Abstract
This paper is devoted to the study of the turbulence in the liquid phase of a vertical, co-current air-water bubbly flow. The air bubbles are blown uniformly into a hydrodynamic tunnel, through a grid which generates a quasi-isotropic turbulent field. The turbulent characteristics have been obtained by hot-film and Laser Doppler Anemometry. The longitudinal turbulent kinetic energy increases strongly with the void fraction α. Roughly speaking, there exist two distinct regimes : the first one corresponds to low values of α, where hydrodynamic interactions between bubbles are negligible and the second one to higher values, for which, due to their mutual interactions, the bubbles transfer a significant amount of kinetic energy. The critical value of α at which the transition occurs proves to be a decreasing function of the level of the turbulence generated by the grid. The one-dimensional spectra exhibit a progressive disappearance of the classical — 5/3 law, and a large range of high frequencies associated with the wakes of the bubbles. The Reynolds stress tensor shows that the quasi-isotropy is not altered. If the turbulent kinetic energy is assumed to be the sum of the energy created by the grid and that due to the bubbles, it proves to be a linear function of a whose slope depends on the regime under consideration.
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References
Batchelor, G.K., “Sedimentation in a dilute dispersion of spheres”. J. F. M., 52 (1972), 245–268.
Bataille J., Kestin, J., “Continuum modeling of two-phase flows”. N. S. F. Report nº GEOFLO/12, Brown University, Providence, U.S.A. (dec. 1981).
Comte-Bellot, G., Corrsin, S., “The use of a contraction to improve the isotropy of a grid generated turbulence”. J.F.M., 25 (1966), 657–682.
Delhaye, J.M., Achard, J.L., “On the averaging operators introduced in two-phase flow modeling”. O.C.D.E. Report, Specialist’s Meeting on Transient two-phase flow, Toronto (1976).
Drew, D., Lahey, R., “Two-Phase Flow Phenomena in nuclear reactor technology”. Quart. Rept. of Rensselaer Polytechnic Institute (1977).
Drew, D., Lahey, R., “Phase distribution in turbulent low quality two-phase flow in a circular pipe”. J.F.M., 117 (1982), 91–106.
Galaup, J.P., “Contribution à l’étude des méthodes de mesure en écoulement diphasique”. Thesis, Université de Grenoble, France (1975).
Herringe, R. A. and Davis, M. R., “Structura development of gaz-liquid mixture flows”. J.F.M., 73 (1976), 97–123.
Ishii, M., “Thermo-fluid Dynamics of two-phase flows”. Eyrolles, Paris (1979).
Lance, M., Charnay, G., Bataille, J., “Tunnel hydrodynamique destiné à l’étude de la turbulence d’écoulements eau-air”. Houille Blanche, nº 5 (1978).
Lance, M., “Contribution à l’étude de la turbulence dans la phase liquide des écoulements à bulles”. Thesis, Université Claude Bernard, Lyon, France (1979).
Lance, M., “Caractérisation de la fluctuation longitudinale de vitesse dans un écoulement diphasique à bulles”. C.R.A.S., B 291 (1980), 13–16.
Marié, J.L., “Contribution au développement de l’anémométrie laser à effet Doppler en écoulements diphasiques disperses” Thesis, Université Claude Bernard, Lyon, France (1980).
Marié, J.L., Bataille, J., “LDA measurement in a two-phase bubbly flow”. International Symposium on applications of LDA to fluid mechanics, Lisbon (June 1982).
Ohba, A.K., Kishimoto, I., Ogasawara, M., Technology reports of the Osaka University, 27 (1977), nº 1358.
Sato, Sekoguchi, “Liquid velocity distribution in two-phase bubbly flow”. Int. J. of Multiphase Flow, 2 (1975), p. 79.
Serizawa, A., Kataoka, I., Mishigoshi, I., “Turbulence structure of air-water bubbly flow”. Int. J. Multiphase Flow, 2 (1975), p. 221.
Sullivan, J.P., Houze, R.N., Buenger, D.E., Theofanous, T.G., “Turbulence in two-phase flows”, O.E.C.D./C.S.N.I., Paris (June 1978).
Theofanous, T.G., Sullivan, J.P., “Turbulence in two-phase dispersed flows”. J.F.M., 116 (1982), 343–362.
Tsuji et al, “Fluid-dynamic interaction between two spheres”. Int. J. of Multiphase Flow, 8 (1982), nº 1.
Yeh, Van Atta, “Spectral transfer of scalar and velocity field in heated grid-turbulence”. J.F.M., 58 (1973), 233–261.
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© 1983 Martinus Nijhoff Publishers, The Hague
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Lance, M., Bataille, J. (1983). Turbulence in the Liquid Phase of a Bubbly Air-Water Flow. In: Kakaç, S., Ishii, M. (eds) Advances in Two-Phase Flow and Heat Transfer. NATO ASI Series, vol 63. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-6845-5_17
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DOI: https://doi.org/10.1007/978-94-009-6845-5_17
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