Engineering Vibrations
United States Edition
2nd Edition
Published on 13. September 2000
Book
Hardback
621 pages
978-0-13-726142-0 (ISBN)
Description
For one/two-semester introductory courses in vibration for undergraduates in Mechanical Engineering, Civil Engineering, Aerospace Engineering and Mechanics.
Serving as both text and reference manual, this book connects traditional design-oriented topics, the introduction of modal analysis, and the use of MATLAB (R), Mathcad (R), or Mathematica (R). The author provides an unequaled combination of the study of conventional vibration with the use of vibration design, computation, analysis and testing in various engineering applications.
Serving as both text and reference manual, this book connects traditional design-oriented topics, the introduction of modal analysis, and the use of MATLAB (R), Mathcad (R), or Mathematica (R). The author provides an unequaled combination of the study of conventional vibration with the use of vibration design, computation, analysis and testing in various engineering applications.
More details
Edition
2nd edition
Language
English
Place of publication
United States
Publishing group
Pearson Education (US)
Target group
College/higher education
Dimensions
Height: 243 mm
Width: 184 mm
Thickness: 30 mm
Weight
1092 gr
ISBN-13
978-0-13-726142-0 (9780137261420)
Copyright in bibliographic data and cover images is held by Nielsen Book Services Limited or by the publishers or by their respective licensors: all rights reserved.
Schweitzer Classification
Other editions
New editions
Daniel J. Inman
Engineering Vibration
Book
06/2007
3rd Edition
Pearson
€167.12
Article exhausted; check for reprint
Content
(NOTE: Each chapter concludes with problems, MATLAB (R)Vibration Toolbox and Toolbox problems.)
1. Introduction.
Introduction to Free Vibration. Harmonic Motion. Viscous Damping. Modeling and Energy Methods. Stiffness. Measurement. Design Considerations. Stability. Numerical Simulation of the Time Response. Coulomb Friction and the Pendulum.
2. Response to Harmonic Excitation.
Harmonic Excitation of Undamped Systems. Harmonic Excitation of Damped Systems. Alternative Representations. Base Excitation. Rotating Unbalance. Measurement. Other Forms of Damping. Numerical Simulation and Design. Nonlinear Response Properties.
3. General Forced Response.
Impulse Response Function. Response to an Arbitrary Input. Response to an Arbitrary Periodic Input. Transform Methods. Response to Random Inputs. Shock Spectrum. Measurement via Transfer Functions. Stability. Numerical Simulation of the Response. Nonlinear Response Properties.
4. Multiple-Degree-of-Freedom Systems.
Two-Degree-of-Freedom Model (Undamped). Eigenvalues and Natural Frequencies. Modal Analysis. More Than Two Degrees of Freedom. Systems with Viscous Damping. Modal Analysis of the Forced Response. Lagrange's Equations. Examples. Computational Eigenvalue Problems of Vibration. Numerical Simulation of the Time Response.
5. Design for Vibration Suppression.
Acceptable Levels of Vibration. Vibration Isolation. Vibration Absorbers. Damping in Vibration Absorption. Optimization. Viscoelastic Damping Treatments. Critical Speeds of Rotating Disks. Active Vibration Suppression. Practical Isolation Design.
6. Distributed-Parameter Systems.
Vibration of a String of Cable. Modes and Natural Frequencies. Vibration of Rods and Bars. Torsional Vibration. Bending Vibration of a Beam. Vibration of Membranes and plates. Models of Damping. Modal Analysis and the Forced Response.
7. Vibration Testing and Experimental Modal Analysis.
Measurement Hardware. Digital Signal Processing. Random Signal Analysis in Testing. Modal Data Extraction. Model Parameter by Circle Fitting. Mode Shape Measurement. Vibration Testing for Endurance and Diagnostics. Operational Deflection Shape Measurement.
8. Finite Element Method.
Example: The Bar. Three-Element Bar. Beam Elements. Lumped Mass Matrices. Trusses. Model Reduction.
Appendix A: Complex Numbers and Functions.
Appendix B: Laplace Transforms.
Appendix C: Matrix Basics.
Appendix D: The Vibration Literature.
Appendix E: List of Symbols.
Appendix F: Introduction to MATLAB (R), Mathcad (R), and Mathematica (R).
Appendix G: Engineering Vibration Toolbox and Web Support.
References.
Answers to Selected Problems.
Index.
1. Introduction.
Introduction to Free Vibration. Harmonic Motion. Viscous Damping. Modeling and Energy Methods. Stiffness. Measurement. Design Considerations. Stability. Numerical Simulation of the Time Response. Coulomb Friction and the Pendulum.
2. Response to Harmonic Excitation.
Harmonic Excitation of Undamped Systems. Harmonic Excitation of Damped Systems. Alternative Representations. Base Excitation. Rotating Unbalance. Measurement. Other Forms of Damping. Numerical Simulation and Design. Nonlinear Response Properties.
3. General Forced Response.
Impulse Response Function. Response to an Arbitrary Input. Response to an Arbitrary Periodic Input. Transform Methods. Response to Random Inputs. Shock Spectrum. Measurement via Transfer Functions. Stability. Numerical Simulation of the Response. Nonlinear Response Properties.
4. Multiple-Degree-of-Freedom Systems.
Two-Degree-of-Freedom Model (Undamped). Eigenvalues and Natural Frequencies. Modal Analysis. More Than Two Degrees of Freedom. Systems with Viscous Damping. Modal Analysis of the Forced Response. Lagrange's Equations. Examples. Computational Eigenvalue Problems of Vibration. Numerical Simulation of the Time Response.
5. Design for Vibration Suppression.
Acceptable Levels of Vibration. Vibration Isolation. Vibration Absorbers. Damping in Vibration Absorption. Optimization. Viscoelastic Damping Treatments. Critical Speeds of Rotating Disks. Active Vibration Suppression. Practical Isolation Design.
6. Distributed-Parameter Systems.
Vibration of a String of Cable. Modes and Natural Frequencies. Vibration of Rods and Bars. Torsional Vibration. Bending Vibration of a Beam. Vibration of Membranes and plates. Models of Damping. Modal Analysis and the Forced Response.
7. Vibration Testing and Experimental Modal Analysis.
Measurement Hardware. Digital Signal Processing. Random Signal Analysis in Testing. Modal Data Extraction. Model Parameter by Circle Fitting. Mode Shape Measurement. Vibration Testing for Endurance and Diagnostics. Operational Deflection Shape Measurement.
8. Finite Element Method.
Example: The Bar. Three-Element Bar. Beam Elements. Lumped Mass Matrices. Trusses. Model Reduction.
Appendix A: Complex Numbers and Functions.
Appendix B: Laplace Transforms.
Appendix C: Matrix Basics.
Appendix D: The Vibration Literature.
Appendix E: List of Symbols.
Appendix F: Introduction to MATLAB (R), Mathcad (R), and Mathematica (R).
Appendix G: Engineering Vibration Toolbox and Web Support.
References.
Answers to Selected Problems.
Index.