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Record 18 of 337
Calculation methods for compressible turbulent boundary layers
Author and Affiliation:
Bushnell, D. M.(NASA Langley Research Center, Hampton, VA, United States)
Cary, A. M., Jr.(NASA Langley Research Center, Hampton, VA, United States)
Harris, J. E.(NASA Langley Research Center, Hampton, VA, United States)
Abstract: Calculation procedures for non-reacting compressible two- and three-dimensional turbulent boundary layers were reviewed. Integral, transformation and correlation methods, as well as finite difference solutions of the complete boundary layer equations summarized. Alternative numerical solution procedures were examined, and both mean field and mean turbulence field closure models were considered. Physics and related calculation problems peculiar to compressible turbulent boundary layers are described. A catalog of available solution procedures of the finite difference, finite element, and method of weighted residuals genre is included. Influence of compressibility, low Reynolds number, wall blowing, and pressure gradient upon mean field closure constants are reported.
Publication Date: Jan 01, 1976
Document ID:
19790010770
(Acquired Nov 15, 1995)
Accession Number: 79N18941
Subject Category: AERODYNAMICS
Document Type: Conference Paper
Publication Information: Von Karman Inst. for Fluid Dyn. Compressible Turbulent Boundary Layers, Vol. 2; 124 p
Publisher Information: Belgium
Financial Sponsor: NASA; Belgium
Organization Source: NASA Langley Research Center; Hampton, VA, United States
Description: 124p; In English
Distribution Limits: Unclassified; Publicly available; Unlimited
Rights: No Copyright
NASA Terms: COMPRESSIBLE BOUNDARY LAYER; NUMERICAL ANALYSIS; TURBULENT BOUNDARY LAYER; DIFFERENTIAL EQUATIONS; FINITE DIFFERENCE THEORY; FINITE ELEMENT METHOD; INTEGRAL EQUATIONS; PRESSURE GRADIENTS; REYNOLDS NUMBER; THREE DIMENSIONAL BOUNDARY LAYER; TRANSFORMATIONS (MATHEMATICS); TWO DIMENSIONAL BOUNDARY LAYER
Imprint And Other Notes: In Von Karman Inst. for Fluid Dyn. Compressible Turbulent Boundary Layers, Vol. 2 124 p (SEE N79-18939 10-02)
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