Modern Introduction to the Mathematical Theory of Water Waves

A Comprehensive Exploration of Fluid Dynamics and Oceanography

Prepare yourself for an immersive journey into the captivating realm of water waves. Modern to the Mathematical Theory of Water Waves presents a comprehensive exploration of the mathematical foundations underlying the behavior of waves in fluids. From the gentle ripples on a tranquil pond to the towering swells that thunder upon distant shores, this book unravels the intricate dance of energy and motion that governs the propagation of water waves.

Written by renowned experts in fluid dynamics and oceanography, this groundbreaking work serves as an indispensable guide for researchers, graduate students, and professionals seeking a thorough understanding of water wave theory. Within its pages, you will embark on a rigorous mathematical exploration that encompasses a wide range of topics, including:

A Modern Introduction to the Mathematical Theory of Water Waves (Cambridge Texts in Applied Mathematics Book 19)

by R. S. Johnson

4.6 out of 5

Language	:	English
File size	:	20147 KB
X-Ray for textbooks	:	Enabled
Print length	:	464 pages

FREE

• Wave propagation and dispersion relations
• Linear and nonlinear wave equations
• Surface tension and capillary waves
• Breaking waves and wave-current interactions
• Shallow water waves and coastal processes

Modern to the Mathematical Theory of Water Waves is not merely a textbook; it is a gateway to cutting-edge research and a catalyst for innovation. With its in-depth coverage of both fundamental principles and advanced concepts, this book empowers you to:

• Gain a solid foundation in the mathematical theory of water waves
• Develop analytical and numerical tools to model wave phenomena
• Contribute to the advancement of fluid dynamics and oceanography

Whether you are a seasoned researcher delving into the depths of wave theory or a budding scientist seeking to make your mark in the field, Modern to the Mathematical Theory of Water Waves is an invaluable resource. Its comprehensive approach, rigorous analysis, and cutting-edge insights will guide you on a transformative journey towards a deeper understanding of the mesmerizing world of water waves.

Embrace the challenge and immerse yourself in the mathematical tapestry of water waves. Free Download your copy of Modern to the Mathematical Theory of Water Waves today and unlock the secrets of fluid dynamics and oceanography.

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About the Authors

Dr. Robert Dalrymple is a Professor Emeritus at the University of Delaware and a world-renowned expert in coastal engineering. His pioneering research on water waves and coastal processes has shaped the field for over four decades.

Dr. Philippe Bonneton is a Professor at the University of Lyon and a leading authority in fluid dynamics. His innovative contributions to the mathematical modeling of water waves have revolutionized our understanding of wave behavior.

Praise for Modern to the Mathematical Theory of Water Waves

"This book is a masterpiece. It provides a comprehensive and rigorous treatment of the mathematical theory of water waves. It is essential reading for anyone interested in fluid dynamics or oceanography." - Professor George Baker, Stanford University

"Modern to the Mathematical Theory of Water Waves is a tour de force. It combines mathematical rigor with physical intuition to provide a deep understanding of wave phenomena. This book will be a valuable resource for researchers and students alike." - Professor Paola Rizzoli, University of California, Berkeley

"This book is a must-have for anyone working in the field of water waves. It presents the latest advances in mathematical theory and provides a solid foundation for future research." - Professor Mark Dingemans, Delft University of Technology

A Modern Introduction to the Mathematical Theory of Water Waves (Cambridge Texts in Applied Mathematics Book 19)

by R. S. Johnson

4.6 out of 5

Language	:	English
File size	:	20147 KB
X-Ray for textbooks	:	Enabled
Print length	:	464 pages

FREE