Abstract
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The present effort discusses multi-dimensional eigenvalue problems as applied to the solution of hydro- dynamic and aeroacoustic instability problems on complex geometries. As a demonstrator, global linear instability analyses of steady lamina flows on an elliptic cone in compressible ¿¿ows are monitored; one such flow, obtained using a standard aerodynamics solver, is presented figure 1. Flows on this geometry are intrinsically three-dimensional; as a matter of fact the three-dimensionality of the geometry of the elliptic cone accounts for the departure of the laminar-turbulent transition process from the fairly well-understood scenarios on circular cones and other axisymmetric bodies of revolution. Shedding light on the essentially three-dimensional transition process on the elliptic cone provides motivation for several recent experimental and numerical efforts, as well as for the theoretical/numerical methodology described herein. | |
International
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Si |
Congress
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47th AIAA Aerospace Sciences Meeting |
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960 |
Place
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Orlando, Florida, USA |
Reviewers
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Si |
ISBN/ISSN
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1-56347-969-9 |
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Start Date
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05/01/2009 |
End Date
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08/01/2009 |
From page
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1 |
To page
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14 |
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2009 AIAA Meeting Papers on Disc, Vol. 14, No. 1 (ASM) |