Fundamentals of Mechanical Vibrations
Autor principal: | |
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Formato: | Electrónico eBook |
Idioma: | Inglés |
Publicado: |
Newark :
John Wiley & Sons, Incorporated,
2016.
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Colección: | New York Academy of Sciences Ser.
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Temas: | |
Acceso en línea: | Texto completo |
Tabla de Contenidos:
- Intro
- Title Page
- Copyright
- Table of Contents
- Series Preface
- Preface
- Chapter 1: A Crash Course on Lagrangian Dynamics
- 1.1 Objectives
- 1.2 Concept of "Equation of Motion"
- 1.3 Generalized Coordinates
- 1.4 Admissible Variations
- 1.5 Degrees of Freedom
- 1.6 Virtual Work and Generalized Forces
- 1.7 Lagrangian
- 1.8 Lagrange's Equation
- 1.9 Procedure for Deriving Equation(s) of Motion
- 1.10 Worked Examples
- 1.11 Linearization of Equations of Motion
- 1.12 Chapter Summary
- Problems
- Chapter 2: Vibrations of Single-DOF Systems
- 2.1 Objectives
- 2.2 Types of Vibration Analyses
- 2.3 Free Vibrations of Undamped System
- 2.4 Free Vibrations of Damped Systems
- 2.5 Using Normalized Equation of Motion
- 2.6 Forced Vibrations I: Steady-State Responses
- 2.7 Forced Vibrations II: Transient Responses
- 2.8 Chapter Summary
- Problems
- Chapter 3: Lumped-Parameter Modeling
- 3.1 Objectives
- 3.2 Modeling
- 3.3 Idealized Elements
- 3.4 Lumped-Parameter Modeling of Simple Components and Structures
- 3.5 Alternative Methods
- 3.6 Examples with Lumped-Parameter Models
- 3.7 Chapter Summary
- Problems
- Chapter 4: Vibrations of Multi-DOF Systems
- 4.1 Objectives
- 4.2 Matrix Equation of Motion
- 4.3 Modal Analysis: Natural Frequencies and Mode Shapes
- 4.4 Free Vibrations
- 4.5 Eigenvalues and Eigenvectors
- 4.6 Coupling, Decoupling, and Principal Coordinates
- 4.7 Forced Vibrations I: Steady-State Responses
- 4.8 Forced Vibrations II: Transient Responses
- 4.9 Chapter Summary
- Problems
- Reference
- Chapter 5: Vibration Analyses Using Finite Element Method
- 5.1 Objectives
- 5.2 Introduction to Finite Element Method
- 5.3 Finite Element Analyses of Beams
- 5.4 Vibration Analyses Using SOLIDWORKS
- 5.5 Chapter Summary
- Problems
- Appendix A: Review of Newtonian Dynamics
- A.1 Kinematics
- A.2 Kinetics
- Appendix B: A Primer on MATLAB
- B.1 Matrix Computations
- B.2 Plotting
- Appendix C: Tables of Laplace Transform
- C.1 Properties of Laplace Transform
- C.2 Function Transformations
- Index
- End User License Agreement