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eBook Dynamics: WITH Wiley Plus: Analysis and Design of Systems in Motion ePub

eBook Dynamics: WITH Wiley Plus: Analysis and Design of Systems in Motion ePub

by Benson H. Tongue

  • ISBN: 0470104155
  • Category: Engineering
  • Subcategory: Engineering
  • Author: Benson H. Tongue
  • Language: English
  • Publisher: John Wiley & Sons Inc (September 12, 2007)
  • ePub book: 1946 kb
  • Fb2 book: 1593 kb
  • Other: txt mbr azw lrf
  • Rating: 4.5
  • Votes: 877

Description

This book covers 3D dynamics, planetary motion, changing mass systems, the dreaded angular motion in 3D, and more. Essentially covers all of dynamics.

This book covers 3D dynamics, planetary motion, changing mass systems, the dreaded angular motion in 3D, and more. The best thing about this textbook is that you can actually learn the material by reading the book which is more than you can say about most textbooks. This item: Dynamics: Analysis and Design of Systems in Motion. Customers who viewed this item also viewed.

Goodreads helps you keep track of books you want to read. Start by marking Wiley Plus Stand-Alone to Accompany Dynamics: Analysis and Design of Systems in Motion as Want to Read: Want to Read savin. ant to Read. See a Problem? We’d love your help.

Goodreads helps you keep track of books you want to read Hardcover, 601 pages. Published October 1st 2009 by Wiley (first published November 10th 2004). Start by marking Dynamics: Analysis and Design of Systems in Motion as Want to Read: Want to Read savin. Hardcover, 601 pages. Dynamics: Analysis and Design of Systems in Motion. 0470237899 (ISBN13: 9780470237892).

Benson H. Tongue, P. is a Professor of Mechanical Engineering at University of California-Berkeley

Benson H. is a Professor of Mechanical Engineering at University of California-Berkeley. from Princeton University in 1988, and currently teaches graduate and undergraduate courses in dynamics, vibrations, and control theory. He is the recipient of the NSF Presidential Young Investigator Award, the Sigma Xi Junior Faculty award, and the Pi Tau Sigma Excellence in Teaching award. This work involves experimental, theoretical, and numerical analysis and has been directed toward helicopters, computer disk drives, robotic manipulators, and general structural systems.

Publisher: John Wiley & Sons Inc.

Wiley Plus Stand-Alone to Accompany Dynamics Analysis and Design of Systems in Motion. Publisher: John Wiley & Sons Inc. Publish date: 07/01/2006. Notify Me When item is in stock. This seller ships with tracking when standard shipping is selected.

I used this textbook for a dynamics course in a mechanical engineering degree program. The book is decently explained, but it's not explained similarly to other physics textbooks

I used this textbook for a dynamics course in a mechanical engineering degree program. The book is decently explained, but it's not explained similarly to other physics textbooks. The book uses its own methodology, perhaps because it isn't meant to explain all of the physics behind the problems. The examples aren't terribly boring either. As a car enthusiast, I enjoyed the pictures of cartoon BMW's and Ferrari's throughout the book

Benson H. Dr. Tongue is the author of Principles of Vibration, a senior/first-year . The cases are revisited throughout the book in examples and homework problems for further reinforcement and consistency of approach. from Princeton University in 1988, and Currently teaches graduate and undergraduate courses in dynamics vibrations, and control theory. Tongue is the author of Principles of Vibration, a senior/first-year graduate-level textbook.

Publisher: Wiley Note: Some Reflowable eTextbooks are designed to mimic fixed layout.

Print ISBN: 9780470237892, 0470237899. eText ISBN: 9780470563236, 0470563230. You are leaving VitalSource and being redirected to Dynamics: Analysis and Design of Systems in Motion. eTextbook Return Policy. Note: Some Reflowable eTextbooks are designed to mimic fixed layout.

GIVEN: Initial configuration of the system, mass and spring constant. DRAW: FORMULATE EQUATIONS: We will employ conservation of energy from state 1 to state 2: KE + PE KE + PE 1 1 2 2 SOLVE: At State 1 the spring has not yet compressed. At State 2 the speed is zero. Our conservation of energy equation is 1 1 mv 2 kh2 − mgh 2 2 where h is the compression of the leg spring