Contained non-homogeneous flow under gravity or how to stratify a fluid in the laboratory

Author:

Walin Gösta

Abstract

It is demonstrated that the basic stratification in a fluid region subject to thermal forcing may be predicted rather simply for a fairly wide class of boundary conditions. Explicit solutions are derived in certain cases. A useful experimental method for maintaining a stratified system with arbitrarily specified vertical variation of density emerges from the analysis. A preliminary laboratory experiment has demonstrated the efficiency of this method. The restrictions on the validity of the theory involve a limitation on the thermal forcing of the fluid, which may be expressed as an upper limit on the thermal conductance of the boundary of the region. Furthermore, the buoyancy frequency characterizing the solution must be sufficiently large to give rise to a boundary-layer-type flow pattern.

Publisher

Cambridge University Press (CUP)

Subject

Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics

Reference11 articles.

1. Stewartson, K. 1966 On almost rigid rotations. Part 2 J. Fluid Mech. 26,131.

2. Veronis, G. 1967a Analogous behaviour of homogeneous, rotating fluids and stratified, non-rotating fluids Tellus,19,326.

3. Baker, D. J. 1966 A technique for the precise measurement of small fluid velocities J. Fluid Mech. 26,573.

4. Veronis, G. 1967b Analogous behaviour of rotating and stratified fluids Tellus,19,620.

5. Gill, A. E. 1966 The boundary-layer régime for convection in a rectangular cavity J. Fluid Mech. 26,515.

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