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Peak-to-average power ratio reduction of an OFDM signal using partial transmit sequences

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86IEEECOMMUNICATIONSLETTERS,VOL.4,NO.3,MARCH2000

Peak-to-AveragePowerRatioReductionofanOFDM

SignalUsingPartialTransmitSequences

LeonardJ.Cimini,Jr.,Fellow,IEEE,andNelsonR.Sollenberger,Fellow,IEEE

Abstract—Orthogonalfrequency-divisionmultiplexing(OFDM)isanattractivetechniqueforachievinghigh-bit-ratewirelessdatatransmission.However,thepotentiallylargepeak-to-averagepowerratio(PAP)haslimiteditsapplication.Re-cently,twopromisingtechniquesforimprovingthePAPstatisticsofanOFDMsignalhavebeenproposed:theselectivemappingandpartialtransmitsequenceapproaches.Here,wepresentsuboptimalstrategiesforcombiningpartialtransmitsequencesthatachievesimilarperformancebutwithreducedcomplexity.

IndexTerms—High-speedwireless,OFDM,peak-to-averagepower.

PublisheI.INTRODUCTION

RTHOGONALfrequency-divisionmultiplexing(OFDM)[1]–[3]isaveryattractivetechniqueforhigh-bit-ratetransmissioninaradioenvironment.Bydividingthetotalbandwidthintomanynarrowsubchannels,theeffectsofmultipathdelayspreadcanbeminimized.Onedisadvantageisthepotentiallylargepeak-to-averagepowerratio(PAP)characteristicofamulticarriersignalwithalargenumberofsubchannels.Inparticular,abasebandOFDMsignalwith

;for

O

CIMINIANDSOLLENBERGER:PEAK-TO-AVERAGEPOWERRATIOREDUCTIONOFANOFDMSIGNAL87

Fig.2.Partialtransmitsequenceapproach.

afactoroffour.Notethatsymbol-spacedsamplingwill“miss”someofthesignalpeaksandresultinoptimisticresultsforthePAP.For256subcarriers,theabsolutePAPis24dB.However,withareasonablylargenumberofsubcarriersthesignalampli-tudeisapproximatelyRayleighdistributedandthelargepeaksoccurwithverylowprobability.Inparticular,thePAPexceeds11dBforonly0.1%ofthepossibletransmittedOFDMblocks.IntheSLMapproach,

possibletransmitse-quencesareproducedbymultiplyingtheinformationsequenceby

,then,theCCDFofthebest

ofthe

.Thus,theprobabilityofthePAPexceedingsomethresholdcanbemadeassmallaspossibleattheexpenseofadditionalinversefastFouriertransforms(IFFT’s).In[7],using128subcarriersand

.Then,partition

into

clusters

(3)

where

,iscalledthepartialtransmitse-quence.ThephasefactorsarechosentominimizethePAPof

,andphasefactorslim-itedto

full-length(i.e.,

-pointIFFT’s,ifthetransformscantakeadvan-tageofthefactthatalargefractionoftheinputvaluesarezero,theadditionalcomplexitycanbekepttoaminimum.Nevertheless,inthePTSapproach,anoptimizationisrequiredtobestcombinethepartialtransmitsequences.

III.NEWCOMBININGTECHNIQUE

Inthissection,asuboptimalcombiningalgorithmisintro-ducedthatachievesgoodperformancewithaminimalnumberoftrials.Here,weconsiderbinary(i.e.,

clusters,formthe

and

computethePAPofthecombinedsignal(4).Next,invertthe

firstphasefactor(

)andrecomputetheresultingPAP.IfthenewPAPislowerthaninthepreviousstep,retain

possibilitiesfor“flipping”thesignshavebeenexplored.

InFig.3,resultsareshownforthecaseofasingleOFDMblockand16clusterseachcomposedof16subcarriers.Thetransmittedsignalisoversampledbyafactoroffour.Simula-tionshaveshownthatthisissufficienttocapturethepeaks.Intheresultswhichfollow,100000randomOFDMblocksweregeneratedtoobtaintheCCDF’s.Weassume256subcarriersthroughoutandQPSKdatasymbols.TheunmodifiedOFDMsignalhasaPAPwhichexceeds10.4dBforlessthan1%oftheblocks.ByusingthePTSapproachwiththeoptimumbinaryphasesequenceforcombining,the1%PAPreducesto6.8dB.Inaddition,theslopehasbeenimprovedsothatthereductionwouldbeevenmoresignificantatlowerCCDFvalues.Fortheiterativealgorithm,the1%PAPis7.8dB.Whileadegradation

88IEEECOMMUNICATIONSLETTERS,VOL.4,NO.3,MARCH2000

Fig.4Comparisonoftheiterativeandrandomstrategies.

of1dBisencountered,theoptimizationprocesshasbeenre-ducedto16setsof16additions,aconsiderablesavingsoverdeterminingtheoptimumphasefactors.

Theeffectsofvaryingseveralparameterswerealsostudiedandtheresultswerepresentedin[9].Theseparametersare:1)thenumberofclusters,whichimpactsthecomplexityoftheimple-mentation;2)thenumberofallowedphasesforthevaluesoftheoptimizingsequence,whichagainimpactsthecomplexity;and3)thedataconstellationsize.Asexpected,theimprovementde-creasesasthenumberofclustersdecreases.However,withonly8clusters,andtherefore,only8stepsintheiterativeoptimiza-tion,areductionofmorethan2dBinthe1%PAPisachieved.Whenthephasefactorscanbechosenfromalargerset,specifi-cally,

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