光纤通信课程设计课件Class4-03.pptx
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1、Class 3Class 3FWM:definition&origin FWM in fiber,effect on WDMHow to reduce it&simulationSolutionsPolarization allocationUnequal channel spacingDispersion managementDefinition:Nonlinear effect that occurs in nonlinear optical materials such as photonic switch,optical fiber cable,etc.This interaction
2、 between waves leads to interaction between channels generatesoneormorenewchannels(orharmonics).Forinstance,whenthreewavesatfrequenciesfi,fj,andfktraverseafibertheygenerateanothersignallocatedatTheeffectsofFWMFiberExample:Theinputistwosignalslocatedat 1and 2traverseafiberoflength(L)andtheoutputisfou
3、rdifferentsignalslocatedat 1,2,2 1-2,and2 2-1.Ingeneralthenumberofnewlygeneratedsignalsisgivenby Where Pi,Pj,Pk are the input power of the channels D is the degeneracy factor 3 and 6 for two-tone and 6 for three-tone product Where Aeff is the effective cross-sectional area and Leff is the effective
4、length of the fiber given byThe power of of newly generated signals is given by And is given byThenonlinearsusceptibility 1111TheefficiencyisgivenbyWhere fmn=fm-fn,(m,n=1,2,3)ThefollowingfiguredemonestratestheeffectofFWMwhenFoursignalswithequallypower3mwtraversesafiberwiththefollowingspecificationsD
5、escriptionValuesAttenuationfactor()0.2dB/kmEffectivefibercross-sectionalarea(Aeff)6.4x10-11m2Thirdordernonlinearsusceptibility(1111)6x10-15cm3/ergChromaticdispersion(Dc)1ps/nm.kmDispersionslope().07ps/km.nm2Refractive-index(n)1.48LengthL75kmWavelength()1550nmTheOriginalinputsignalsThe newly generate
6、d signals and their corresponding power in dBm The newly generated signals and their corresponding power in dBm after filtration The original and the newly generated signals after filtration as well as their corresponding power in dBm Origin of FWMEffect on WDM systems SolutionsPolarization Allocati
7、onUnequal Channel SpacingDispersion Management Origin of FWM 1Third order nonlinearityEnergy ConservationMomentum Conservationphase matchingOrigin of FWMPhase Matching 2 Effects on WDM Systems 2When Channelspacing and fiberdispersion are small enoughPhase Match ConditionsThe efficiency curve versus
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