Dukkipati R.V. Solving Vibration Analysis Problems Using MATLAB (New Age International Ltd.,2007)(en)(217s)

Dukkipati R.V. Solving Vibration Analysis Problems Using MATLAB (New Age International Ltd.,2007)(en)(217s)

ID:34625190

大小:3.92 MB

页数:234页

时间:2019-03-08

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1、ThispageintentionallyleftblankCopyright©2007NewAgeInternational(P)Ltd.,PublishersPublishedbyNewAgeInternational(P)Ltd.,PublishersAllrightsreserved.Nopartofthisebookmaybereproducedinanyform,byphotostat,microfilm,xerography,oranyothermeans,orincorporatedintoanyin

2、formationretrievalsystem,electronicormechanical,withoutthewrittenpermissionofthepublisher.Allinquiriesshouldbeemailedtorights@newagepublishers.comISBN:978-81-224-2427-0PUBLISHINGFORONEWORLDNEWAGEINTERNATIONAL(P)LIMITED,PUBLISHERS4835/24,AnsariRoad,Daryaganj,New

3、Delhi-110002Visitusatwww.newagepublishers.comToLordSriVenkateswara10DN-VIBRATITIVThispageintentionallyleftblankPrefaceVibrationAnalysisisanexcitingandchallengingfieldandisamultidisciplinarysubject.ThisbookisdesignedandorganizedaroundtheconceptsofVibrationAnal

4、ysisofMechanicalSystemsastheyhavebeendevelopedforseniorundergraduatecourseorgraduatecourseforengineeringstudentsofalldisciplines.Thisbookincludesthecoverageofclassicalmethodsofvibrationanalysis:matrixanalysis,Laplacetransformsandtransferfunctions.Withthisfounda

5、tionofbasicprinciples,thebookprovidesopportunitiestoexploreadvancedtopicsinmechanicalvibrationanalysis.Chapter1presentsabriefintroductiontovibrationanalysis,andareviewoftheabstractconceptsofanalyticaldynamicsincludingthedegreesoffreedom,generalizedcoordinates,c

6、onstraints,principleofvirtualworkandD’Alembert’sprincipleforformulatingtheequationsofmotionforsystemsareintroduced.EnergyandmomentumfromboththeNewtonianandanalyticalpointofviewarepresented.Thebasicconceptsandterminologyusedinmechanicalvibrationanalysis,classifi

7、cationofvibrationandelementsofvibratingsystemsarediscussed.Thefreevibrationanalysisofsingledegreeoffreedomofundampedtranslationalandtorsionalsystems,theconceptofdampinginmechanicalsystems,includingviscous,structural,andCoulombdamping,theresponsetoharmonicexcita

8、tionsarediscussed.Chapter1alsodiscussestheapplicationsuchassystemswithrotatingeccentricmasses;systemswithharmonicallymovingsupportandvibrationisolation;andtheresponseofasing

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