SAE R-395-2011 Principles of Vibration Analysis With Applications in Automotive Engineering (To Purchase Call 1-800-854-7179 USA Canada or 303-397-7956 Worldwide).pdf
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1、Principles of Vibration Analysis With Applications in Automotive Engineering i by C.Q.Liu and Ronald L. HustonPrinciples of Vibration Analysis with Applications in Automotive Engineering VibrationAnalysis_txt.indb i VibrationAnalysis_txt.indb i 11/24/10 11:43:29 AM 11/24/10 11:43:29 AMPrinciples of
2、Vibration Analysis with Applications in Automotive Engineering VibrationAnalysis_txt.indb i 11/24/10 11:43:29 AMOther Related Publications Available from SAE International: Vehicle Re nement By Matthew Harrison (Product Code: R-364) Vehicle Vibration and Sound By Gang Sheng (Product Code: R-400) Car
3、 Suspension and Handling, Fourth Edition By Geo rey Howard (Product Code R-318) For more information or to order a book, contact SAE International at 400 Commonwealth Drive, Warrendale, PA 15096-0001 USA; phone 877-606-7323 (U.S. and Canada only) or 724-776-4970 (outside U.S. and Canada); fax (724)
4、776-0790; e-mail CustomerServicesae.org; website http:/books.sae.org. VibrationAnalysis_txt.indb ii VibrationAnalysis_txt.indb ii 11/24/10 11:43:32 AM 11/24/10 11:43:32 AMPrinciples of Vibration Analysis with Applications in Automotive Engineering C. Q. Liu and Ronald L. Huston Warrendale, Pennsylva
5、nia USA VibrationAnalysis_txt.indb iii VibrationAnalysis_txt.indb iii 11/24/10 11:43:32 AM 11/24/10 11:43:32 AM Copyright 2011 SAE International eISBN: 978-0-7680-4608-3iv 400 Commonwealth Drive Warrendale, PA 15096-0001 USA E-mail: CustomerServicesae.org Phone: 877-606-7323 (inside USA and Canada)7
6、24-776-4970 (outside USA) Fax: 724-776-1615 Copyright 2011 SAE International. All rights reserved. No part of this publication may be reproduced, stored in a retrieval system, distributed, or transmitted, in any form or by any means without the prior written permission of SAE. For permission and lic
7、ensing requests, contact SAE Permissions, 400 Commonwealth Drive, Warrendale, PA 15096-0001 USA; e-mail: copyrightsae.org; phone: 724-772-4028; fax: 724-772-9765. ISBN 978-0-7680-3339-7 Library of Congress Catalog Number 2010940965 SAE Order No. R-395 Information contained in this work has been obta
8、ined by SAE International from sources believed to be reliable. However, neither SAE International nor its authors guarantee the accuracy or completeness of any information published herein and neither SAE International nor its authors shall be responsible for any errors, omissions, or damages arisi
9、ng out of use of this information. is work is published with the understanding that SAE International and its authors are supplying information, but are not attempting to render engineering or other professional services. If such services are required, the assistance of an appropriate professional s
10、hould be sought. To purchase bulk quantities, please contact: SAE Customer Service E-mail: CustomerServicesae.org Phone: 877-606-7323 (inside USA and Canada) 724-776-4970 (outside USA) Fax: 724-776-1615 Visit the SAE Bookstore at http:/store.sae.org VibrationAnalysis_txt.indb iv VibrationAnalysis_tx
11、t.indb iv 11/24/10 11:43:32 AM 11/24/10 11:43:32 AMv Contents Preface xiii Chapter One Introduction 11.1 What Is Vibration? 11.2 Classi cation of Vibration Studies 2(1) Vibration Analysis 2(2) System Design 2(3) Input Evaluation 2(4) System Identi cation 21.3 Classi cation of Vibration 3(1) Classi c
12、ation Based on Input 3(2) Classi cation Based on Output 4(3) Classi cation Based on the Degrees of Freedom of the System 7(4) Classi cation Based on Di erential Equation of Motion of the System 71.4 Harmonic Vibration 81.5 Harmonic Analysis 10Problems 16References 18 Chapter Two Vibration of a Singl
13、e-Degree-of-Freedom System 212.1 Introduction: Modeling 212.2 Free Vibration of a Single-Degree-of-Freedom System 24(1) Governing Di erential Equation of Motion 24(2) Equivalent Spring Sti ness 282.3 e Energy Method 33(1) e Law of Conservation of Energy 33(2) e Rayleigh Method 342.4 E ective Mass 40
14、2.5 Damped Free Vibration of a Single-Degree-of-Freedom System 41(1) Damping Forces 41(2) Di erential Equation of Motion 41(3) Discussion of the Solution 43Problems 50References 53 VibrationAnalysis_txt.indb v VibrationAnalysis_txt.indb v 11/24/10 11:43:33 AM 11/24/10 11:43:33 AMvi Chapter Three Har
15、monically Excited Motion 553.1 Introduction 553.2 Forced Harmonic Vibration of Damped Systems 553.3 Forced Harmonic Vibration of Undamped Systems 63(1) Beating 64(2) Resonance 663.4 Forced Vibration Caused by Rotating Unbalance 673.5 Forced Vibration Caused by Support Motion 693.6 Vibration Isolatio
16、n 72(1) Isolation of the Machine from the Foundation 73(2) Isolation of the Foundation from the Machine 733.7 Damping 76(1) Energy Dissipation Due to a Viscous Damping Force 76(2) Structural (Hysteretic) Damping 78(3) Complex Sti ness and Lost Factor 79(4) Sharpness of Resonance 803.8 Forced Vibrati
17、on Under Periodic Excitation 813.9 Response to Arbitrary Excitation 82Problems 87References 92 Chapter Four Balancing of Rotors 934.1 Unbalance 93(1) Static Unbalance 93(2) Dynamic Unbalance 944.2 Whirling of Rotating Sha 954.3 Experimental Balancing 98(1) e In uence Coe cient Method: Single-Plane B
18、alancing 98(2) e In uence Coe cient Method: Two-Plane Balancing 1004.4 Inertia Forces in a Single-Cylinder Engine 1044.5 Inertia Forces and Couples of Multicylinder Engines 1104.6 Balancing of Cranksha s 120Problems 126References 133 VibrationAnalysis_txt.indb vi VibrationAnalysis_txt.indb vi 11/24/
19、10 11:43:33 AM 11/24/10 11:43:33 AMvii Chapter Five Multi-Degree-of-Freedom Systems 1375.1 Introduction 1375.2 Two-Degree-of-Freedom Systems 137(1) Equations of Motion 137(2) Characteristic Equation and Natural Frequency 138(3) Mode Shapes 1385.3 Eigenvalues and Eigenvectors 1405.4 Orthogonal Proper
20、ties of the Modal Vectors 1435.5 Zero Eigenvalues and Repeated Roots 146(1) Zero Eigenvalues 146(2) Repeated Roots 1475.6 Response of a System to Initial Conditions 1505.7 Coordinate Coupling 1525.8 Undamped Systems and Coordinate Decoupling 155(1) Forced Response and Coordinate Decoupling 155(2) In
21、itial Value Problem and Coordinate Decoupling 1575.9 Damped Systems and Coordinate Decoupling 159(1) Coordinate Decoupling with Forced Response 159(2) Coordinate Decoupling with Initial Value Problems 1625.10 Lagranges Equations 164(1) Generalized Coordinates and Virtual Displacements 165(2) Virtual
22、 Work and Generalized Forces 165(3) Lagranges Equations 1665.11 Kanes Equations 169(1) Partial Velocities and Partial Angular Velocities 170(2) Inertia Forces 170(3) Generalized Applied Forces 172(4) Kanes Equations 172Problems 174References 177 Chapter Six Numerical Methods 1796.1 Introduction 1796
23、.2 Various Eigenvalue Analyses 179(1) e Generalized Eigenvalue Problem 179(2) e Algebraic Eigenvalue Problem 180 VibrationAnalysis_txt.indb vii VibrationAnalysis_txt.indb vii 11/24/10 11:43:33 AM 11/24/10 11:43:33 AMviii (3) e Symmetric Eigenvalue Problem 180(4) e Standard Eigenvalue Problem in Stat
24、e Space 183(5) e Generalized Eigenvalue Problem in State Space 1856.3 Numerical Evaluation of the Time Response 197Problems 210References 214 Chapter Seven Transfer Functions and Frequency Response Functions 2177.1 Introduction 2177.2 e Laplace Transformation and Fourier Transformation 217(1) e Lapl
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