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portada Three-Dimensional Attached Viscous Flow: Basic Principles and Theoretical Foundations
Type
Physical Book
Publisher
Author
Language
English
Pages
405
Format
Paperback
ISBN13
9783662517482
Edition No.
1

Three-Dimensional Attached Viscous Flow: Basic Principles and Theoretical Foundations

Ernst Heinrich Hirschel; Jean Cousteix; Wilhelm Kordulla (Author) · Springer · Paperback

Three-Dimensional Attached Viscous Flow: Basic Principles and Theoretical Foundations - Ernst Heinrich Hirschel; Jean Cousteix; Wilhelm Kordulla

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Synopsis "Three-Dimensional Attached Viscous Flow: Basic Principles and Theoretical Foundations"

Viscous flow is treated usually in the frame of boundary-layer theory and as two-dimensional flow. Books on boundary layers give at most the describing equations for three-dimensional boundary layers, and solutions often only for some special cases.This book provides basic principles and theoretical foundations regarding three-dimensional attached viscous flow. Emphasis is put on general three-dimensional attached viscous flows and not on three-dimensional boundary layers. This wider scope is necessary in view of the theoretical and practical problems to be mastered in practice. The topics are weak, strong, and global interaction, the locality principle, properties of three-dimensional viscous flow, thermal surface effects, characteristic properties, wall compatibility conditions, connections between inviscid and viscous flow, flow topology, quasi-one- and two-dimensional flows, laminar-turbulent transition and turbulence. Though the primary flight speed range is that of civil air transport vehicles, flows past other flying vehicles up to hypersonic speeds are also considered. Emphasis is put on general three-dimensional attached viscous flows and not on three-dimensional boundary layers, as this wider scope is necessary in view of the theoretical and practical problems that have to be overcome in practice.The specific topics covered include weak, strong, and global interaction; the locality principle; properties of three-dimensional viscous flows; thermal surface effects; characteristic properties; wall compatibility conditions; connections between inviscid and viscous flows; flow topology; quasi-one- and two-dimensional flows; laminar-turbulent transition; and turbulence. Detailed discussions of examples illustrate these topics and the relevant phenomena encountered in three-dimensional viscous flows. The full governing equations, reference-temperature relations for qualitative considerations and estimations of flow properties, and coordinates for fuselages and wings are also provided. Sample problems with solutions allow readers to test their understanding.

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