张燕 zy29209@163

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第四章 模拟角调制. 张燕 [email protected]. 非线性调制(角调制)的原理. 幅度调制属于线性调制,它是通过改变载波的幅度,以实现调制信号频谱的平移及线性变换的。一个正弦载波有 幅度、频率和相位 三个参量,因此,我们不仅可以把调制信号的信息寄托在载波的幅度变化中,还可以寄托在载波的频率或相位变化中。这种使高频载波的频率或相位按调制信号的规律变化而振幅保持恒定的调制方式,称为频率调制( FM )和相位调制 (PM) 。因为频率或相位的变化都可以看成是载波角度的变化,故调频和调相又统称为角度调制。. - PowerPoint PPT Presentation

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  • [email protected]

  • FM(PM)

  • FM

  • 4.1 4.2 4.3 4.5 4.8 FDM4.9

  • 4.1

  • 1(PM)f(t) (KPM)()

  • 2(FM)f(t) (KFM)()()

  • ()(), , , , , , f(t) f(t) f(t) f(t) 1)2)()()

  • f(t)=Amcosmt

  • PMFM12

  • 4-1 AMFMPM

  • 4 2

    (a)

    (b)

    PM

    d()

    dt

    f(t)

    g(t)

    FM

    sPM(t)

    (b)

    sPM(t)

    f(t)

    (a)

  • 4 -3

    (a)

    (b)

    FM

    sFM(t)

    f(t)

    (a)

    ()dt

    f(t)

    g(t)

    PM

    sFM(t)

    (b)

  • (-,) FM

  • 4-2 KFM =2

    (1)fc (2) (3) (4)f(t)

  • (4) f(t)(3)

  • 30(NBFM)(NBPM)(WBFM)(WBPM)4.2

  • 4.2.1 (NBFM, Narrow Band FM)

  • (NBFM)(AM): 1,c 2BFMfmBFM=2fm 3cc+mc-m

  • (NBFM)(AM) 1NBFM1/(-c)1/(+c) , 2NBFM180 3NBFMAM

  • (NBFM)NBFMAM (AM)

  • 4 4 AMNBFM

  • () 4- 6

    +

    -

    -90

    f(t)

    Acosct

    sNBFM(t)

  • 4-5 AMNBFM

    m

    m

    m

    m

  • *4.2.2 NBPM

  • 4- 7

    +

    -

    -90

    f(t)

    Acosct

    sNBPM(t)

  • 4.3 WBFMwide band FM FM

  • 4.3.1 1

  • , Jn(FM)FMnnn(1)(2)(3)n>1

  • 4-8 Jn(FM)- FM(1)(2)(3)(n>1)

    1.0

    0.8

    0.6

    0.4

    0.2

    0

    -0.2

    -0.4

    Jn(FM )

    FM

    1

    2

    3

    4

    5

    6

    7

    8

    9

    10

    11

    J0

    J1

    J2

    J3

    J4

    J5

  • n(012 nnsFM(t),

  • 1 2n0AJ0(FM) 3n0cncnmmAJn(FM)

  • 4n n 5FM
  • 4 9 FM=5

    -6

    -5

    -4

    -3

    -2

    -1

    0

    1

    2

    3

    4

    5

    6

    J-2

    J-1

    J-3

    J0

    J1

    J3

    J2

    -6

    -5

    -4

    -3

    -2

    -1

    0

    1

    2

    3

    4

    5

    6

    J-2

    J-1

    J-3

    J0

    J1

    J3

    J2

    c+nm

    -c-nm

    J6

    J6

    J-6

    J-6

    J4

    J4

    J-4

    J-4

    J-5

    J-5

    J5

    J5

    BFM

    c

    -c

    ...

    ...

    ...

    ...

  • -6

    -5

    -4

    -3

    -2

    -1

    0

    1

    2

    3

    4

    5

    6

    J-2

    J-1

    J-3

    J0

    J1

    J3

    J2

    c+nm

    J6

    J-6

    J4

    J-4

    J-5

    J5

    BFM

    c

    ...

    ...

  • 2 nJn(FM)n

    nmax

  • ()1+FM

  • 4-10 (a) fmfmaxFM

  • 4-10 (b) fmaxfmFM

  • 3n=0n0

  • ?1FM0J0(0)1A2/22FM0J0(FM)1A2/2

  • 3FMFMPC, Pf PFM

  • 4-3 2MHz10kHz10kHz(1) (2) (3) (4) fm=10kHzfmax=10kHz(1) BFM=2(fmax+fm)=2(10+10)=40kHz

  • (2) FMFM=2 BFM=2(FM+1)fm=2(2+1)10=60kHz(3) fm=20kHz BFM=2(fmax+fm)=2(10+20)=60kHz(4) FMfm=20kHz BFM=2(FM+1)fm=2(1+1)20=80kHz

  • 44 (1)FM=3A(2)FM=0.5: (1)4 J0(3)-0.260 J1(3)0.339 J2(3)0.486 J3(3)0.309 J4(3)0.132 J5(3)0.043(< 0.1)4-11

  • 4-11 4-4

  • 4

    99.60.4

  • (2)FM=0.5J0(0.5)=0.9385, J1(0.5)=0.242, J2(0.5)=0.0306 1

    99.9

  • FM AM FMAM AMAMAMAMAM1 FM FMFMFMAM

  • 4.3.2

    4.3.4

  • *4.3.4 DFMDFMFMfmaxfm

  • 4.5 4.5.1 1 4-12

  • (VCO, Voltage Controlled Oscillator)

  • 12

    1 2

  • 4-13

  • 1L1C4C3LC1C2Cj2

  • PLL(PLL ------ Phase locked loop)LC 4 14 PLL

    PD

    LF

    VCO

    F(t)

    FMPM

  • 2(NBFM) (4-15) NBFM(WBFM) 4 15

    N

    f(t)

    sNBFM(t)

    sWBFM(t)

    Acosct

    f1, f1, 1

    nf1, nf1, n1

    n

    1

    f

    1

  • 4- 16

    +

    -

    -90

    f(t)

    Acosct

    sNBFM(t)

  • (n2)- si(t)

  • 2

    2,2

  • nnn

  • fcfrfc+frfc+frfc-fr4-17

  • 2

  • f0

    02(t)FM

  • 4-5 15kHzf1=200kHzf125Hzf275kHzfo90MHznfr

  • f1=25Hzf2=75kHz

    90MHz

  • 418Armstrong f1f11fcfFM, FM

  • 4 - 18Armstrong

    FM

    NBFM

    n1

    cos 2f1t

    BPF

    n2

    f(t)

    f1

    f1

    1

    n1 f1

    n1f1

    n11

    cos 2frt

    n1 f1-fr

    n1f1

    fFM

    fc

    sWBFM(t)

    n11

  • 4-6 4-18 fm=15kHzf1=200kHzf125Hzfr=10.9MHzn1=64n2=48 1 2

  • 1f1fm

    2f1, f2, n1, n2

  • 4.5.2 ----- -----1.

  • -Kd 4 19

    (a)

    (b)

    fc

    Kd

    (a)

    sFM(t)

    sd(t)

    so(t)

    (b)

  • KFMf(t)
  • 1 ,LCfc4-20

  • 4-21

  • LCf0f0fc A(U2m(U2m f(t)(U2m

  • LCu2 4-214-20

  • 24-22

  • If01f02 f01 fc= fc-f02uav1uav2

  • f(t)=fcD1D2U1m=U2m, f(t)

  • u0=uav1-uav24-22U2m~f 4-23f01 f02 4-23

  • 3PLL 4 24 PLL

    PD

    VCO

    si(t)

    sv(t)

    uc(t)

  • 2 4- 25

    sNBFM(t)

    si(t)

    c(t)

    sp(t)

    sd(t)

    fo(t)

  • 4.8 FDM Frequency Division Multiplex (FDM)(TDM)

  • ,

  • 4.8.1

  • 4-27

  • f1(t)

    f2(t)

    f3(t)

    cos1t

    cos2t

    cos3t

    Y()

    0

    1

    2

    3

    y(t)

    0

    -m

    m

    0

    -m

    m

    0

    -m

    m

    F3()

    F2()

    F1()

  • 2

    1

    3

    P1()

    0

    1

    2

    3

    p1(t)

    p2(t)

    p3(t)

    cos1t

    cos2t

    cos3t

    0

    1

    2

    3

    0

    1

    2

    3

    P2()

    P3()

    y(t)

    f1(t)

    f2(t)

    f3(t)

    0

    -m

    m

    0

    -m

    m

    0

    -m

    m

    F3()

    F2()

    F1()

  • BsBg Bs3400HzBg600HzB=4kHz

  • : :

  • 4.8.2 4-32

  • nnn2n1

  • 12 121212 n1=3, n2=4 n1+n2=7n1+n2=7n1n2+n2=16 16

  • 4.8.3

    SSB/FM

  • 4.9 4.9.1 4-1

  • 4.9.2 535kHz1605KHz3.9MHz18MHz4.5kHZB9kHz

  • 4.9.3 .,15 KHz,200KHz87MHz108MHz

    4.9.4

  • 4.9.4 4-44

  • 4.9.7 900 MHZ 900MHZ

  • fH3 kHzfmax5kHz B253Bg20kHzBg25 kHz

  • 1 2V5kHz,PM5 (1)500HZ1kHZ (2)2kHZ6V4.1 (1) , KPM2, f(t) (2) , KFM2, f(t) (3)

  • 4.4 1GHz10kHz10kHz (1) FM (2) (3) (4) 4.8 1kHz s(t)=100cos(ct+25cosmt)(1) m5(2) m1/5

  • 4.11 4.112MHz10kHz300kHz

  • 2

    : (1) (2) FM3 10V

    : (1)(2)(3)2103Hz

  • 4 600~4kHzSSBFM2(1)(2)

  • 4.5 4-1So/NoSin0fm(4.2-18)(4.2-26)(4.2-39)(4.4-8)AM100%1. WBFMDSBSSBVSBAMNBFMAM

  • 4-1

  • 4-31 DSBSSBAM4.7dBFMmf=6AM22 dBFMmfSSB

  • WBFMDSBSSBVSBAMNBFMAM FMFM,SSB,

  • 2. AM AM DSBAM

  • SSBAM, AMSSB

  • VSB VSBSSBVSB VSBVSB+C(VSB+C)AM SSBDSBVSB

  • FM FMFMFMFMFMFMFM