第3章 随机信号分析.pdf
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1、1?3?3.1?3.2?3.3?3.4?3.5?3.6?3.7?3.8?3-1?x2(t)xn(t)ttt?S1S2Sn(t)tkx1(t)3.1?3.1.1?),(),(1111111txfxtxF=11111)(),(xtPtxF=);,();,(21212212,12122t txxfxxttxxF=221121212)(,)(),;,(xtxtPttxxF=3.1.2?).,;.,(.).,.;,(2121212,121nnnnnnntttxxxfxxxtttxxF=),;,(2121nnntttxxxFLLnnxtxtxtP=)(,)(,)(2211L3.2?3.2.1?111111
2、),()(dxtxfxtE=dxtxfxtEta),()()(1=?3.2.2?=)(tD2)()(tatE)()()(2)(22tatatEtE+=)(),(212tadxtxfx?3.2.3?)()(),(2121ttEttR=?212121221),;,(dxdxttxxfxx=)()(22tatE=)()()()(),(221121tattatEttB=?21212122211),;,()()(dxdxttxxftaxtax=?:)()(),(),(212121tatattRttB=?),(),(2121ttRttB=2?)()(),(2121ttEttR=)()()()(),(221
3、121tattatEttB=?:)()(),(),(212121tatattRttB=)()(),(+=+ttEttR?3.2.4?);();(),;,(22111121212txftxfttxxf=0),(21=ttR0),(21=ttB?3.3?3.3.1?),;,(),;,(21212121+=nnnnnntttxxxftttxxxfLLLL?1?t?)();(11111xftxf=?2?);,(),;,(21221212xxfttxxf=?3?)(tEdxtxfx);(1=a=dxxfx)(1=?4?2121221);,(dxdxxxfxx=)()(),(2121ttEttR=)(R=
4、)(tD=)(),(212tadxtxfx2=?)(tEa=)(tD2=),(21ttR)(R=?3.3.2?a=2/2/)(1limTTTdttxT)(tx=)(R)()(+=txtx+=2/2/)()(1limTTTdttxtxT?1?aa=)()(RR=?_/2222/21()lim()TTTx tax ta dtT=22=3?3.3.3?)()()(+=ttER?1?)()0(2tER=)(t?)()(=RR?2?1.?)0()(RR?3?4?)()(2tER=)(limR)()(lim+=ttE)()(+=tEtE)(2tE=)(t?5?2)()0(=RR)()()(22tatEtD
5、=)(t?)(R)0(R)(R202.?f(t)Otf T(t)tOT2?T2TFPTTf2)()(lim=TFEPEPTTf2)()()(lim=?dTFEdPSTT2)(21)(21lim=?-?)()(PR)()(fPR?3.?deRfPfj=2)()(dfefPRfj=2)()(deRPj=)()(dePRj=)(21)(?4?1?0)(P?2?)()(=PP?3?dffPR=)()0(?4?3-1:?A?(0,2?)?1?2?3?)cos()(+=tAtcc)(t)(t)(tdtAtEtac21)cos()()(20+=dttAcc)sinsincos(cos220=sinsinco
6、scos22020dtdtAcc=?1?)(t?:?:)(t?(0=)()(),(2121ttEttR=?)(t)cos()cos(21+=tAtAEcc2)(cos)(cos212122+=ttttEAcc+=20122122212)(cos2)(cos2dttAttAcc0)(cos2122+=ttAccAcos22=?)(t)()(2)(2ccAP+=?2?)(t2)0(2ARS=?3?0)cos(12/2/lim=+=dttATaTTcTdttAtATRcTTcT)(cos)cos(1)(2/2/lim+=)22cos(cos2lim2/2/2/2/2dttdtTAcTTcTTcT+=
7、cAcos22=aa=)()(RR=?)(t3.3.4?1?2?=nnnTtgat)()(?)(tg?na5?1?)(t=nnnnnTtgaEnTtgaEtE)()()()()()nnE ag tnT=?)(tE?2?)(t)()(),(+=+ttEttR=+=nmmnmTtgnTtgaaE)()()(=+=nmamTtgnTtgnmR)()()(?)(t3.4?3.4.1?3?)(tdettRPj+=),()()2)(exp(21)(22axxf=f(x)12Oax?)2exp(21)(2xxf=21212.)2(1Bnn=)(21exp11kkkjjjnkjknjaxaxBB=22)(kk
8、katE=),;,(2121nnntttxxxfLL11121221112LMOMMLLnnnnbbbbbbB=kjkkjjjkatatEb=)()(|B|jk?|B|?bjk?0)()()()(),(212121=aatEtEaattEttB)(t?)(t?3.4.2?1?n?n?2?3?=njjjjnjjnax122122)(exp)2(12)(exp21221jjjnjjax=),;,(2121nnntttxxxfLL21212.)2(1Bnn=)(21exp11kkkjjjnkjknjaxaxBB=),(),(),(2211nntxftxftxfL=11121221112LMOMMLL
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