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A BPSKQPSK timing-Error Detector for sampled receivers(3)

来源:网络收集 时间:2026-07-23
导读: EEE ITANRASCTONSI NOOMMUNICACITNS, OVO.'LCO M-43 N,O .5,AM Y1869 Uop namplsnig t at= rT r+and T+r r-T/2,we obt ai n(rE=x2),(T+ 7r) x2=(7+ rT + x2)(r (+r 1/-2) ) -2T(7X+FTX)T((r-+1'2/)T ~()-r1)=~(r+(2

EEE ITANRASCTONSI NOOMMUNICACITNS, OVO.'LCO M-43 N,O .5,AM Y1869

Uop namplsnig t at= rT

r+and T+r r-T/2,we obt ai

n(rE=x2),(T+ 7r) x2=(7+ rT + x2)(r (+r 1/-2) )

-2T(7X+FTX)T((r-+1'2/)T

~()-r1)=~(r+(2--/2)rT+)x~(r+(rl-T)) 2- x (+r (r -1/ 2 )T ) x(r+ ( r l -) ) . -T7)(etL hte alorithg bem

f ( ru )= L (r 1- - ) ( rE) . ()8Teh eversarlo fsi gn as hnos gnificiace innf romla th eaminupltaino sroin t h eproescos'r comsupatiotnb rduen b,ut sasurs eenative sgopel a tthet ackirn gpointof the d tectoe routupt. eSeA pepnid x.A Bot hleement ofs(8 )co ntai nate mr 2(7+x r -(1/ )T2) the;su tbration cacnelcs hosetter s.m Colletingcte rs mafter hetcan elcatloni,ht aelgoirth mi socmopesdo fte hlementseu,r)(x2=(7(r+ -lT))-2(rxrT)++2(x+r(-r1/12))~{(xr+~r-x()+Tr-l(~)).}( 9)Uefuslo uptu tfo he algtortih msi the veraageover ma y sampnle, nsot het avue lofan i soalted amsle. Denopte fU( r ) A=g, utv(r)as th eaverge avoe manr ysaplem, so tshat(3)wheertd is a ustaily cbhsoe delna tiym.e I painitcuarl,fi td=T 2/,htn eth evaerae gedly afo xdi s/4T-wichh is ht teme ihsift betwene th estobr eopint na tdeht imng iaspmlest ahtha sar ise nin teh wt orpeiousva pporaches.L neiG s hwos ht reseltu fit ehsig alno filn eC s ieldyaifderefncedwit h adela yof t=d/2. 'TCopamrisn wiot lhneiE show ssiilmr, aub tno identticl aawveofmr.sT he dlae-ydiffreenced awevormfis p aseds htrugoh squareala-w rcetiifr, yeelidngil ni H,e of treh eaxpme lwaevorf. mOne agcain th,ep otrcolo,kca peaps ardnt mini-egror irnofrmtiaoncan be re rievtdeby tehalgor thimVf()7Avg x2(r+{ (r - 1 T)} -Av{ x2g(+ 7rT ) =}+2 vgA{ (~7 + r(~ -/2 T)) ( (x7+ rT) -~ ( 7+ ( -r l )T ) )} .1()0Th efisr twtteorms msu beteuqal;htenesemleb vaeagerca nont dpene dupon th endex ir becusea te unherldyng iignaslis ycclosattinaory.T eherfor, tehoes aervgaesm su tcaceln.The p esernc eof te h*x ) (etmsr odes otnc ontriubt teothe usfeu laevrageo ututp;w musets speuctt hm as petoenita slourcesof slf,enoie.' Tsehrferoe',u se imlintea hem. tet lTe hemarnini tgrmes 'ae ofrt hefo rmU(,)=rX(+7(-1T2)T){/X7+(r)T-X7+(r-()1)T

} uf( )= rE( r )- L( r - )1.(4)Hwovere,no wboseve thar t E( )r cinocdesiw thithe srtboet im eofrthe rthsybolm; he tdleyai nhe tdiferfncing entwork shietfe tdehti m feo rtehtming simpael ansde liimaned nteed*e fro tharid sapmle. On eiting samplm neo coiwnicde wsiht hetd ata trobsean thdeoth r efllas idwam byteeewnda t satobres. Th(e strbe locatooin saer carreidn eaop wacvefrm oabsicsasa verticas lictkma rk sniF g.i2 . )nI hti rousnabduto amnne werhav devised a etimin-egrrrode tetoc algorritm hhta retqirus oely tno sawplms per esmbyo (loens aplm eoicncdeni witth hetdata storbe,)t hat as hose smelf-nioser ejeticno porpetris, aed nhtta cna b perefrome wdti mhnimial comutping bruden on(

e sbutrcatin aod onnesq uairngpe rsy bmloi ntrveal) .Now etl su se, weah timrpovemnts ere poassilbe.=x ( r - h l){ (x r)- ( xr- l}).

1( )1Thi iss thep oposer dtmini-dgteetoc ralogirthm forr al,eb asbaed sngnails'T.wo suc hcopumattoin, ones eah frocm teh I ad nfomr he Q chtnnela ar, eddae dhenwp rcessingo ade omudltad eacrier sirngla .Thesum 'i sth'aelgroith ofm( )1 A.PENPIX AD ERIDVATONIS- URCV EO FaStsiacftrodeyigs n of t.ehitmniglooperuqristeahttehdet ecort haractcresiit-cvarege outautvprsuestiinmg reorr -7b enkwon.T htais d revei 'dfr oht basebenad lagoirht om f( 11)i tnhsi pAepnidx .Ap ahs-eidenepnednt xeentison tZo hteQ laogitrmho (1f is)d moentrsatd ien Appedni x.BLe tte huderlnyng,i tim-coetinunous singlaa b ePA stMerma ith wte hfomatrFormia Reudctinso

nIt hi sesciotn ewp efrrm oormalf lgebraaicma npilatuonsion ht elgaorihtm' xerpseson inad discovre htta hetreare lementseihdedinnt hea glorthmtiahcotnrtiutb neouseful x ( t )=C @ g p t( - P T )12( o)uputt Sin.e cther pierences culd onlyogene rae setlfn iseo they,aere ilmintade& dna s triped aplgorthm iisd rieed vniteas. dwerh thie susmatmoin an, thods to feollwo, i assumsde o bt doueblyi fniniet.S tg twi thT he squeence{ p a}ist aeknfr m ao biany lrbrari whyree a xd,t(=)(tx)-(xt T/-2) 5(=) k . 1Wew il asslmu thet tah aeph ve aezo rmae nna adreun crrelateo. dThatis,

$x( t)= x 2 ( )+ xt2 (t- T/2 )- 2 x ( t)x ( t - T/).26)(-

E(p)=aO

uAhotizre dilensed use limitce do: XtDIIA NNUVIERIST. DYwnooldedaon pAilr 9, 002 at 291:44 for IEmE Xplore.E eRtsritcoin applsy

.

通信论文

GRDANR: BPSKIQPSK TEIMNIGERROR-DE ETTOR CFOR SMPLEAD EREIVCR

E472o

sE(apaq) 6,,E(a3=

=Pa.

(13)qTehfu cntio ng t() si th eshpea f toe filhtred seingapulsel I.t hs aoFureir ratsnofm G(f r ).A ppy1)l1() 2to 1(t o obtania(r, )4a

ut(r=)xP

='

Tj

Gv()ejrTuapgr+( r( -Vz) - T pT

)1()4Prfeormthe in icated dultmilicapiots andn ollecct tresm,thereb y btoaniin godbul esus mocnaitingnp ordcts uaaPqna dspa.sT aek ht eexectatponi oervthe ata endsmble eot rriavea t ht everagae otput ofuth ed teecot:r n Ithe als ltnei weh avei pmoesdth e estrriticon G( f )= 0 forIf1 21/ tTot akea counc of tand libmitngiand to smilpfy thei aanysls.i hTatrestri tiocnasurse thsa ttheeris nono zneroo velrp bateewe G n f() adn ( G( m/ T - f)for )mIl> 1 Th. oeny lcnotribuint gvlaeu of ms rea0 nd&a1. In ismilr manner,a deinfP(7)e=g(7,(U=d{UE(tr)=)

x4P

( rg+ ( -r' z/ T - p) T )[g ( r+r T - p T) (+4 -/12 1 T ) g r(+q -(1 )T)

e= e-4-g(+r(-1r)-TpT) g(]r(q-l+/zT))gr+q(T)g(r+q-WT(g)7+((q T)- ) (11)

an5d und,rtaeinkg te hsmea mnapulitionasa leady rsowh fnro(Y T(, )w ebtaionm*

Glv()(;G-)vejr-vdTv(. -)mlejzmr/r

T23)(

hwreeq= r -p C.osnider apa rtai terml f toe hfomr(~(~ )= g ( 7+ ( -q-/ z ) p )g (~+ q T=A())fjZefud f-m

1.Theuantqit of yinertse tisU(7)t=i74)4

m

P(7-)

)Tenh

1()6

A( f = )(rg(q-+1z/))gT(+7T)eq-j*fZ

rdr

= 1 11

2j=l/(T)g (r+( q-/1)z)ekjZr-fl Gv()jerZu(r+Tq)d rdvs

*s

m

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