Waves and Mean Flows
Interactions between waves and mean flows play a crucial role in understanding the long-term aspects of atmospheric and oceanographic modelling. Indeed, our ability to predict climate change hinges on our ability to model waves accurately. This book gives a modern account of the nonlinear interactions between waves and mean flows, such as shear flows and vortices. A detailed account of the theory of linear dispersive waves in moving media is followed by a thorough introduction to classical wave-mean interaction theory. The author then extends the scope of the classical theory and lifts its restriction to zonally symmetric mean flows. It can be used as a fundamental reference, a course text, or by geophysicists and physicists needing a first introduction. This second edition includes brand new material, including a section on Langmuir circulations and the Craik–Leibovich instability. The author has also added exercises to aid students' learning.
1137883547
Waves and Mean Flows
Interactions between waves and mean flows play a crucial role in understanding the long-term aspects of atmospheric and oceanographic modelling. Indeed, our ability to predict climate change hinges on our ability to model waves accurately. This book gives a modern account of the nonlinear interactions between waves and mean flows, such as shear flows and vortices. A detailed account of the theory of linear dispersive waves in moving media is followed by a thorough introduction to classical wave-mean interaction theory. The author then extends the scope of the classical theory and lifts its restriction to zonally symmetric mean flows. It can be used as a fundamental reference, a course text, or by geophysicists and physicists needing a first introduction. This second edition includes brand new material, including a section on Langmuir circulations and the Craik–Leibovich instability. The author has also added exercises to aid students' learning.
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Waves and Mean Flows

Waves and Mean Flows

by Oliver Bühler
Waves and Mean Flows

Waves and Mean Flows

by Oliver Bühler

Paperback(New Edition)

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Overview

Interactions between waves and mean flows play a crucial role in understanding the long-term aspects of atmospheric and oceanographic modelling. Indeed, our ability to predict climate change hinges on our ability to model waves accurately. This book gives a modern account of the nonlinear interactions between waves and mean flows, such as shear flows and vortices. A detailed account of the theory of linear dispersive waves in moving media is followed by a thorough introduction to classical wave-mean interaction theory. The author then extends the scope of the classical theory and lifts its restriction to zonally symmetric mean flows. It can be used as a fundamental reference, a course text, or by geophysicists and physicists needing a first introduction. This second edition includes brand new material, including a section on Langmuir circulations and the Craik–Leibovich instability. The author has also added exercises to aid students' learning.

Product Details

ISBN-13: 9781107669666
Publisher: Cambridge University Press
Publication date: 03/06/2014
Series: Cambridge Monographs on Mechanics
Edition description: New Edition
Pages: 374
Product dimensions: 6.85(w) x 9.76(h) x 0.71(d)

About the Author

Oliver Bühler is a Professor of Mathematics and Atmosphere Ocean Science at the Courant Institute of Mathematical Sciences, New York University.

Table of Contents

Preface; Part I. Fluid Dynamics and Waves: 1. Elements of fluid dynamics; 2. Linear waves; 3. Geometric wave theory; 4. Dispersive waves and ray tracing; Part II. Wave-Mean Interaction Theory: 5. Zonally symmetric wave-mean interaction theory; 6. Internal gravity waves; 7. Shear flows; 8. Three-dimensional rotating flow; 9. Rossby waves and balanced dynamics; 10. Lagrangian-mean theory; 11. Zonally symmetric GLM theory; Part III. Waves and Vortices: 12. A framework for local interactions; 13. Wave-driven vortex dynamics on beaches; 14. Wave refraction by vortices; References; Index.
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