超快光学-第07章-非线性光学.ppt

超快光学-第07章-非线性光学.ppt

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时间:2020-05-23

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1、NonlinearOpticsWhydononlinear-opticaleffectsoccur?Maxwell'sequationsinamediumNonlinear-opticalmediaSecond-harmonicgenerationSum-anddifference-frequencygenerationHigher-ordernonlinearopticsTheSlowlyVaryingEnvelopeApproximationPhase-matchingandConservationlawsforphotonsNonlinearop

2、ticsisn’tsomethingyouseeeveryday.Sendinginfraredlightintoacrystalyieldedthisdisplayofgreenlight(second-harmonicgeneration,SHG):Nonlinearopticsallowsustochangethecolorofalightbeam,tochangeitsshapeinspaceandtime,andtocreateultrashortlaserpulses.Whydon'tweseenonlinearopticaleffects

3、inourdailylife?1.Intensitiesofdailylifearetooweak.2.Normallightsourcesareincoherent.3.Theoccasionalcrystalweseehasthewrongsymmetry(forSHG).4.Phase-matchingisrequired,anditdoesn'tusuallyhappenonitsown.Whydononlinear-opticaleffectsoccur?Recallthat,innormallinearoptics,alightwaveac

4、tsonamolecule,whichvibratesandthenemitsitsownlightwave,whichinterfereswiththeoriginallightwave.Wecanalsoimaginethisprocessintermsofthemolecularenergylevels,usingarrowsforthephotonenergies:Whydononlinear-opticaleffectsoccur?(continued)Now,supposetheirradianceishighenoughthatmanym

5、oleculesareexcitedtothehigher-energystate.Thisstatecanthenactasthelowerlevelforadditionalexcitation.Thisyieldsvibrationsatallfrequenciescorrespondingtoallenergydifferencesbetweenpopulatedstates.Nonlinearopticsisanalogoustononlinearelectronics,whichwecanobserveeasily.Sendingahigh

6、-volumesine-wave(purefrequency)signalintoacheapamplifierorcheapspeakersyieldsatruncatedoutputsignal,moreofasquarewavethanasine.Thissquarewavehashigherfrequencies.Wehearthisasdistortion.SharpedgesrequirehigherfrequenciesintheFourierseries.NonlineareffectsinatomsSoanelectron’smoti

7、onwillalsodepartfromasinewave.Thepotentialgetsveryflatoutatinfinity,sotheelectron’smotioncaneasilygononlinear!PotentialduetonucleusNucleusEnergyPositionAnotherwaytolookatnonlinearopticsisthatthepotentialoftheelectronisanatomisnotasimplequadraticpotential.Nonlinearopticsandanharm

8、onicoscillatorsForweakfields,motionisharmonic,a

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