PDF Ebook , by R. W. Ogden

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, by R. W. Ogden

PDF Ebook , by R. W. Ogden

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Product details

File Size: 29787 KB

Print Length: 562 pages

Page Numbers Source ISBN: 0486696480

Publisher: Dover Publications (April 26, 2013)

Publication Date: March 29, 2013

Sold by: Amazon Digital Services LLC

Language: English

ASIN: B00C59C7Z0

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Holzapfel covers the same topics (rubber elasticity) and is an easier read with only slightly less rigor. That said, I do agree with a previous reviewer (Temesgen), who said that this Ogden text is for those who've read books like Holzapfel and still wonder "but why?" about a certain topic. My "but why?" question had to do with improving my understanding of the underlying assumptions in the popular rubber models (e.x. where does the Mooney-Rivlin strain-energy function actually come from?) -- Prof Ogden did not disappoint. Oh, and if you're interested in the famous "Ogden" material model, this text will have what you're looking for... needless-to-say..Two big negatives to this text: 1) it doesn't have the more modern material models (obviously -- e.x. Yeoh) and 2) the math jargon is a little much for me -- but I've seen much "worse."

This is one of the best contemporary books in solid mechanics. This is the book for people who have read other continuum mechanics/elasticity books and wondered "but why?". You really should be motivated and solve the problems too. Every line of the book is written for a purpose. I find something new every time I read it. If you don't understand something on first try, go on to the next section and return later.Prof. Ogden is a mathematician. But for a mathematician, his book is very physically motivated. He also gives physical interpretation for most of the mathematical results he derives. The cute part of this book is, although this book is more mathematical than most books engineers would read, it looks like Ogden wants to also flaunt his mathematical credentials. He gives a physical definition in the body of the book and provides a corresponding abstract mathematical definition in the footnotes.If you are interested in finite deformation and hyperelasticity and constitutive relations, this is the book. The distinction he makes between Cauchy and Green elasticity is one of the good one I have come across.This is not for undergraduates (unless one has a very good mechanics and mathematics background). I doubt if it is suitable as a first graduate book either. As a second graduate course or for self study after a course in elasticity/continuum mechanics/solid mechanics, this book is a gem!

This is great book for someone who knows elasticity and some continuum mechanics. recommended for graduate students who will pursue research requiring nonlinear elasticity. For average course on elasticity, this might not be the best book.

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