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# Elementary Fluid Dynamics (Oxford Applied Mathematics & Computing Science Series) (Oxford Applied Mathematics and Computing Science Series)

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on 3 July 2017
Well written and accessible introduction to the topic.
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on 23 June 2003
I found this book vital in plugging a hole in my knowledge in the step up from undergraduate maths to post-graduate applied maths - the book's approach pleased me very much as it is rooted in the mathematics of the subject. No equation is plucked from the air - the fluid dynamics is described from first principles, for both viscous and non-viscous flows, with some investigation into boundary layers.
The exercises are particularly useful, and the answers given are detailed. Probably a good working knowledge of vector calculus is needed, although the method for calculating divergence and curl in curvilinear coords is well explained in appendices. The chapter on waves is a good read - some rather paradoxical results there.
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on 11 October 2013
The book is fantastic for fluid dynamics but the one i received had 16 pages that were blank which is annoying
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on 9 May 2013
*Physical

The book is very well bound for a paperback. Also the size of its fonts is kind to those whom need glasses.

* The areas covered

These areas are Introduction, Elementary Viscous Flow, Waves, Classical Aero foil
Theory, Vortex Motion, Navier - Stokes Equation, Very Viscous Flow, Boundary Layers, Instability, Appendix Hints and answers

And the best of all Appendix Hints and answers. This is a great crib list of Vector stuff, Divergence theorem
Stokes Theorem, Orthogonal stuff and coordinate systems for Cylindrical and Spherical when applied to Navier - Stokes
equations. The answers are really helpful and have been a boon to help me along when stuck.
Its been a REALLY rewarding challenge to break this topic. Although I must add that I have not grasped ALL of this and its
still some outstanding topics to take in.

* What is the authors teaching style?

Whilst your studying your way through the topics, the author builds a BROAD supportive level of knowledge. Then this
allows you to work within these platforms to fit them together more closely.

Another feature working with this book, whilst studying it you need a firm grasp of the
fundamental supporting levels. This shows a 'transparency' by 'looking down' from these higher areas
and reach down into the more elemental supporting areas all at the same time. Its wonderful! It has a great
a great amount of feedback from tests in the field with students?

* What stands out?

By the two approach methods, 'Classical Aerofoil Theory' proved a revelation. It describes having a very
simple model of a object in a airflow and by application of conformal mapping techniques -
in the z domain - upon this simple model to mathematically GO AROUND this too - simplistic model
and yet still generate a Joukowski airfoil (in particular p. 136 -137) . This 'trick' is a
revelation to me! I have heard of this technique before but not described as eloquently as in this text.

* Summary

This is -i.m.h.o - a great student friendly book of fluid dynamics. Its taken
a lot of time but its been a delight to read and its a really well written book.

Oh yes, if you are somewhat adrift with these z domains floating around in this great book, I
recommend the two Strouds; 'Engineering Mathematics' & (especially) 'Further / Advanced Engineering Mathematics'
to help you and give a foot-in-the -door. Yes I am now a convert to these books!
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on 4 March 2014
Very useful textbook, especially the apendix, which has all of the useful things that I usually forget when carrying out my research as a PhD student in applied mathematics
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