On Diffusive Interface Models for Two-Phase Fluid Flow - Rim, Dr. Chol-Ung;Hong, Hakho
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Two-phase flows or multi-phase flows are important in many industrialapplications, for instance, in aerospace, chemical engineering, micro-technology and so on. They have attracted studies from many engineers, geophysicists and astrophysicists. Classically, the fluids, which are macroscopically immiscible, are assumed to be separated by a sharp interface. But, in order to describe topological transitions, such as droplet formation, coalescence of several droplet or droplet breakup, we need to take into account a partial mixing on a small length scale in the models, which is called the…mehr

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Produktbeschreibung
Two-phase flows or multi-phase flows are important in many industrialapplications, for instance, in aerospace, chemical engineering, micro-technology and so on. They have attracted studies from many engineers, geophysicists and astrophysicists. Classically, the fluids, which are macroscopically immiscible, are assumed to be separated by a sharp interface. But, in order to describe topological transitions, such as droplet formation, coalescence of several droplet or droplet breakup, we need to take into account a partial mixing on a small length scale in the models, which is called the diffusion interface models divided into Navier-Stokes-Cahn-Hilliard and Navier-Stokes-Allen-Cahn systems. This book offers our recently results on the diffusion interface models for two-phase fluid flows.
Autorenporträt
Dr. Chol-Ung Rim is a Head at Department of Mathematics, University of Sciences, Pyongyang, DPR Korea.Prof. Hakho Hong is working at Institute of Mathematics, State Academy of Sciences, Pyongyang, DPR Korea.