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Applied Dynamics: With Applications to Multibody and Mechatronic Systems

Posted on 2010-04-14




Name:Applied Dynamics: With Applications to Multibody and Mechatronic Systems
ASIN/ISBN:0471138282
Publish Date:Wiley-VCH (June 15, 1998)
Pages:504 pages
File size:35 Mb
Pages: 504 pages
Publish Date: Wiley-VCH (June 15, 1998)
File Type: PDF
File Size: 35 Mb
Other Info: 0471138282
   Applied Dynamics: With Applications to Multibody and Mechatronic Systems

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A Modern, Practical Treatment of Dynamics for the Intermediate Reader

Applied Dynamics presents a modern treatment of dynamics not found in any other book. It introduces concepts of multibody dynamics, mechatronic dynamics, and nonlinear dynamics as well as traditional dynamics and examines underlying principles in the context of present-day computational methods. The book offers insight into modern analytical tools such as virtual power and Lagrange's equations through a focus on real-world examples and applications including robotic systems, magnetic bearings, aerospace dynamics, and microelectromagnetic machines.

Based on Francis C. Moon's successful Intermediate Dynamics course at Cornell University, Applied Dynamics meets the growing need for an intermediate text that will help students develop practical problem-solving skills. This timely and useful volume:

Introduces the modern method of virtual power (Kane/Jourdain methods) as well as traditional methods of Newton-Euler and Lagrange equations

Illustrates applications and phenomena of modern dynamics with numerous examples, graphics, and homework problems

Demonstrates the solution of dynamics problems using modern software tools such as MATLAB and Mathematica

Discusses both matrix and vector methods

Explains the derivation of equation of motion in electromechanical systems

Reviews important phenomena associated with the nonlinear equations of rigid body dynamics

Integrates modeling, derivation of equations, and solutions of equations

is an ideal text for one-semester courses at the senior undergraduate or first-year graduate level. It is also useful for more advanced students seeking to enhance their understanding of modern software tools or pursue independent investigation.

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