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BibliographieOxygen sensor manuel, Unisense. www.unisense.comPonoth, S.S., McLaughlin, J. B., 2000. Nmerical simulation of mass transfer for bubbles inwater. Chemical Engineering Science, 55, pp.1237-1255.Ramirez J.A., Davis R. H., 1999. Mass transfer to a surfactant- covered bubble or drop.AIChE J., 45, (6), pp. 1355-1358.Rietema K., Van Den Akker H.E.A., 1983. On the momentum equations in dispersed twophase systems. Int. J. Multiphase Flow, vol.9, N°1, pp.21-36.Rivero M., Magnaudet J., and Fabre J., 1991. Quelques résultats nouveaux concernant lesforces hydrodynamiques sur une sphère solide ou une bulle sphérique. C. R. Acad. Sci.Paris Série. II 314, p. 1499.Roig V., 1993. Zones de mélange d'écoulements diphasiques à bulles. Thèse de Doctorat del’Institut National Polytechnique de Toulouse.Roig V., Larue de Tournemine A., 2007. Measurement of interstitial velocity ofhomogeneous bubbly flows at low to moderate void fraction. J. Fluid Mech. , in pressRoig V., Suzanne C., Masbernat L., 1998. Experimental investigation of a turbulent bubblymixing layer. Int. J. Multiphase Flow, vol. 24, pp. 35-54.Sato Y., Sadatomi L., Sekoguchi K., 1981. Momentum and heat transfer in two-phasebubbly flow. Int. J. Multiphase Flow. 7, pp.167-190.Sato Y., Sekoguchi K., 1975. Liquid velocity distribution in two-phase bubble flow. Int. J.Multiphase Flow, vol. 2, pp. 79-95.Savic P., 1953. Circulation and distortion of liquid drops falling through a viscous medium.National Research Council of Canada, Report No. MT-22.Serizawa A. and Kataoka I., 1990. Turbulence suppression in bubbly two-phase flow. Nuc.Eng. Des., vol. 122, pp. 1-16Serizawa A., Kataoka I., Michiyoshi I., 1986. Phase distribution in bubbly flow. Data setN°24, Proceeding of the Second International Workshop on Two-phase FlowFundamentals.Serizawa A., Kataoka I., Michiyoshi I., 1992. Phase distribution in bubbly flow. MultiphaseScience and technology, vol. 6, Hewitt, G.F., Delhay J.M., Zuber N., Eds, HemispherePubl. Corp, pp. 257-301.Simonin O., 1991. Prediction of the dispersed phase turbulence in particle-laden jets. 4thSymposium on Gas-Solid Flows, ASME FED, Vol. 121, pp 197-206.Simonin O., 1990. Eulerian formulation for particle dispersion in turbulent two phase flow.5 th Workshop on Two-Phase Flow Predictions, 19-22 Mars, Erlangen, R.F.A.161
BibliographieSimonin O., Viollet P.L. 1989. Numerical study on phase dispersion mechanism in turbulentbubbly flows. Int. Conf. on Mechanics of two-phase Flows, June 12-15, Taipei, Taiwan.Simonin O., Viollet P.L., 1990. Prediction of an oxygen droplets pulverization in acompressible subsonic coflowing hydrogen flow. Symposium on Numerical Methods forMultiphase Flows, June 4-7, Toronto, CanadaSokolochin A., Eigenberger G., Lapin A., 2004. Simulation of bouancy Driven Bubbly flow:Established simplifications and open questions. AIChE J., vol. 50, (1), pp. 24-45.Stuhmiller, 1977. The influence of interfacial pressure forces on the character of two-phaseflow model equations. Int. J. Multiphase Flow, vol. 3, pp. 551-560.Takemura F. et Yabe A., 1999. Rising speed and dissolution rate of a carbon dioxide bubblein slightly contaminated water. J. Fluid Mech. 378, pp. 319-334.Tchen C. M., 1947. Mean value and correlation problems connected with the motion ofsmall particles suspended in a turbulent fluid. Thèse de Doctorat Technische HogeschoolDelft.Thai Van D., Minier J.P., Simonin O., Freydier P., Olive J., 1994. Multidimensional twofluidmodel computation of turbulent dispersed two-phase flows. Numerical Method ofMultiphase Flows, ASME, vol. 185Theofanous T. G., Houze R. N., Brumfield L. K. 1976. Turbulent mass transfer at free, gas–liquid interfaces, with applications to open-channel, bubble and jet flows. Intl J. HeatMass Transfer 19, 613–624.Tomiyama A., 2004, Tomiyama, A. Drag, lift and virtual mass forces acting on a SingleBubble. 3 rd International Symposium on Two-Phase Flow Modelling andExperimentation Pisa, 22-24 September.Tomiyama A., Tamaia H., Zunb I., Hosokawa S., 2002. Transverse migration of singlebubbles in simple shear flows. Chemical Engineering Science, vol. 57, pp. 1849 – 1858.Tomiyama A., Zun I., Sou A., Sakaguchi T., 1993. Numerical analysis of bubble motionwith the VOF method. Nuclear Engineering Design, vol. 141, pp. 69-82.Troshko A A and Hassan Y A 2001 A two-equation turbulence model of turbulent bubblyflows Int. J. Multiphase Flow 27 1965–2000.van Baten J.M. and Krisshna R., 2003. Comparaison of hydrodynamics and mass transfer inAirlift and bubble column reactors using CFD. Chemical Eng. Technol., vol.26, 10.pp.1094-1079.Vasconcelos, J. M. T., Orvalho, S. P., Alves, S. S., 2002. Gas-liquid mass transfer to singlebubbles : effect of surface contamination. American Institute of Chemical EngineersJournal, 48 (6), pp. 1145-1154.162
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N° d’ordre : 2454Thèseprésent
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RemerciementsLe travail présenté
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ResuméCe travail vise l’amélior
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Sommaire2.5.2 Equations de transpor
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Sommaire4.6.4 Profils de vitesse mo
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Nomenclatureu' ' ( S )Liu LjLk , in
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Chapitre 1: Introduction générale
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Chapitre 1: Introduction générale
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Page 170 and 171: Bibliographiefor simulating hydrody
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