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Titlebook: New Approaches in Modeling Multiphase Flows and Dispersion in Turbulence, Fractal Methods and Synthe; F.C.G.A. Nicolleau,C. Cambon,A.F. No

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书目名称New Approaches in Modeling Multiphase Flows and Dispersion in Turbulence, Fractal Methods and Synthe
编辑F.C.G.A. Nicolleau,C. Cambon,A.F. Nowakowski
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概述Only book on synthetic turbulence methods for langrangian dispersion.Cross-disciplinary.Includes supplementary material:
丛书名称ERCOFTAC Series
图书封面Titlebook: New Approaches in Modeling Multiphase Flows and Dispersion in Turbulence, Fractal Methods and Synthe;  F.C.G.A. Nicolleau,C. Cambon,A.F. No
描述.This book contains a collection of the main contributions from the first five workshops held by Ercoftac Special Interest Group on Synthetic Turbulence Models (SIG42. It is intended as an illustration of the sig’s activities and of the latest developments in the field..This volume investigates the use of Kinematic Simulation (KS) and other synthetic turbulence models for the particular application to environmental flows..This volume offers the best syntheses on the research status in KS, which is widely used in various domains, including Lagrangian aspects in turbulence mixing/stirring, particle dispersion/clustering, and last but not least, aeroacoustics. Flow realizations with complete spatial, and sometime spatio-temporal, dependency, are generated via superposition of random modes (mostly spatial, and sometime spatial and temporal, Fourier modes), with prescribed constraints such as: strict incompressibility (divergence-free velocity field at each point), high Reynolds energy spectrum. Recent improvements consisted in incorporating linear dynamics, for instance in rotating and/or stably-stratified flows, with possible easy generalization to MHD flows, and perhaps to plasmas. K
出版日期Book 2012
关键词atmospheric flows; fractal fluids; isotropic turbulence; lagrangian dispersion; multiphase flows; super f
版次1
doihttps://doi.org/10.1007/978-94-007-2506-5
isbn_softcover978-94-007-3694-8
isbn_ebook978-94-007-2506-5Series ISSN 1382-4309 Series E-ISSN 2215-1826
issn_series 1382-4309
copyrightSpringer Science+Business Media B.V. 2012
The information of publication is updating

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T. M. Michelitsch,F. C. G. A. Nicolleau,A. F. Nowakowski,S. Derogar
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KS Input Spectrum, Some Fundamental Works on the Vibration Spectrum of a Self-similar Linear Chain,elf-similar distribution of nonlocal inter-particle springs. The self-similarity of the nonlocal harmonic particle-particle interactions results in a dispersion relation of the form of a Weierstrass-Mandelbrot function which exhibits self-similar and fractal features. We also show that the self-simi
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Book 2012: strict incompressibility (divergence-free velocity field at each point), high Reynolds energy spectrum. Recent improvements consisted in incorporating linear dynamics, for instance in rotating and/or stably-stratified flows, with possible easy generalization to MHD flows, and perhaps to plasmas. K
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