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Analytical Mechanics (Saunders Golden Sunburst Series), by Grant R. Fowles, George L. Cassiday
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Taking a clear, practical approach to learning, ANALYTICAL MECHANICS uses historical perspective to enhance understanding and insight. Examples are presented first, followed by discussion of fundamental concepts, helping students to grasp challenging concepts from more familiar, specific cases.
- Sales Rank: #237912 in Books
- Published on: 1998-09-08
- Original language: English
- Number of items: 1
- Dimensions: 9.50" h x 6.75" w x 1.00" l,
- Binding: Hardcover
- 484 pages
Most helpful customer reviews
7 of 7 people found the following review helpful.
nice book, but...
By Lawrenzo Moses
This book does not have nearly enough solutions to end of chapter problems for a person to learn as much from this book as a person should from a book at this level. This is the only reason I gave just two stars instead of three or four. This book would benefit from more examples too. Examples and problems are essential to learning physics.
Besides the lack of answers to problems, this book is a little better than average. It is written with great clarity; it never leaves you lost or confused. I used this book for self-teaching. It works well for self-study but I would suggest supplementing this book by buying a book of worked problems or finding some on the internet.
7 of 8 people found the following review helpful.
Compact yet solid..
By Bikramjit Ganguly
This is an extraordinarily well written Mechanics book. I think that a first year college student may run into some difficulties with this, simply because he may not have yet acquired the mathematical sophistication to truly appreciate the elegance of the presentation. I do believe though that by the 3rd or 4th year of college, this should be a fairly easy read. I last studied college level physics about 17 years ago, and frankly regret not having access to a book like this at that point. This book has just the right size (less than 1/3rd the length of Taylor), doesn't go into unnecessary details that detract from the matter at hand, and from a mathematical point of view is just brilliant. For somebody seeking to self teach himself basic mechanics, this would be a god send. There are a very large number of problems, and for those who want even more problems, schaums problem compilations should be enough. The level of calculus required is elementary and the author does provide quick intro to tools that are needed, for example working definitions of curl etc. This book is really accessible to even a Ist year college student, with some minimal background preparation in calculus. Of course, if you don't know the derivative of a polynomial, this book may not be for you :)A solid book for the truly interested.
19 of 19 people found the following review helpful.
Pretty Good
By David
This book contains 3rd year undergrad mechanics. Multivariable and differential calculus are definitely required. Some of the new math (more advanced calculus, such as tensors, variations, etc.) that is needed is covered in the book fairly well, but 2 years of calculus is absolutely necessary.
I thought the examples were pretty clear and most of the text helpful, minus the historical info (fluff). Most of the problems required abstract thinking from the text but didn't seem (and weren't) impossible, just difficult.
The topics covered in this book are the following: Vectors, Newtonian Mechanics, Oscillations (where it gets harder), Motion in 3-D, Noninertial Reference Systems, Gravitation, Dynamics of Particle Systems, Rigid Body Mechanics (2-D and 3-D), Lagrangian Mechanics, and Dynamics of Oscillating Systems.
Overall I would recommend this book. It would be a pretty good book for self-study, but a couple math suppliments on tensors and calculus of variations may be helpful (perhaps look at Dover Publications' books since they are cheap).
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