A description of the organized motion in the turbulent far wake of a cylinder at low Reynolds number

Author:

Antonia R. A.,Browne L. W. B.,Bisset D. K.,Fulachier L.

Abstract

The topology of the organized motion has been obtained in the slightly heated self-preserving far wake of a circular cylinder at a Reynolds number, based on the cylinder diameter, of about 1200. In a frame of reference moving with the organized motion, the toplogy in the plane of main shear reduces to a succession of centres and saddles, located at about the wake half-width. Centres are identifiable by large values of spanwise vorticity associated with the coherent large-scale motion. Saddles occur at the intersection of converging and diverging separatrices, the latter being identifiable with the high strain rate due to the large-scale motion. Large values of the longitudinal turbulence intensity associated with the smaller-scale motion occur at the centres. High values of the normal and shear stresses, the temperature variance and heat fluxes associated with the large-scale motion occur on either side of each saddle point along the direction of the diverging separatrix. Contours for the production of energy and temperature variance associated with the small-scale motion are aligned along the diverging separatrices, and have maxima near the saddle point. Contours for one component of the dissipation of small-scale temperature variance also have a high concentration along the diverging separatrix. Flow visualizations in the far wake suggest the existence of groups of three-dimensional bulges which are made up of clusters of vortex loops.

Publisher

Cambridge University Press (CUP)

Subject

Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics

Reference36 articles.

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4. Mumford, J. C. 1983 The structure of the large eddies in fully developed turbulent shear flows. Part 2. The plane wake.J. Fluid Mech. 137,447–456.

5. Hayakawa, M. & Hussain, A. K. M. F. 1985 Eduction of coherent structures in the turbulent plane wake. Proc. Fifth Symp. on Turbulent Shear Flows ,Cornell University, pp.4.33–4.38.

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