基于多台apf并联的微网谐波抑制方法研究

基于多台apf并联的微网谐波抑制方法研究

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时间:2019-03-04

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1、AbstractSincethemicronetworkcontainsalargenumberofrectifier/inverterdevicesandnonlinearloads,thisisboundtoproducealargenumberofharmonics,whichwillinfluenceDowerquality,andevenimpactitconnecttothegrid.Thispaperaimstotheharmonicprobleminmicronetwork,pr

2、oposedtosolveharmonicproblemsbymultipleAPFparalleloperation,usingcurrentsharingstrategyforthecontrolingofmultipleAPFparalleloperation,greatlyreducedtheharmoniccontentattheexitofthemlcrosource,theproposedschemeissimpleandreliable,andhavegoodextendabil

3、ity,highdynamicperformancebutalsocanreducethecost.Thisarticlewasstudiedmainlyfromthefollowingaspects:(1)Thispaperdescribedtheimportanceofthedevelopmentofmicro。network,aswellastheresearchanddevelopmentstatusofthemicronetworkathomeandabroad,proposedthe

4、harmonicprobleminmicro—network.Aimtotheharmonicproblemsofmicro.network,itssources,theharmandtheexistinggovernancemethodwasanalyzed,aswellastheadvantagesanddisadvantagesofthevarioustreatmentmethods·Prol。losedtosolveharmonicproblemsbymultipleAPFparalle

5、loperation,usingcurrentsharingandcurrentlimitingcontrolstrategyforthecontrolingofmultipleAPFparalleloperation,themethodissimple,reliable,highdynamicperformance,scalability,reliabilityandcanreducecosts.(2)UsingthesimulationsoftwareofPSCAD/EMTDCtobuild

6、amodelofgovernancedevicesandsystems.SimulationusingtwoshuntAPFparalleloperationtogovernancetheharmonicofmicro.networkinnetworkedmode,eachAPFhadindependentharmonicdetectionmodule.Simulationverifiedtheip。iqdetectionmethodwaseffective,compensationcurren

7、twhichusingthedeadbeatcontrolmethodcankeeppacewiththeinstructioncurrentwaveform,andalmosttherewasnodelay·Thenbuildedaoverallsimulationmodelinnetworkedmode,thewindpowerandphotovoltaic(pv)modelwasestablished,verifiedbyPQcontrolcanmaketheactiveandreacti

8、vepowerofphotovoltaieandwindpowerbestabilizedafteracertainperiodoftimetoachievethedesiredcontroleffect.(3)Finally,analysedtheeffectofgovernance,byobservingthecompensationcurrentoftwoAPF,theusedcurrentsharingstrategyreachedevenlyharmoniccompensationde

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