Heat transfer from turbulent separated flows

Author:

Spalding D. B.

Abstract

A power-law relation is derived between the Stanton number and the Reynolds number, expressing the law of heat transfer for a wall adjacent to a region of turbulent separated flow. The derivation is based on Prandtl's (1945) proposal for the laws of dissipation, diffusion and generation of turbulent kinetic energy. The constants appearing in these laws are determined by reference to experimental data for the hydrodynamic properties of the constant-stress and the linear-stress layers.The agreement between the resulting predictions and the experimental data of other workers is sufficiently good to suggest that the actual mechanism of heat transfer from separated flows has much in common with that which is postulated. Closer agreement can be expected only after the present one-dimensional analysis has been superseded by a two-dimensional one.

Publisher

Cambridge University Press (CUP)

Subject

Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics

Reference17 articles.

1. Ede, A. J. , Hislop, C. I. & Morris, R. 1956 Effect on the local heat transfer in a pipe of an abrupt disturbance of the fluid flow: abrupt convergence and divergence of diameter ratio 2:1.Proc. Inst. Mech. Engng 170,1113.

2. Spalding, D. B. & Jayatillaka, C. L. V. 1964 A survey of theoretical and experimental information on the resistance of the laminar sub-layer to heat and mass transfer. Proceedings of 2nd All-Union Conference on Heat Transfer ,Minsk,B.S.S.R., U.S.S.R.

3. Hinze, J. O. 1959 Turbulence .New York:McGraw-Hill.

4. Hansen, A. G. 1964 Symposium on fully separated flows.ASME. New York.

5. Liepmann, H. W. & Laufer, J. 1947 Investigations of free turbulent mixing.NACATN 1257.

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