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Special Course on Progress in Transition Modelling [Progrês dans la Modélisation de la Transition]Lecture notes for the AGARD Fluid Dynamics Panel (FDP) Special Course on 'Progress in Transition Modelling' have been assembled in this Report. The aim and scope of this Course was to provide information on new developments in modelling the dynamics of transition to turbulence, and the prediction of transition in boundary-layer flows. Specifically, topics and methods covered include: a physical description of boundary-layer transition, linear theory, asymptotic techniques, parabolized stability equations, direct numerical simulations, empirical methods and closure of the Reynolds' averaged Navier-Stokes equations.

The material assembled in this report was prepared and presented under the combined sponsorship of the AGARD Fluid Dynamics Panel, and the von Karman Institute (VKI) for Fluid Dynamics.
Document ID
19940029378
Acquisition Source
Legacy CDMS
Document Type
Other - AGARD Report
Authors
Advisory Group for Aerospace Research and Development
(North Atlantic Treaty Organization Brussels, Belgium)
Date Acquired
August 16, 2013
Publication Date
April 1, 1994
Publication Information
Publisher: North Atlantic Treaty Organization
ISBN: 9283507428
Subject Category
Fluid Mechanics and Thermodynamics
Report/Patent Number
AD-A283337
AGARD-R-793
Meeting Information
Meeting: AGARD von Kármán Institute (VKI)
Location: Rhode-Saint-Genêse
Country: BE
Start Date: March 29, 1993
End Date: April 1, 1993
Sponsors: North Atlantic Treaty Organization
Accession Number
94N33884
Distribution Limits
Public
Copyright
Portions of document may include copyright protected material.
Keywords
Boundary layer transition
Transitional flow
Direct numerical simulation
Mathematical models
Linear theory
Parabolized stability equations
Empirical methods
Turbulent flow
Turbulence models
Reynolds stress
Navier-stokes equation
Lectures
Flow stability
Computational fluid dynamics
Boundary layer stability
Boundary layer separation
Asymptotic methods
Fluid dynamics
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