Overview

"Fluid flow through small channels has become a popular research topic due to the emergence of biochemical lab-on-the-chip systems and microelectromechanical system fabrication technologies, which began in the late 1980's. There has been significant progress in the development of microfluidics and nanofluidics both at the application as well as at the fundamental and simulation levels in the last few years. This book provides a comprehensive summary of using computational tools to describe fluid flow in micro and nano configuration. This new version of the original book now covers length scales from Anstroms to microns (and beyond). The authors have maintained the emphasis on fundamental concepts with a mix of semianalytical, experimental and numerical results, and have outlined their relevance to modelling and analyzing functional devices. The material is devided into the three main categories of gas flows, liquid flows, and simulation techniques. The book contains many new developments and information has been updated and modified throughout. It is appropriate for researchers in fluid mechanics interested in this new flow field as well as for electrical or mechanical engineers or physicists who need to incorporate flow modeling into their work.Review of earlier book by Karniadakis/Beskok on Microflows:""For those who want to compute flows at the micro scale, this monograph is a must. It describes the state of the art and helps by providing coefficients, such as [are] needed in situations of slip. Those who wonder what new fluid dynamics there is in the microworld are served by the overview of theory and treasures of numerical methods.""EUROPEAN JOURNAL OF MECHANICS B / FLUIDS"

Full Product Details

Author:   George Karniadakis ,  Ali Beskok ,  Narayan Aluru
Publisher:   Springer-Verlag New York Inc.
Imprint:   Springer-Verlag New York Inc.
Edition:   2nd Revised edition
Volume:   29
Dimensions:   Width: 15.50cm , Height: 4.40cm , Length: 23.50cm
Weight:   1.409kg
ISBN:  

9780387221977

ISBN 10:   0387221972
Pages:   818
Publication Date:   05 July 2005
Audience:   College/higher education ,  Professional and scholarly ,  Postgraduate, Research & Scholarly ,  Professional & Vocational
Format:   Hardback
Publisher's Status:   Active
Availability:   Awaiting stock  
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Table of Contents

Gas Flows.- Governing Equations and Slip Models.- Shear-Driven Flows.- Pressure-Driven Flows.- Thermal Effects in Microscales.- Prototype Applications of Gas Flows.- Basic Concepts and Technologies.- Liquid Flows.- Electrokinetic Flows.- Surface Tension-Driven Flows.- Mixers and Chaotic Advection.- Simple Fluids in Nanochannels.- Water in Nanochannels.- Electroosmotic Flow in Nanochannels.- Functional Fluids and Functionalized Nanotubes.- Simulation Techniques.- Numerical Methods for Continuum Simulation.- Multiscale Modeling of Gas Flows.- Multiscale Modeling of Liquid Flows.- Reduced-Order Modeling.- Reduced-Order Simulation.

Reviews

Reviews for original Microflows and Nanoflows : <p> For those who want to compute flows at the micro scale, this monograph is a must. It describes the state of the art and helps by providing coefficients, such as [are] needed in situations of slip. Those who wonder what new fluid dynamics there is in the microworld are served by the overview of theory and treasures of numerical methods. A[a, -- European Journal of Mechanics B/Fluids <p> It is a well-written book which should prove beneficial to the researchers in the field Zentralblatt fur Mathematik <p>From the reviews: <p> Microflows and nanoflows will become an important reference for any researcher interested in the fundamental science and simulation techniques for flow in microchannels and nanopores. ... The new additions in the current book essentially render it the most fundamental book in the field of microfluidics and nanofluidics. a ] I strongly recommend this book as a fundamental reference for the multiscale simulation researchers and for the more fundamental reference theorists in the area of microfluidics and the new field of nanofluidics. (Hsueh-Chia Chang, Mathematical Reviews, Issue 2006 c) <p> The monograph under review presents a systematical presentation of all questions connected with fundamentals and simulation of microflows and nanoflows. a ] The reviewed monograph is the first systematic fundamental presentation of the subject. It is suitable for graduate students and researches in fluid mechanics, physics and in electrical, mechanical and chemical engineering. (Peter A. Velmisov, Zentralblatt MATH, Vol. 1115 (17), 2007)

Reviews for original Microflows and Nanoflows : For those who want to compute flows at the micro scale, this monograph is a must. It describes the state of the art and helps by providing coefficients, such as [are] needed in situations of slip. Those who wonder what new fluid dynamics there is in the microworld are served by the overview of theory and treasures of numerical methods. aaC-- European Journal of Mechanics B/Fluids It is a well-written book which should prove beneficial to the researchers in the field Zentralblatt fur Mathematik From the reviews: Microflows and nanoflows will become an important reference for any researcher interested in the fundamental science and simulation techniques for flow in microchannels and nanopores. ... The new additions in the current book essentially render it the most fundamental book in the field of microfluidics and nanofluidics. ... I strongly recommend this book as a fundamental reference for the multiscale simulation researchers and for the more fundamental reference theorists in the area of microfluidics and the new field of nanofluidics. (Hsueh-Chia Chang, Mathematical Reviews, Issue 2006 c) The monograph under review presents a systematical presentation of all questions connected with fundamentals and simulation of microflows and nanoflows. ... The reviewed monograph is the first systematic fundamental presentation of the subject. It is suitable for graduate students and researches in fluid mechanics, physics and in electrical, mechanical and chemical engineering. (Peter A. Velmisov, Zentralblatt MATH, Vol. 1115 (17), 2007)

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