Interfacial Convection in Multilayer Systems [electronic resource] /
Nepomnyashchy, A.author.
Simanovskii, I.author.
Legros, J.C.author.
This book contains a systematic investigation of the convection in systems with interfaces. For the first time, it classifies all of the known types of convective instabilities in such systems, and discusses the peculiarities of multilayer systems. The book provides an overview of the wide variety of steady and oscillatory patterns, waves, and other dynamic phenomena characteristic for multilayer fluid systems. Various physical effects, including heat and mass transfer, thermal and mechanical couplings on the interfaces, interfacial deformability, the influence of surfactants on different types of convective motions are investigated. The text will be useful for researchers and graduate students in fluid mechanics, nonlinear dynamics and applied mathematics as well as for physicists and chemical engineers interested in the investigation of the interfacial physico-chemical processes and in their applications.
Description based upon print version of record.
Includes bibliographical references (p. 273-301) and index.
Types of Convective Instability in Systems with an Interface -- Bénard Problem in Multilayer Systems with Undeformable Interfaces -- Bénard Problem in Multilayer Systems with Deformable Interfaces -- Stability of Flows -- Flows in Ultra-Thin Films -- Outlook.
This book contains a systematic investigation of the convection in systems with interfaces. For the first time, it classifies all of the known types of convective instabilities in such systems, and discusses the peculiarities of multilayer systems. The book provides an overview of the wide variety of steady and oscillatory patterns, waves, and other dynamic phenomena characteristic for multilayer fluid systems. Various physical effects, including heat and mass transfer, thermal and mechanical couplings on the interfaces, interfacial deformability, the influence of surfactants on different types of convective motions are investigated. The text will be useful for researchers and graduate students in fluid mechanics, nonlinear dynamics and applied mathematics as well as for physicists and chemical engineers interested in the investigation of the interfacial physico-chemical processes and in their applications.
Applied mathematics.
Engineering mathematics.
Partial differential equations.
Continuum physics.
Fluids.
Applications of Mathematics.
Partial Differential Equations.
Classical and Continuum Physics.
Fluid- and Aerodynamics.