Nonlinear Ocean Waves (Advances in Fluid Mechanics) ePub download
by William Allan Perrie
- ISBN: 1853124141
- ISBN13: 978-1853124143
- ePub: 1903 kb | FB2: 1394 kb
- Language: English
- Category: Engineering
- Publisher: WIT Press / Computational Mechanics (November 17, 1997)
- Pages: 272
- Rating: 4.3/5
- Votes: 388
- Format: lrf mbr azw docx
The book is written for specialists in the fields of fluid mechanics, applied mathematics, nonlinear physics, physical oceanography and geophysics, and also .
The book is written for specialists in the fields of fluid mechanics, applied mathematics, nonlinear physics, physical oceanography and geophysics, and also for students learning these subjects. It includes a wide range of observational data on rogue (or freak) waves in the seas and coastal waters, as well as presenting a basic statistical description of extreme water waves
known wave phenomena, the linear wave equation and the nonlinear . Waves in solids are more complex than acoustic waves in ﬂuids.
known wave phenomena, the linear wave equation and the nonlinear Korteweg-de Vries equation in some. detail by way of examples. Here we are dealing with displacement. and the resulting waves can be either longitudinal, P-waves, or shear (transverse), S-waves. Some advanced methods that have been used successfully to obtain closed-form solutions are listed in. section ., and example solutions to well known evolution equations are given in section .
Nonlinear Ocean Waves book. Goodreads helps you keep track of books you want to read. Start by marking Nonlinear Ocean Waves (Advances In Fluid Mechanics, Vol 17) as Want to Read: Want to Read savin. ant to Read.
The book, designed for Master’s and P. Rogue waves in the ocean, which well describes the state of the art in the field, also provides a very useful compendium of knowledge, mathematical tools, and interpretative approaches for rogue waves and similar steep oceanic water waves.
Nonlinear water waves at a submerged obstacle or bottom topography. Forces on a circular cylinder advancing steadily beneath the free-surface. Evolution of weakly nonlinear water waves in the presence of viscosity and surfactant. Journal of Fluid Mechanics, Vol. 229, Issue
Nonlinear water waves at a submerged obstacle or bottom topography. 244, Issue. Ocean Engineering, Vol. 17, Issue. 229, Issue.
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Items related to Ocean Waves Engineering (Advances in Fluid Mechanics,. Home Rahman, . ed. Ocean Waves Engineering (Advances in Fluid Mechanics, Volume 2). Stock Image. Rahman, . ISBN 10: 1562522094, ISBN 13: 9781562522094. Published by Computational Mechanics, 1994. Our family business knows books and we treat our clients with top-notch customer service.
Nonlinear Ocean Waves. Advances in Fluid Mechanics. Ocean waves are generated and evolve in space and time, sometimes propagating over thousands of kilometres. Understanding these waves involves looking at the processes that drive them and determining their development including the energy removed from waves by wave breaking and white-capping, and nonlinear wave-wave interactions. In this study, the contributors consider
The field of fluid mechanics is vast and has numerous and diverse .
The field of fluid mechanics is vast and has numerous and diverse applications in many areas of applied mathematics and engineering sciences. AFM 2012 is the ninth International Conference on Advances in Fluid Mechanics held in Split, Croatia in 2012. The conference is reconvened following the success of all previous meetings. The papers in this book cover a wide range of topics in the area of advances in fluid mechanics. Nonlinear diffraction of water waves is considered here to demonstrate the powerful perturbation technique.
We study deep water ocean wind-driven waves in strait, with wind directed orthogonally to the shore, through exact Hasselmann equation. Despite of "dissipative" shores - we do not include any reflection from the coast lines - we show that the wave turbulence evolution can be split in time into two different regimes. During the first wave propagate along the wind, and the wind-driven sea can be described by the self-similar solution of the Hasselmann equation like in the open sea. The secon. ONTINUE READING.
Solitary Waves in Fluids. has been added to your Cart. After an historical introduction, the book is divided into five chapters covering the basic theory of the Korteweg-de Vries equation, and the subsequent application to free-surface solitary waves in water, internal solitary waves in coastal ocean and the atmospheric boundary layer, solitary waves in rotating flows, and to planetary solitary waves with applications to the ocean and atmosphere. The final chapter examines the theory and application of envelope solitary waves and the nonlinear SchrÃÂdinger equation to water waves.