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A three-dimensional integral method for calculating incompressible turbulent skin friction

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TLDR
In this article, a new integral method is proposed for the analysis of three-dimensional incompressible turbulent boundary layers, which utilizes velocity profile expressions in wall-law form to derive two coupled partial differential equations for the two components of surface skin friction.
Abstract
A new integral method is proposed for the analysis of three-dimensional incompressible turbulent boundary layers. The method utilizes velocity profile expressions in wall-law form to derive two coupled partial differential equations for the two components of surface skin friction. No shape factors or emprical shear stress correlations are needed in the method. The only requirements are a knowledge of the external velocity and streamline distribution and initial values of skin friction along a starting crossflow line of the flow. The method is insensitive to sidewall conditions and may be continued downstream until the complete three-dimensional separation line of the flow has been computed. Two comparisons with experiment are shown a curved-duct unseparated flow and a T-shaped-box separated flow. The calculations are very straightforward and agree reasonable well with the data for friction, crossflow angle, and separation line.

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References
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Journal ArticleDOI

Three-dimensional turbulent boundary layers in external flows - A report on Euromech 60

TL;DR: Euromech 60 as discussed by the authors was the third European Mechanics Colloquia dealing primarily with three-dimensional turbulent boundary layers and a total of 23 papers were presented, dealing with both experiments on and predictions of turbulent boundary-layer flows and related topics.
Journal ArticleDOI

Three-dimensional turbulent boundary layers: A review

TL;DR: In this paper, the nature of 3-dimensional turbulent boundary layers (3DTBL) is discussed with the intention of applying them to the problems encountered in hydraulic engineering, and various cross-flow and near-wall similarity models are described.
Book ChapterDOI

Complex Effects in Turbulent Flows

Jean Piquet
TL;DR: When a boundary layer undergoes a rapid acceleration through a strongly favourable pressure gradient, the violent eruptions away from the wall, near the edge of the viscous sublayer cease when the pressure gradient reaches a critical value given by as discussed by the authors.