Abstract
There are many examples of fluid flow either in nature, or engineering, where a flowfield is characterised by the presence of a number of phases. The ‘phase’ distinction can either refer to the three phases of matter, solid, liquid and gas, or more generally to any constituent of a fluid mixture which possesses a velocity at variance to that of the mixture. Hence, for a general solution of such a flowfield. the solution of a set of three-momentum equations is necessary for each phase. Indeed. PHOENICS possesses such a capability but only for two-phase mixtures.
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References
M R Malin and D B Spalding (1984) ‘The Prediction of Turbulent Jets and Plumes by use of the k–W Model of Turbulence’. Physico Chemical Hydrodynamics, Vol. 5, No. 2, pp. 153–198, 1984.
N C Markatos and K A Pericleous ‘An Investigation of Turbulent Diffusion Flames, Using a Two-Fluid Mathematical Model’. IMACS Int. Conf. Oslo, 1985.
D B Spalding (1981) ‘Numerical Computation of Multiphase Fluid Flow and Heat Transfer’. Recent Advances in Numerical Methods in Fluids, pp. 139–167, Editors C Taylor and K Morgan.
S A Al-Sanea and N Rhodes (1985) ‘Mathematical Modelling of Two-Phase Condenser Flows’. BHRA 2nd Int. Conf. on Multi-Phase Flow, London.
D R Glynn, N Rhodes and D G Tatchell (1983) ‘Numerical Modelling of Reflood Processes’. AICHE Symposium Series. Vol. 79. No. 225.
N C Markatos and D Klrkcaldv (1983) ‘Analysis and Computation of Three-Dimensional Transient Flow and Combustion Through Granulated Propellants’. Int. Journal of Heat and Mass Transfer, Vol. 26, No. 7, pp. 1037–1053.
K A Periclous, N Rhodes and G W Cutting (1984) ‘A Mathematical Model for Predicting the Flow Field in a Hydrocyclone Classifier’. 2nd Int. Conf. on Hydrocyclones. Bath, England
J Kunitz (1926) ‘An Empirical Formula for the Relation Between Viscosity of Solution and Mass of Solute’. Gen Physiol. , 9.
A J Lynch (Editor) (1976) ‘Developments in Mineral Processing’. Vol. 1, Elsevier Publishing Company.
L R Plltt (1976) ‘A Mathematical Model of the Hydrocyclone Classifier’. CIM Bulletin, p. 116, December 1976.
D F Kelsall (1952) ‘A Study of the Motion of Solid Particles in a Hydaulic Cyclone’. Trans. Inst. Chem. Eng. , 30, p. 87.
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© 1986 Springer-Verlag Berlin, Heidelberg
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Pericleous, K.A., Drake, S.N. (1986). An Algebraic Slip Model of PHOENICS for Multi-phase Applications. In: Markatos, N.C., Cross, M., Tatchell, D.G., Rhodes, N. (eds) Numerical Simulation of Fluid Flow and Heat/Mass Transfer Processes. Lecture Notes in Engineering, vol 18. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-82781-5_29
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DOI: https://doi.org/10.1007/978-3-642-82781-5_29
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