Engineering Vibration, 5th edition
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Overview
Engineering Vibration is a thorough introduction to vibration analysis, design, measurement, and computation. It connects traditional design-oriented topics, an introduction of modal analysis and the use of computational codes with MATLAB®. Special-interest windows summarize essential background information pertinent to the topic discussed so you don't have to search for formulas. Additional design, measurement and computation topics help you develop a dynamic understanding of vibration phenomena and connect theory to practice.
The 5th Edition is updated with new examples, problems, figures, equations, enhanced problem statements and a new units and conversion appendix. All MATLAB code has been updated to 2020 standards.
Published by Pearson (August 4th 2021) - Copyright © 2022
ISBN-13: 9780136809531
Subject: Mechanical Engineering
Category: Engineering Vibration
Overview
- INTRODUCTION TO VIBRATION AND THE FREE RESPONSE
- 1.1 Introduction to Free Vibration
- 1.2 Harmonic Motion
- 1.3 Viscous Damping
- 1.4 Modeling and Energy Methods
- 1.5 Stiffness
- 1.6 Measurement
- 1.7 Design Considerations
- 1.8 Stability
- 1.9 Numerical Integration of the Time Response
- 1.10 Coulomb Friction and the Pendulum
- Problems
- RESPONSE TO HARMONIC EXCITATION
- 2.1 Harmonic Excitation of Undamped Systems
- 2.2 Harmonic Excitation of Damped Systems
- 2.3 Alternative Representations
- 2.4 Base Excitation
- 2.5 Rotating Unbalance
- 2.6 Measurement Devices
- 2.7 Other Forms of Damping
- 2.8 Numerical Integration and Design
- 2.9 Nonlinear Response Properties
- Problems
- GENERAL FORCED RESPONSE
- 3.1 Impulse Response Function
- 3.2 Response to an Arbitrary Input
- 3.3 Response to an Arbitrary Periodic Input
- 3.4 Transform Methods
- 3.5 Response to Random Inputs
- 3.6 Shock Spectrum
- 3.7 Measurement via Transfer Functions
- 3.8 Stability
- 3.9 Numerical Integration of the Response
- 3.10 Nonlinear Response Properties
- Problems
- MULTIPLE-DEGREE-OF-FREEDOM SYSTEMS
- 4.1 Two-Degree-of-Freedom Model (Undamped)
- 4.2 Eigenvalues and Natural Frequencies
- 4.3 Modal Analysis
- 4.4 More Than Two Degrees of Freedom
- 4.5 Systems with Viscous Damping
- 4.6 Modal Analysis of the Forced Response
- 4.7 Lagrange’s Equations
- 4.8 Examples
- 4.9 Computational Eigenvalue Problems for Vibration
- 4.10 Numerical Integration of the Time Response
- Problems
- DESIGN FOR VIBRATION SUPPRESSION
- 5.1 Acceptable Levels of Vibration
- 5.2 Vibration Isolation
- 5.3 Vibration Absorbers
- 5.4 Damping in Vibration Absorption
- 5.5 Optimization
- 5.6 Viscoelastic Damping Treatments
- 5.7 Critical Speeds of Rotating Disks
- 5.8 Approximation and Scaling
- Problems
- DISTRIBUTED-PARAMETER SYSTEMS
- 6.1 Vibration of a String or Cable
- 6.2 Modes and Natural Frequencies
- 6.3 Vibration of Rods and Bars
- 6.4 Torsional Vibration
- 6.5 Bending Vibration of a Beam
- 6.6 Vibration of Membranes and Plates
- 6.7 Models of Damping
- 6.8 Modal Analysis of the Forced Response
- Problems
- VIBRATION TESTING AND EXPERIMENTAL MODAL ANALYSIS
- 7.1 Measurement Hardware
- 7.2 Digital Signal Processing
- 7.3 Random Signal Analysis in Testing
- 7.4 Modal Data Extraction
- 7.5 Modal Parameters by Circle Fitting
- 7.6 Mode Shape Measurement
- 7.7 Vibration Testing for Endurance and Diagnostics
- 7.8 Operational Deflection Shape Measurement
- Problems
- FINITE ELEMENT METHOD
- 8.1 Example: The Bar
- 8.2 Three-Element Bar
- 8.3 Beam Elements
- 8.4 Lumped-Mass Matrices
- 8.5 Trusses
- 8.6 Model Reduction
- Problems
APPENDICES
- A. COMPLEX NUMBERS AND FUNCTIONS
- B. LAPLACE TRANSFORMS
- C. MATRIX BASICS
- D. THE VIBRATION LITERATURE
- E. LIST OF SYMBOLS
- F. CODES AND WEB SITES
- G. UNITS AND CONVERSIONS
REFERENCES
ANSWERS TO SELECTED PROBLEMS
INDEX
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