Vibration with Control
2. Edition March 2017
440 Pages, Hardcover
Wiley & Sons Ltd
An advanced look at vibration analysis with a focus on active vibration suppression
As modern devices, from cell phones to airplanes, become lighter and more flexible, vibration suppression and analysis becomes more critical. Vibration with Control, 2nd Edition includes modelling, analysis and testing methods. New topics include metastructures and the use of piezoelectric materials, and numerical methods are also discussed. All material is placed on a firm mathematical footing by introducing concepts from linear algebra (matrix theory) and applied functional analysis when required.
Key features:
* Combines vibration modelling and analysis with active control to provide concepts for effective vibration suppression.
* Introduces the use of piezoelectric materials for vibration sensing and suppression.
* Provides a unique blend of practical and theoretical developments.
* Examines nonlinear as well as linear vibration analysis.
* Provides Matlab instructions for solving problems.
* Contains examples and problems.
* PowerPoint Presentation materials and digital solutions manual available for instructors.
Vibration with Control, 2nd Edition is an ideal reference and textbook for graduate students in mechanical, aerospace and structural engineering, as well as researchers and practitioners in the field.
About the Companion Website 000
1 Single Degree of Freedom Systems 000
1.1 Introduction 000
1.2 Spring-Mass System 000
1.3 Spring-Mass-Damper System 000
1.4 Forced Response 000
1.5 Transfer Functions and Frequency Methods 000
1.6 Complex Representation and Impedance 000
1.7 Measurement and Testing 000
1.8 Stability 000
1.9 Design and Control of Vibrations 000
1.10 Nonlinear Vibrations 000
1.11 Computing and Simulation in Matlab 000
Notes 000
References 000
Problems 000
2 Lumped Parameter Models 000
2.1 Introduction 000
2.2 Modeling 000
2.3 Classifications of Systems 000
2.4 Feedback Control Systems 000
2.5 Examples 000
2.6 Experimental Models 000
2.7 Nonlinear Models and Equilibrium 000
Notes 000
References 000
Problems 000
3 Matrices and The Free Response 000
3.1 Introduction 000
3.2 Eigenvalues and Eigenvectors 000
3.3 Natural Frequencies and Mode Shapes 000
Notes 000
References 000
Problems 000
4 Stability 000
4.1 Introduction 000
4.2 Lyapunov Stability 000
4.3 Conservative Systems 000
4.4 Systems with Damping 000
4.5 Semidefinite Damping 000
Notes 000
References 000
Problems 000
5 Forced Response of Lumped Parameter Systems 000
5.1 Introduction 000
5.2 Response via State Space Methods 000
5.3 Decoupling Conditions and Modal Analysis 000
Notes 000
References 000
Problems 000
A Comments on Units 000
B Supplementary Mathematics 000
Index 000