Download PDF by A. Biesheuvel (auth.), Shigeki Morioka, Leen Van Wijngaarden: IUTAM Symposium on Waves in Liquid/Gas and Liquid/Vapour

By A. Biesheuvel (auth.), Shigeki Morioka, Leen Van Wijngaarden (eds.)

A IUTAM symposium on 'Waves in Liquid/Gas and Liquid/Vapor Two-Phase structures' was once held in Kyoto, Japan, 9-13 could 1994. Sixty-three scientists partici­ pated coming from ten international locations, and forty-two lectures have been awarded. The record of members and this system are incorporated during this quantity. The symposium was once held based on the request of the individuals within the IUTAM symposium 'Adiabatic Waves in Liquid-Vapor approach' held at Gottingen in 1989. at the moment, the necessity for an additional symposium in approximately 5 years have been indicated by way of the entire contributors. This symposium intends to boost the topic of wave houses in additional basic liquid-gas two-phase structures. subject matters during this symposium should be categorized as (1) waves in liquid-gas bubble structures together with interfacial results, (2) waves in fuel( vapor )-droplets structures, (3) waves in motion pictures or stratified structures, (4) waves with liquid-vapor transition, (5) waves with vapor-liquid transition, (6) wave propagation close to the severe element and (7) waves with low strain influence. As for subject (1), experiments, numerical simulations and analytical ways to waves in bubly drinks have been mentioned. the significance of interbubble interactions in the course of the liquid-field is now good proven no less than by way of strength thought. there has been additionally a development about the well-posedness of governing equations for void waves. For strain waves there have been a few new phenomena, akin to bubble­ cluster formation and the prevalence of 3-dimensional constructions, as well as a development from extra qualitative stories to quantitative ones.

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Extra resources for IUTAM Symposium on Waves in Liquid/Gas and Liquid/Vapour Two-Phase Systems: Proceedings of the IUTAM Symposium held in Kyoto, Japan, 9–13 May 1994

Sample text

18 (IJ ~ 0 j'

This velocity depends on both pressure and void fraction through the following relationship: W= p (26) As for void fraction waves, the jump in pressure and void fraction across a shock are related by: (27) As W is large, the jump in void fraction is negligible compared to the jump in pressure. The velocity W has to be compared to the expression of pressure wave velocity Wh from homogeneous model of two-phase mixture: (28) It turns out that Eqs. (26) and (28) are very similar, the single difference is that the drift between phases is not allowed in the homogeneous model.

K. Batchelor & R. M. Davies), pp. 250-35l. Cambridge University Press. [13] MOORE, D. W. 1965 The velocity of rise of distorted gas bubbles in a liquid of small viscosity. J. Fluid Mech. 23, 749-766. [14] RUDENKO, O. V. & SOLUYAN, S. I. 1977 Theoretical Foundations of Nonlinear Acoustics. Consultants Bureau (English translation), Plenum. [15] SANGANI, A. S. & DmwANIA, A. K. 1993a Dispersed-phase stress tensor in flows of bubbly liquids at large Reynolds numbers. J. Fluid Mech. 248, 27-54. [16] SANGANI, A.

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