PDF Ebook Fluid Dynamics via Examples and Solutions, by Sergey Nazarenko
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Fluid Dynamics via Examples and Solutions, by Sergey Nazarenko
PDF Ebook Fluid Dynamics via Examples and Solutions, by Sergey Nazarenko
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Fluid Dynamics via Examples and Solutions provides a substantial set of example problems and detailed model solutions covering various phenomena and effects in fluids. The book is ideal as a supplement or exam review for undergraduate and graduate courses in fluid dynamics, continuum mechanics, turbulence, ocean and atmospheric sciences, and related areas. It is also suitable as a main text for fluid dynamics courses with an emphasis on learning by example and as a self-study resource for practicing scientists who need to learn the basics of fluid dynamics.
The author covers several sub-areas of fluid dynamics, types of flows, and applications. He also includes supplementary theoretical material when necessary. Each chapter presents the background, an extended list of references for further reading, numerous problems, and a complete set of model solutions.
- Sales Rank: #2632006 in Books
- Published on: 2014-12-01
- Original language: English
- Number of items: 1
- Dimensions: 9.00" h x 6.25" w x .50" l, .0 pounds
- Binding: Paperback
- 248 pages
Review
"There is no better way to fall in love with a particular subject then to learn it through problem solving. Sergey Nazarenko has created an important resource for mathematics and physics students and young researchers by introducing basics and techniques of fluid dynamics. Anyone involved in teaching fluid dynamics will treasure this book because it provides a clear path to help convey the beauty, elegance, and sophistication of this enticing area of science."
―Professor Natalia Berloff, Department of Applied Mathematics and Theoretical Physics, University of Cambridge and Skolkovo Institute of Science and Technology
"This is an excellent book for fluid dynamics students. It gives a good overview of the theory through a large set of worthy example problems. After many classical textbooks on the subject, there is finally one with solved exercises. I fully appreciate the selection of topics."
―Professor Miguel Onorato, Physics Department, University of Torino
About the Author
Sergey Nazarenko is a professor at the University of Warwick. His research focuses on fluid dynamics, turbulence, and waves, including wave turbulence, magneto-hydrodynamic turbulence, superfluid turbulence, water waves, Rossby waves, vortices and jets in geophysical fluids, drift waves and zonal jets in plasmas, optical vortices and turbulence, and turbulence in Bose-Einstein condensates.
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It's easier to learn by example!
By B.Q.
What makes this book standout among other fluid dynamics texts are the wide variety of novel model problems and full solutions, applicable to real engineering and geophysical fluid dynamics problems, which make up the general body of the text. Such a layout enables the reader to analyze the governing equations from a practical point of view from the very outset and relate the theory to real-life applications, something which most other general fluid dynamics texts are lacking.
The problems are accompanied by a clear and concise introduction to each subject area and the author provides references to additional classical texts for further reading on each subject. Having followed the lecture course and tutorials classes from which this book descends, I think it is an easy-to-follow text and the solutions to the problems are very well explained and attractive to any undergraduate student wishing to develop his understanding of the topic. Any engineering or applied mathematics student should already have the prerequisite mathematics required to follow the examples. The specific problems are conveniently listed in the table of contents, making it easy to choose one suited to your particular interest or field and simple diagrams help visualize the problem set-up. These will be of interest also to teachers of undergraduate fluid dynamics and the book could be used to outline one's own lecture course or exam paper.
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