Sentence examples for boundary layer problem is from inspiring English sources

A 1D diffusion boundary layer problem is presented and solved in order to show that a sufficient rate of water dissociation can be obtained with the model.

In support of this conclusion, convergence behaviors of solutions of Burgers' equation and an interacting boundary layer problem are examined.

A survey of the published boundary layer solutions for a moving flat surface was also carried out and their applicability to the present boundary layer problem was studied.

Examples of interior and boundary layer problems are presented.

Three boundary layer problems are considered and solved in this study using the novel technique.

For the boundary layer problems it is difficult to construct a reliable false transient equation if it is not based on a physically "sound" transient model.

The SRM is an iterative algorithm for the solution of nonlinear boundary layer problems which are characterized by flow properties that decay exponentially to constant levels far from the boundary surface.

(23) where (varphi= varphi_{1},varphi_{2})^{tau}) is the solution of the boundary layer problem.

Since usually it is required to deal with some complex related problems such as the oscillatory behavior of the electric fields, the initial layer problem, the sheath boundary layer problem, and the classical shock problem.

Another broad category of singularly perturbed problems is the boundary layer problems [1, 2].

For self-similar boundary layer problems, the SRM algorithm may be summarized as follows: 1. Reduce the order of the momentum equation for f by introducing the transformation f ′ = p and express the original equation in terms of p .   2.