Author:
Otto S. R.,Jackson T. L.,Hu F. Q.
Abstract
It is known that certain configurations which possess curvature are prone to a class of instabilities which their ‘flat’ counterparts will not support. The main thrust of the study of these centrifugal instabilities has concentrated on curved solid boundaries and their effect on the fluid motion. In this article attention is shifted towards a fluid-fluid interface observed within a curved incompressible mixing layer. Experimental evidence is available to support the conjecture that this situation may be subject to centrifugal instabilities. The evolution of modes with wavelengths comparable with the layer's thickness is considered within moderately curved mixing layers. The high Taylor/Görtler number régime is also discussed which characterizes the ultimate fate of the modes.
Publisher
Cambridge University Press (CUP)
Subject
Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics
Reference24 articles.
1. Hall, P. 1990 Görtler vortices in growing boundary layers: the leading edge receptivity problem, linear growth and the nonlinear breakdown stage.Mathematika 37,151–189.
2. Liou, W. W. 1994 Linear Instability of curved free shear layers.Phys. Fluids 6,541–549.
3. Hu, F. Q. , Otto, S. R. & Jackson, T. L. 1994 On the stability of a curved mixing layer. InProc. ICASE Workshop on Transition, Turbulence and Combustion, 1993 (ed. T. B. Gatski , M. Y. Hussaini & T. L. Jackson ), pp.107–116.Kluwer.
4. Michalke, A. 1965 On spatially growing disturbances in an inviscid shear layer.J. Fluid Mech. 23,521–544.
5. Otto, S. R. & Bassom, A. P. 1994 The effect of crossflow on Taylor vortices.Q. J. Mech. Appl. Maths 47,323–339.
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