PREDICTION OF COMPLEX PHYSICAL PROCESSES OF HEAT AND MASS TRANSFER IN INHOMOGENEOUS DISPERSED SYSTEMS
Possible approaches to modeling heat and mass transfer in complex and little-studied physical processes are considered. The prognostic possibilities of empirical and theoretical models are discussed. A procedure for matching elementary transport phenomena with each other, realizing various mechanisms for given geometric, physicochemical and regime parameters is proposed.
inhomogeneous dispersed systems, transport phenomena, modelling, forecasting.
Received: November 3, 2022; Revised: November 29, 2022; Accepted: January 5, 2023; Published: January 23, 2023
How to cite this article: Alexander Rozentsvaig, Prediction of complex physical processes of heat and mass transfer in inhomogeneous dispersed systems, JP Journal of Heat and Mass Transfer 31 (2023), 45-50. http://dx.doi.org/10.17654/0973576323004
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References:
[1] A. Rozentsvaig and C. Strashinskii, Modeling of complex processes in turbulent flow of unstable emulsions of immiscible liquids, Periodica Polytechnica: Chemical Engineering 61(3) (2017), 216-226.[2] W. Ge, Q. Chang, C. Li and J. Wang, Multiscale structures in particle-fluid systems: characterization, modeling, and simulation, Chem. Eng. Sci. 198 (2019), 198-223.[3] A. Rozentsvaig and Ch. Strashinskii, Identification of models of transfer processes in complex disperse systems, Appl. Math. Sci. 10(21-24) (2016), 1151-1161.[4] J. Solsvik, S. Tangen and H. A. Jakobsen, On the constitutive equations for fluid particle breakage, Reviews in Chemical Engineering 29(5) (2013), 241-356.[5] M. Ishii and T. Hibiki, Thermo-fluid Dynamics of Two-phase Flow, Springer Science + Business Media, Inc., New York, 2006.http://dx.doi.org/10.1007/978-0-387-29187-1.[6] C. Xing, T. Wang and J. Wang, Experimental study and numerical simulation with a coupled CFD-PBM model of the effect of liquid viscosity in a bubble column, Chem. Eng. Sci. 95 (2013), 313-322.[7] D. Ramkrishna, Population Balances. Theory and Applications to Particulate Systems in Engineering, Academic Press, New York, 2000.[8] A. Rozentsvaig and Ch. Strashinskii, Droplets behavior of subcooled dispersed phase under nucleate boiling of continuous phase of liquid emulsion, Int. J. Heat Mass Transfer 125 (2018), 1274-1283.[9] A. Rozentsvaig, Hybrid modeling of complex physical processes in dispersed liquid systems, JP Journal of Heat and Mass Transfer 26 (2022), 53-59.[10] A. Rozentsvaig, Modeling of conjoint processes of heat transfer in emulsions of nonmixing liquids, JP Journal of Heat and Mass Transfer 19(1) (2020), 195-200.