最新fundamentals of acoustics(11) 聲學基礎(英文版教學課件教學講義ppt課件.ppt

最新fundamentals of acoustics(11) 聲學基礎(英文版教學課件教學講義ppt課件.ppt

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1、FUNDAMENTALSOFACOUSTICS(11)聲學基礎(英文版教學課件)Whensoundwavesaretravelingthroughamedium,theymaybereflectedorrefracted,diffractedorscattered,interferedorabsorbed.Thetransmissionofsoundinvolvesthetransferofacousticenergythroughthemediuminwhichsoundwavestravel.Wecan

2、defineplaneacousticwavesasone-dimensionalfreeprogressivewavestravelinginthexdirection.Theyaredescribedbytheone-dimensionalwaveequationThegeneralsolutionfortheone-dimensionalwaveequationcanbewritteninprogressivewavesformWhich,whenstrikingtheboundary,generat

3、esareflectedwaveAndatransmittedwaveNote:Thetransmittedwavehasthesamefrequencyastheincidentwavebut,becauseofthedifferentphasespeedsc1andc2,thewavenumbersk1influidIandk2influidIIaredifferentInthefirstmedium,soundpressureisInthesecondmedium,soundpressureisThe

4、yaredescribedbythewaveequationTherearetwoboundaryconditionsthatmustbesatisfiedforalltimesatallpointontheboundary:(2)Theparticlevelocitiesnormaltotheboundaryareequal.Thesecondcondition,continuityofnormalvelocity,requiresthatthefluidremainincontact.(1)theaco

5、usticpressuresonbothsidesoftheboundaryareequalThefirstcondition,continuityofpressure,meansthattherecanbenonetforceonthe(massless)planeseparatingthefluid.Wehavedefinedtheratioofacousticpressureinamediumtotheassociatedparticlevelocityastheacousticimpedance.Z

6、=p/u,thenThepressureandnormalparticlevelocityinfluidIarepi+prand(ui+ur)sothattwoboundaryconditionsarepi+pr=ptatx=0ui+ur=utatx=0FromtheequationofmotionWedefinethepressuretransmission(refraction)andreflectioncoefficients,soobtain:Fromthereflectioncoefficient

7、,weknowthatRisalwaysreal:PositivewhenZ1Z2.Consequently,attheboundarytheacousticpressureofthereflectedwaveiseitherinphaseor1800outofphasewiththatoftheincidentwave.WhenthecharacteristicacousticimpedanceoffluidIIisgreaterthanthatoffluidI,

8、apositivepressureintheincidentwaveisreflectedasapositivepressure.whenZ1=Z2thenR=0,andthereiscompletetransmission.For,thewaveisreflectedwithonlyaslightreductioninamplitudeandnochangeinphase.Theresultingwaveinf

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