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Numerical Methods in Fluid Mechanics

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1998 Trade paperback New. 199 p. Contemporary Mathematics, 16. Audience: General/trade. NEW; slightly shelfworn & aged.

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Brand new. We distribute directly for the publisher. After centuries of research, turbulence in fluids is still an unsolved problem. The graduate-level lectures in this volume ... cover the state of the art of numerical methods for fluid mechanics.The research in this collection covers wavelet-based methods, the semi-Lagrangian method, the Lagrangian multi-pole method, continuous adaptation of curvilinear grids, finite volume methods, shock-capturing methods, and ENO schemes. The most recent research on large eddy simulations and Reynolds stress modeling is presented in a way that is accessible to engineers, postdoctoral researchers, and graduate students. Applications cover industrial flows, aerodynamics, two-phase flows, astrophysical flows, and meteorology. This volume would be suitable as a textbook for graduate students with a background in fluid mechanics.Titles in this series are co-published with the Centre de Recherches Mathmatiques. Read more Show Less

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Overview

After centuries of research, turbulence in fluids is still an unsolved problem. The graduate-level lectures in this volume cover the state of the art of numerical methods for fluid mechanics. The research in this collection covers wavelet-based methods, the semi-Lagrangian method, the Lagrangian multi-pole method, continuous adaptation of curvilinear grids, finite volume methods, shock-capturing methods, and ENO schemes. The most recent research on large eddy simulations and Reynolds stress modeling is presented in a way that is accessible to engineers, postdoctoral researchers, and graduate students. Applications cover industrial flows, aerodynamics, two-phase flows, astrophysical flows, and meteorology. This volume would be suitable as a textbook for graduate students with a background in fluid mechanics.

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Editorial Reviews

Booknews
At a level comprehensible to graduate students and beginning researchers, describes the state of the art in using numerical methods for analyzing turbulence in fluids, a problem still unsolved after centuries of research. The methods described include wavelet-based, semi-Lagrangian, Langrangian multi-pole, continuous adaptation of curvilinear grids, finite volume, and shock-capturing. Among the applications are industrial flows, aerodynamics, two-phase flows, astrophysical flows, and meteorology. Suitable as a course text for graduate students with a background in fluid mechanics. No index. Annotation c. by Book News, Inc., Portland, Or.
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Product Details

Table of Contents

List of Participants
List of Speakers
Preface
Wavelet Based Methods for PDEs 1
Forecasting with a Variable-Resolution Global Model 23
The Simulation and Analysis of Vortex Dynamics in Nearly-Inviscid 2D and Layerwise-2D Flows 33
Direct and Large Eddy Simulation of Turbulence 53
Continuous Adaptation of a Curvilinear Grid 99
The Semi-Lagrangian Method 109
An Introduction to Single-Point Closure Methodology 119
Numerical Simulation of Two-Phase Flows 171
A High-Resolution Adaptive Moving Mesh Hydrodynamic Algorithm 179
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