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3rd Thermal and Fluids Engineering Conference (TFEC)

ISSN: 2379-1748


Dia Zeidan
School of Basic Sciences and Humanities, German Jordanian University, Amman, Jordan

Lucy T. Zhang
Department of Mechanical, Aerospace, and Nuclear Engineering, Rensselaer Polytechnic Institute, Troy, USA

Eric Goncalves
ISAE-ENSMA, Institut Pprime, UPR 3346 CNRS, Poitiers, France

DOI: 10.1615/TFEC2018.mph.021541
pages 1681-1687

KEY WORDS: two-phase flows, bubbly flow, mixture formulation, velocity non-equilibrium, Riemann problem, Godunov methods, simulations


In this work mixture balance equations are applied and assessed for the simulations of compressible gas-liquid bubbly flows. Main points of interest involve the relative velocity equation that describe the difference between the gas and liquid momentum equations. With the aid of this equation, standard properties of the solutions of the model equations are found. It is shown that, for fully non-equilibrium processes, the governing equations render a simple, conservative and hyperbolic formulation which allows for the application and extension of well-developed numerical methods of single-phase flows under various bubbly flow conditions. The bubbly mixture model is applied for the simulation of representative two-phase flow problems involving wave propagation phenomena such as cavitating and non-cavitating flows by means of Godunov-type methods. The effects of the relative velocity and gas void fraction are also numerically investigated. The results demonstrate the importance of using mixture formulations in the simulations of bubbly flows on the basis of non-equilibrium processes. In contrast, the simulation results are validated by comparison with other two-phase flow models which fail to reproduce these effects by means of this relative velocity equation. The disagreement lies mainly in the basic assumption of the relative velocity between phases, rather than in the numerical method used. The results are also discussed carefully and validated by other numerical methods. The favorable results suggest that the model equations can be used for reasonable engineering computations of the overall flow conditions in the non-equilibrium processes.

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