Vibrations

Name: Vibrations
Availability: InStock
ISBN: 9780534552060

ISBN-10: 0534552064

ISBN-13: 9780534552060

Edition: 2nd 2009

Authors: Edward B. Magrab, Balakumar Balachandran

List price: $211.95

30 day, 100% satisfaction guarantee!

Semester Rental: $19.09 Due date: 8/14/2024

Rental notice: supplementary materials (access codes, CDs, etc.) are not guaranteed with rental orders.

Buy used: $7.16

Marketplace

4 new & used from $4.61

what's this?

Rush Rewards U
Members Receive:

You have reached 400 XP and carrot coins. That is the daily max!

Description:

Featuring outstanding coverage of linear and non-linear single degree-of-freedom and multi-degree-of-freedom systems, this book teaches the use of vibration principles in a broad spectrum of applications. In this introduction for undergraduate students, authors Balakumar Balachandran and Edward B. Magrab present vibration principles in a general context and illustrate the use of these principles through carefully chosen examples from different disciplines. Their balanced approach integrates principles of linear and nonlinear vibrations with modeling, analysis, prediction, and measurement so that physical understanding of the vibratory phenomena and their relevance for engineering design can…

Book details

List price: $211.95
Edition: 2nd
Copyright year: 2009
Publisher: Cengage Learning
Publication date: 5/26/2008
Binding: Hardcover
Pages: 712
Size: 7.75" wide x 9.25" long x 1.25" tall
Weight: 2.794
Language: English




Introduction



Introduction



Preliminaries from Dynamics



Summary


Exercises



Modeling of Vibratory Systems



Introduction



Inertia Elements



Stiffness Elements



Dissipation Elements



Model Construction



Design for Vibration



Summary


Exercises



Single Degree-of-Freedom Systems: Governing Equations



Introduction



Force-Balance and Moment-Balance Methods



Natural Frequency and Damping Factor



Governing Equations for Different Types of Damping



Governing Equations for Different Types of Applied Forces



Lagranges Equations



Summary


Exercises



Single Degree-of-Freedom System: Solution for Response and Free-Response Characteristics



Introduction



Free Responses of Undamped and Damped Systems



Stability of Single Degree-of-Freedom System



Machine Tool Chatter



Single Degree-of-Freedom Systems with Nonlinear Elements



Summary


Exercises



Single Degree-of-Freedom Systems Subjected to Periodic Excitations



Introduction



Response to Harmonic Excitation



Frequency-Response Function



Systems with Rotating Unbalanced Mass



Systems with Base Excitation



Acceleration Measurement: Accelerometer



Vibration Isolation



Energy Dissipation and Equivalent Damping



Response to Excitation with Harmonic Components



Influence of Nonlinear Stiffness on Forced Response



Summary


Exercises



Single Degree-of-Freedom Systems Subjected to Transient Excitations



Introduction



Response to Impulse Excitation



Response to Step Input



Response to Ramp Input



Spectral Energy of the Response



Response to Rectangular Pulse Excitation



Response to Half-Sine Wave Pulse



Impact Testing



Summary


Exercises



Multiple Degree-of-Freedom Systems: Governing Equations and Natural Frequencies and Mode Shapes



Introduction



Governing Equations



Free Responses



Rotating Shafts on Flexible Supports



Stability



Summary


Exercises



Multiple Degree-of-Freedom Systems: General Solution for Response and Forced Oscillations



Introduction



Normal-Mode Approach



State-Space Formulation



Laplace Transform Approach



Transfer Functions and Frequency-Response Functions



Vibration Absorbers



Vibration Isolation: Transmissibility Ratio



Systems with Moving Base



Summary


Exercises



Vibrations of Beams



Introduction



Governing Equations of Motion



Free Oscillations: Natural Frequencies and Mode Shapes



Forced Oscillations



Summary


Glossary


Appendix



Laplace Transform Pairs



Fourier Series