Diffusion Induced Bubble Populations Downstream of a Partial Cavity

Author:

Yu Po-Wen1,Ceccio Steven L.1

Affiliation:

1. Mechanical Engineering and Applied Mechanics, University of Michigan, Ann Arbor, MI 48109-2121

Abstract

Bubble populations downstream of stable partial cavities were examined using in-line holography, and the bubble number distribution and void fraction of the bubbly clouds were determined. The measured flux of bubbles downstream of the cavity was used to determine the diffusion rate of noncondensable gas into the cavity. Four models of gas diffusion into partial cavities from Parkin and Kermeen (1963), Brennen (1969), and Parkin and Ravindra (1993) are reviewed, and their predictions are compared with the experimentally determined mass diffusion rates. The models, which recognize a turbulent boundary layer over the cavity interface, over-predict the diffusion rate by one order of magnitude for cavities characterized by L/δ > 25.

Publisher

ASME International

Subject

Mechanical Engineering

Reference10 articles.

1. Billet M. L. , and WeirD. S., 1975, “The Effect of Gas Diffusion on the Flow Coefficient for a Ventilated Cavity,” ASME JOURNAL OF FLUIDS ENGINEERING, Vol. 97, pp. 501–506.

2. Brennen C. E. , 1969, “The Dynamic Balance of Dissolved Air and Heat in Natural Cavity Flow,” Journal of Fluid Mechanics, Vol. 37, pp. 115–127.

3. Gadd G. E. , and GrantS., 1965, “Some Experiments on Cavities Behind Disks,” Journal of Fluid Mechanics, Vol. 23, p. 44.

4. Maeda, M., H. Yamaguchi, and H. Kato, 1991, “Laser Holography Measurement of Bubble Population in Cavitation Cloud on a Foil Section,” Proceedings of the ASME Cavitation ’91 Symposium, Vol. 116, pp. 67–75.

5. Parkin, B. W., and R. W. Kermeen, 1963, “The Roles of Convective Air Diffusion and Liquid Tensile Stresses During Cavitation Inception,” Proceedings I.A.H.R. Symposium on Cavitation and Hydraulic Machinery, Sendai, Japan, pp. 21–24.

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