Modeling and Analysis of Dynamic Systems | 
 enlarge | Authors: Charles M. Close, Dean K. Frederick, Jonathan C. Newell
Publisher: Wiley
Category: Book
Buy New: $70.00
New (19) Used (16) from $66.55
Rating:  2 reviews
Sales Rank: 168075
Media: Paperback
Edition: 3
Pages: 592
Number Of Items: 1
Shipping Weight (lbs): 2.3
Dimensions (in): 9.9 x 7 x 1.4
ISBN: 0471394424
Dewey Decimal Number: 003
EAN: 9780471394426
Publication Date: August 20, 2001
Availability: Usually ships in 1-2 business days
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Product Description
The book presents the methodology applicable to the modeling and analysis of a variety of dynamic systems, regardless of their physical origin. It includes detailed modeling of mechanical, electrical, electro-mechanical, thermal, and fluid systems. Models are developed in the form of state-variable equations, input-output differential equations, transfer functions, and block diagrams. The Laplace-transform is used for analytical solutions. Computer solutions are based on MATLAB and Simulink.
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| Customer Reviews:
Good book for a first course in system modeling June 16, 2005
Charles-Eric Langlois (Montreal, Canada)
3 out of 3 found this review helpful
I had to buy this book for my last semester in electrical engineering. It is a good choice as an introduction to mathematical tools used in representation and analysis of dynamic systems, electrical or mecanical.
First, there are a few chapters about basic notions of dynamic (translational and rotational. You can pass this part quickly if you had a few mechanic classes, because it is just to show the good way to represent systems in modeling. Next, a good explanation of state variable modeling, transfert function, linear vs non linear equations, etc, is well written, with good examples, without too advanced maths. If you have learned basic notions in calculus and linear algebra, you can follow the text pretty easily.
A good introduction to the subject February 2, 2001
Joe De Waele (Belgium)
5 out of 6 found this review helpful
Professional engineering these days strongly rely on accurate mathematical modelling of systems. This book is a good introduction to the subject without loosing the link to the numeral solving techniques. Advanced mathematical equations are omitted so this text will serve only as an introduction and not as a complete treatment. Nevertheless, it is a good book when starting to study mathematical modelling of physical systems.
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