| Abstract: | The problem of boundary layer flow on a nonconducting wall has been considered in 1–3]. Therein, it was assumed that either the problem is self-similar 1], or the solution was found in the form of a power series in a small parameter 2,3]. The objective of these assumptions is to reduce the boundary layer equations to ordinary differential equations. In the present work the problem is solved without making these assumptions. The distribution along the channel length of the frictional resistance and heat transfer coefficients on the wall are obtained, and the variation of these coefficients with the load parameter is studied. |
