are solved using the ISHAM.
The transformed boundary layer equations are solved numerically using the shooting method.
The transformed boundary layer equations are solved numerically by a finite difference scheme, namely the Keller-box method.
In this paper, 3-D incompressible steady momentum integral boundary layer equations are employed to study this complex problem.
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A Pohlhausen solution of the concentration boundary layer equations is presented and results are compared to experimental measurements.
The non-linear coupled boundary layer equations were transformed and the resulting ordinary differential equations were solved by perturbation technique [Aziz A, Na TY. Perturbation methods in heat transfer. Berlin: Springer-Verlag; 1984. p. 1 184; Kennet Cramer R, Shih-I Pai. Magneto fluid dynamics for engineers and applied physicists 1973;166 7].
By modelling the separated wake as an extension of the displacement body, the thick wake model is able to avoid the Goldstein singularity, allowing for a fast, robust CFD tool, for which the computational expense of simultaneously solving the inviscid and boundary layer equations is no longer necessary.
The momentum boundary layer equation is partially decoupled from the energy and species equations.
The momentum boundary layer equation is partially decoupled from the energy equation.
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