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Dynamic Response of Linear Mechanical Systems: Modeling, Analysis and Simulation

✍ Scribed by Jorge Angeles (auth.)


Publisher
Springer US
Year
2012
Tongue
English
Leaves
578
Series
Mechanical Engineering Series
Edition
1
Category
Library

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✦ Synopsis


Dynamic Response of Linear Mechanical Systems: Modeling, Analysis and Simulation can be utilized for a variety of courses, including junior and senior-level vibration and linear mechanical analysis courses. The author connects, by means of a rigorous, yet intuitive approach, the theory of vibration with the more general theory of systems. The book features:

A seven-step modeling technique that helps structure the rather unstructured process of mechanical-system modeling

A system-theoretic approach to deriving the time response of the linear mathematical models of mechanical systems

The modal analysis and the time response of two-degree-of-freedom systemsβ€”the first step on the long way to the more elaborate study of multi-degree-of-freedom systemsβ€”using the Mohr circle

Simple, yet powerful simulation algorithms that exploit the linearity of the system for both single- and multi-degree-of-freedom systems

Examples and exercises that rely on modern computational toolboxes for both numerical and symbolic computations as well as a Solutions Manual for instructors, with complete solutions of a sample of end-of-chapter exercises

Chapters 3 and 7, on simulation, include in each β€œExercises” section a set of miniprojects that require code-writing to implement the algorithms developed in these chapters

✦ Table of Contents


Front Matter....Pages i-xix
The Modeling of Single-dof Mechanical Systems....Pages 1-84
Time Response of First- and Second-order Dynamical Systems....Pages 85-231
Simulation of Single-dof Systems....Pages 233-262
Modeling of Multi-dof Mechanical Systems....Pages 263-305
Vibration Analysis of Two-dof Systems....Pages 307-388
Vibration Analysis of n-dof Systems....Pages 389-418
Simulation of n-dof Systems....Pages 419-454
Vibration Analysis of Continuous Systems....Pages 455-496
Matrix Functions....Pages 497-530
The Laplace Transform....Pages 531-550
Back Matter....Pages 551-559

✦ Subjects


Control, Robotics, Mechatronics; Mechanical Engineering


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