84
56 Phaàn 2 : MOÄT SOÁ BAØI TAÄP MAÃU Chöông 1: ÑAÙP ÖÙNG TAÀN SOÁ THAÁP 1.1 a) Sôù ñoà maïch vaø sô ñoà tín hieäu beù : RE Rb CE RL i > i L 5uF i 4k 1k 100 i L RL fe E h C Rb i > i c .Re =1 K 5k .ib < ib 1k hfe hfe hie 4k i b) Thieát laäp haøm truyeàn : A i = i b b L i L i i i i i i . = Trong ñoù : 50 - = - = fe b L h i i ) 10 . 4 ( 10 . 2 9 8 . 0 ) / 1 )(Re// 1 ( 3 3 + + + + + = s s sc hfe hie R R i i b b i b Vaäy : Tieäm caän bieân ñoä ) 10 . 4 ( ) 10 . 2 ( 40 ) 10 . 4 ( ) 10 . 2 ( 40 3 3 5 3 + + = + + = ω ω j j s s A i A i =-40 ) 10 . 4 ( ) 10 . 2 ( 3 3 + + s s

Bài Tập Điện Tử Tương Tự II Có Giải Mẫu

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  • 56

    Phan 2 : MOT SO BAI TAP MAU

    Chng 1: AP NG TAN SO THAP

    1.1 a) S o mach va s o tn hieu be :

    RERb CE

    RL

    i

    >

    iL

    5uF

    i4k

    1k

    100

    iL

    RLfe

    E

    h

    CRb

    i

    >ic

    .Re

    =1K

    5k .ib

    ib

    i(1+hfe)

    1/

    >

    1k

    sCc2

    Re 5kRb

    hie

    1khfe

    ri

    ieu kien tnh :

    ==

    =

    V

    BB

    kkk

    b

    V

    R

    81,1110

    10.20

    10100//10

  • 62

    K

    ie

    e

    fe

    b

    BBCQ hmA

    Rh

    R

    VI 34,0

    7,3

    25.50)(7,3

    7,0===

    +

    =

    at

    -3

    5

    1

    110

    10.51]

    1//)[1(

    +=+=ssCc

    RhZ efe

    -ssCc

    RZ L

    43

    2

    2

    10.510

    1+=+=

    Ham truyen :

    12

    ..

    .ZhR

    R

    ZR

    Rh

    i

    i

    i

    i

    i

    iA

    ieb

    b

    c

    efe

    i

    b

    b

    L

    i

    Li +++

    ===

    Xay dng Ai bang cach khac :

    iem zero : sradCcRe

    /10001

    ;01

    ===

    iem cc

    srad

    h

    hRRCc

    fe

    iebe

    a /1485

    )]1

    //([

    1

    1

    =

    +

    +=

    25][

    1

    2

    =+

    =Lc

    bRRCc

    o li tang gia

    24. =++

    ==

    feb

    b

    Lc

    cfe

    i

    Lim

    hR

    R

    RR

    Rh

    i

    iA

    )1485)(25(

    )1000(.

    21

    500

    +++

    =ss

    ssAi

  • 63

    0)( =++ BEEECQefe

    b VVIRh

    R

    Suy ra

    )(2,4

    150

    1

    7,05mAI

    KK

    VV

    CQ =+

    =

    nen : Kieh 3,02,4

    2550 == Zin

    =

    =

    20

    1

    fe

    EQ

    h

    mAI

    A i

    24

    16

    0 1485103

    25

    suy ra :

    1.7 T s o ta co :

    ri

    Rb

    RE

    Vcc

    =

    -5V

    +

    -

    Vi

    5V

    Cc2

    RL 10k1k

    1k

    Cc1

    10

    Ta co

    KKKK

    efeiebin RhhRZ 1)503,0//(1])1([' +=++=

    nen :

    FZ

    CcZCcZrCc ininini

    20010.5

    111

    )(

    131

    11

    ===+

    =

    1.9

    R c

    R bR E

    =

    =

    20

    1

    fe

    EQ

    h

    mAI

    B B

    iRL=

    >iL

    1 k

    C c2

    C e1 k

    V cc

    1 k

    +V

    1 ki

    )1485)(25(

    )1000(24

    +++

    =ss

    ssAi

  • 64

    K

    ieh 5,01

    25.20 ==

    >

    1/

    Lhfe/

    Li

    i

    >ib

    Vb

    -

    hie

    Rbi sCehfeRe R

    sCc1

    Rchfeib

    Ta co :

    -e

    fe

    bibee

    eC

    h

    RhRC

    .75

    1

    )]//([

    1

    +=

    -2

    3

    2

    210.2

    1

    ][

    1

    CcRRCc Lc=

    +=

    Xay ra iem cc kep tai srad /10= th srade /102 == nen

    e tan so 3 db la 10 rad/s vi Ce=1333uF th neu khong ke en s gay meo cua Cc2 th sradeL /10== . Do o ta chon

    sradL /12 =

  • 65 hfe=100 hie = 1

    K

    12

    ..ZhR

    R

    ZR

    Rh

    i

    i

    i

    i

    i

    iA

    ieb

    b

    c

    c

    fe

    i

    b

    b

    L

    i

    Li +++

    ===

    0)1)((

    )1(.

    1)(

    ..

    2

    2

    +++

    +

    ++=

    sRChRR

    CRR

    sCcRR

    sCcRhA

    eeiebe

    eeb

    Lc

    c

    fei

    ]1)10(][)([

    )1(..10

    3

    2

    2

    3

    ++++++

    +=

    sRCcRhRhsrRhC

    ssRCRhCcA

    Lbieefeebiee

    eebfe

    i

    Thay so

    )75,10)(1(

    )75,0(67,6

    +++

    ss

    ss

    Cach khac

    -iem zero sradCR ee

    /75,010.1333.10

    11,0

    63===

    -iem cc :- srad

    h

    RhRC

    fe

    bibee

    /75,1010.1333.76,69

    1

    )]//([

    161

    +=

    67,6. =++

    =ieb

    b

    Lc

    Lfe

    imhR

    R

    RR

    RhA

    Vay : 1.11

    )100093)(1(43

    )10001333(20

    +++

    =ss

    ssAi

    )1)(7,10(

    )75,0(.67,6

    +++

    =ss

    ssAi

    R1 R2

    Ri

    C

    RC

    ii 100k

    10k

    Vcc

    1k

    10k

    10uF

  • 66

    ib

    100K1K

    i L1/

    L'

    L>hie nen co the bo qua ri o li vong T

    ''

    0

    '.

    L

    b

    efe

    L

    b

    efe

    iL

    L

    v

    i

    i

    iRh

    v

    iRh

    v

    vT

    i

    ====

    vi :

    1)(

    1

    1

    1

    ++=

    ++=

    CshRRh

    sC

    sC

    i

    i

    ieie

    b

    ieie

    ie

    ieL

    hRRCshRCs

    Cshr

    hRsC

    Rv

    i

    +++

    ++=

    ++=

    2)(

    1)(

    )//(1

    1'

    nen

    C iC

    iL

    Li

    >i

    b

    R

    hfei

    b

    R2R1

    hierii

  • 67

    21011

    10

    ]2)([

    110

    33

    +

    =+++

    =shRshRCR

    hTieie

    fe

    o li khong hoi tiep :

    21011

    )20(10

    1//

    1//

    .3

    0, +

    +=

    ++

    +===

    =s

    s

    hsC

    RR

    sCRR

    hi

    i

    i

    i

    i

    iA

    ie

    fe

    i

    b

    b

    L

    vi

    Li

    L

    suy ra Tan so 3db )/(110 sradL = Gian o Bode

    1-13

    1,19

    191

    +=

    sT

    )110(11

    )20(1000

    1 ++

    =

    =s

    s

    T

    AA iif

    0

    dbAif ,

    24

    39

    20 L)(log scale

  • 68

    21 ,CcCc

    Do Rg.>>ri nen : vg~vi

    RgRs1

    Rs2

    Rd

    RLri

    L

    VDD

    VCc2

    100k

    100uF250

    250100k

    Cc1

    +

    -

    Vi

    5k

    5k

    S o tn hieu be :

    ri

    Rg 5K100k

    250

    250

    D

    gs

    +

    -

    Vi1

    5k

    100k+

    -

    uv

    rds

    Rs1

    RdRL

    Rs2 100uF

    Dung tng ng Thevenin nh tren ta co :

    Lvg~vi

    g~uvi

    (u+1)

    //Rl

    V

    Rd

    Z

    +

    -

    Vi1

    5k

    100k+

    -

    uv

    rds

    vi : sC

    RRZ ss1

    //21 +=+

    25. ==+ mds gr

  • 69

    a) Xac nh ham truyen :

    dsLd

    Ld

    i

    Lv

    rZRR

    RR

    v

    vA

    +++

    ==

    )1(//

    //

    Do Rd

  • 70

    575,7)1(1

    =+++

    ==

    dsds

    d

    i

    Lvm

    RRr

    R

    v

    vA

    Do o ta cung co bieu thc giong tren:

    )7,55(

    )40(575,7

    ++

    =s

    sAv

    b)Neu ghep tu 2 au Rs=Rs1 + Rs2 th :

    dsd

    d

    vrZR

    RA

    +++

    =

    ')1(

    vi Z'=(Rs1+Rs2)//1/sC

    Thay so ta co :

    46

    )20(5,12

    ++

    =s

    sAv

    ->Bang thong giam va o li tang 1-12

    R1

    R2

    R31K

    RE

    =10

    V

    E1k

    1k

    5k

    5k

    Vcc

    V

    Cc

    +

    -

    Vi

    ri 1K

    1/

    hfeRe

    100k

    hie

    0.6k

    Rb

    3.5k

    sCc

    +

    -

    Vi1

    ri

    ieu kien tnh

    KKKK

    b

    V

    BB RV 5,35//51;51055

    5=+==

    +=

    suy ra :

    kieK

    K

    VV

    CQ hmAo

    I 6,015.4

    2510015,4

    1100

    5,3

    7,5===

    +

    =

  • 71

    Che o xoay chieu : do hfeRE = 100K>>hie->vE~VB

    Ta co :

    sCcrRhhR

    RhhR

    v

    v

    v

    vA

    iefeieb

    efeieb

    i

    b

    i

    Ev 1

    )//(

    )//(

    +++

    ++==

    Thay so ta co ;

    521.10.83,22

    .10.62,175

    5

    +=

    sCc

    sCcAv

    Tan so 3db :

    CcCcL

    83,22

    521.10

    10.83,22

    521 5

    5

    ==

    Theo gia thuyet pipi 102 == LL f nen

    )(26,710.83,22

    521.10 5FCc

    pi==

  • 72

    i

    B=B1

    b//rb'e b'e mv

    c

    iL

    bi gC

    RR

    rbb'

    bi b'e b'e M b'vm

    LiL

    LRg

    V

    CC1i r1R2

    R41k

    R31k

    Vcc

    + Vbb

    IiR

    g

    V

    CC1i r1R2

    R41k

    R31k

    Vcc

    + Vbb

    Ii

    Vi gia thiet Cb'c = 0 th CM = 0; rbb' = 0 : ngan mach B - B'.

    S o ch con lai nh sau :

    Theo gia thiet ta co :

    ICQ = 2 mA suy ra :

    hie = 2

    25.feh = 12,5.hfe

    ma : hie = rbb' + rb'e = rb'e (rbb' = 0) Do vay :

    12,5.hfe = rb'e (1) gm = 5,12

    1

    '

    =eb

    fe

    r

    h= 0.08 mho

    Tan so cao 3 dB :

    fh = ebebMebeb CRCCR '''' 2

    1

    )(2

    1

    pipi=

    +

    vi : Rb'e = (ri // Rb + rbb') // rb'e = Rb // rb'e (rbb' = 0; ri = ) nen :

    2-1

  • 73

    fh = ebebb CrR '' .//2

    1

    pi (2)

    o li dong tan gia :

    Aim = i

    b

    b

    L

    i

    L

    i

    v

    v

    i

    i

    i '

    '

    .= = -gm.Rb // rb'e

    Theo gia thiet : imA = 32 dB = 40

    Suy ra :

    Rb // rb'e = == 50008,0

    40

    m

    im

    g

    A

    vi :

    Rb = 103 rb'e = =

    50010

    10.5003

    3

    103

    T (2) ta co :

    Cb'e = 500.10.800.2

    1

    //.2

    1

    3' pipi

    =ebbh rRf

    = 400 pF

    T (1) suy ra :

    hfe = 5,12

    10

    5,12

    3

    ' =ebr

    = 80

    Vay : hfe = 80; rb'e = 1K; Cb'e = 400 pF 2-2 Cho s o mach nh sau :

    Cac thong so : - r = 10

    9 rad/s - hfe = 100 - Cb'c = 5pF - rbb' = 0 - IEQ = 10 mA i

    CC

    L

    iLQ1

    NPN

    +V

    i20uF

    20uF

    20uF

    R

    1k

    1001k10k

    1k10k

  • 74

    ==

    ==

    ==

    pFgC

    mhoIg

    KKKR

    Tmeb

    EQm

    b

    400/

    4,040

    9,010//1

    '

    i

    Li

    L

    i

    c1

    b

    b'e

    b'e

    ee

    c2

    mvb'e

    +CM

    c

    B'

    E

    g

    R

    C

    R

    r

    i C

    C

    C

    RRr

    a) Tnh o li tan gia Aim : cho ngan mach cac tu Cc1, Cc2, Ce va bo qua cac phan t Cb'e, Cb'c (cho h mach hai au cac phan t ay). Khi o :

    Aim = i

    eb

    eb

    L

    i

    L

    i

    v

    v

    i

    i

    i '

    '

    .=

    vi : * Lc

    c

    m

    eb

    L

    RR

    Rg

    v

    i

    += .

    '

    * ebbi

    bi

    eb

    i

    eb

    rRr

    Rrr

    i

    v

    '

    '

    '

    //

    //.

    +=

    Vay :

    38)//(

    ).//(..

    '

    ' =++

    =ebbi

    ebbi

    Lc

    c

    mimrRr

    rRr

    RR

    RgA

    b) Tm tan so 3 dB fh : Ta co :

    Cb'e = 40010

    4,09==

    T

    mg

    pF

  • 75

    Xet tan so cao ta se thay rang cac tu ghep ngoai Cc1, Cc2, Ce co tr khang rat be do rat ln ngan mach cac tu ghep ngoai. S o ch con :

    bi b'eb'er

    i//r

    B' Li

    cv

    m+CM Lb'c

    C

    RR

    gCRi

    Va : CM = [1 + gm.(Rc//RL)]Cb'c CM = (1 + 0,4.500).5 pF CM = 1000 (pF) Tan so cao 3 dB :

    h = )(

    1

    '' Mebeb CCR + (Rb'e = ri // Rb // rb'e = 196 )

    h = 1210).1000400.(196

    1+

    = 3,64 (Mrad/s)

  • 76

    R = rbe + hfeRe, C = ''

    1 em

    eb

    Rg

    C

    +

    * o li tan gia : h mach Cb'c, C' :

    Avm = ebiLefe

    Lefe

    rrRRh

    RRh

    ')//(

    )//(

    ++ = 0,9

    * Tan so cao 3 dB : R' = rb'e + hfeRe' >> Re' : bo qua Re'. Do o tan so xay ra iem cc :

    1 = )')((

    1

    )'('

    1

    '

    '

    '' CCRhrCCR cbefeebcb ++=

    +

    Thay so :

    R' = hfe.CQI

    25 + hfe.RE//RL = 10,5 K

    C' = ''

    '

    1

    /

    1 em

    Tm

    em

    eb

    Rg

    g

    Rg

    C

    +=

    +

    = 2 pF

    Suy ra : 1 = 12 Mrad/s : cho Zi e tnh tan so h ta xet hai trng hp sau :

    = 12'' 10.40.500

    1

    .

    1

    =ebeb Cr

    = 50 (Mrad/s)

    a) Neu < : bo qua C'. Khi o :

    Av = i

    b

    b

    e

    i

    e

    v

    v

    v

    v

    v

    v '

    '.=

    Trong o :

    * 1'

    b

    e

    v

    v

    * 1/

    1'

    +=

    ii

    b

    sv

    v

    vi i = '

    '

    1

    icb RC ='iR ri + rbb'

  • 77

    h = 230 Mrad/s Aim 1

    Do ta ang xet < ma > . Vay : co the lay xap x h = 1' 2-6 Cho s o mach nh sau :

    - T = 109 rad/s

    - Cb'c = 6p

  • 78

    - rbb' = 0 - IEQ = 1 mA - hfe = 20

    Transistor Q2 c ghep dang B chung vi Q1 nham muc ch lam giam ien dung Miller CM . Tan so 3 dB ngan mach B chung f fT. Do o ta ch xet Q2 tan so thap va Q1 tan so cao nen Re1 b ngan mach.

    S o thay the :

    b ngan mach (noi mass). ay ta a bo qua mot tu Cbe mac song song Rc2 do qua nho. Trong o :

    CM = (1 + gm.Rc1 // 1

    '

    +fe

    eb

    h

    r).Cbc = 11,85 pF 12 pF

    a) Tnh Aim : ngan mach cac tu ghep ngoai, h mach cac tu ghep trong ta se co s o sau e tnh Aim va ngan mach cac ien tr trong tr ien tr rbe. Ta co :

    Aim = i

    eb

    eb

    e

    e

    L

    i

    L

    i

    v

    v

    i

    i

    i

    i

    i1'1

    1'1

    ..=

    Aim = -hfb. )//.(.1

    1

    2

    2ieb

    ibc

    cm

    Lc

    c hRhR

    Rg

    RR

    R

    ++

    Aim = ))((

    )//(..

    1

    12

    ibcLs

    iebcmc

    hRRR

    hRRgR

    ++

    Thay so :

    Aim )2510)(1010(

    )500//10.(10.04,0.10333

    333

    ++

    = -6,5.

    Vay : Aim = -6,5 b) Tm tan so cao 3 dB h :

  • 79

    h = 12'' 10).1240.(33,333

    1

    ))(//(

    1+

    =+ Mebebb CCrR

    = 57,7 Mrad/s

    Vay : h = 58 Mrad/s

    * Ta thay tu CM co gia tr rat nho la do Rc1 // 1

    '

    +fe

    eb

    h

    rma

    1

    '

    +fe

    eb

    h

    r= hib

    co gia tr nho. Neu khong mac them Q2 vao th : CM = (1 + gm.Rc1 // RL).Cbc =120 pF Khi o :

    h = 1210).12040(33,333

    1+

    = 18,75 Mrad/s : nho hn trng

    hp tren rat nhieu. Do o ghep them Q2 lam tang bang thong cua mach. 2-9

    i

    iL

    Z

    Z

    i

    o

    Q22N4223

    100k

    Vcc20V

    20uF

    1k4k

    r6 20uF

    +

    -

    v1

    rds = 5K, Cgs = 6p, Cgd = 2p, gm = 0,003 mho

    gmrds = =15 Gia s FET c phan cc che o tnh vi cac thong so nh tren. * Xet s o mach tan so thap :

    a) Tr khang vao :

  • 80

    =+= igc

    i ZRsC

    Z1

    ' 1

    'iZ khi 0

    Neu mach hoat ong tan so > 2

    1

    cLCR= 50 Hz th

    1//

    //

    ++

    =

    ds

    Ls

    Ls

    g

    s

    rRR

    RR

    v

    v= 0,72

  • 81

    5,01

    1

    +=

    ++=

    s

    s

    sCrR

    R

    v

    v

    cig

    g

    i

    g

    Vay :

    Av = )5,0)(50(

    72,0

    1)(

    ..72,0.

    1.

    .

    1

    1

    2

    2

    ++=

    +++ sssCrR

    sCR

    sCR

    sCR

    cig

    cg

    cL

    cL

    * Tan so gia : a) Tr khang vao : Zi = Rg =100K

    b) Tr khang ra : Zo = Rs // 1+

    dsr = 0,29K

    c) o li ap : Avm =

    1//

    //

    ++

    ==

    ds

    Ls

    Ls

    g

    L

    i

    L

    rRR

    RR

    v

    v

    v

    v= 0,72

    Tan so thap 3 dB : L = 50 Hz (Tren thc te ham truyen Av co 3 iem cc song co 2 iem cc xap x bang nhau). * Tan so cao : ngan mach cac tu ghep ngoai :

    1) Neu

  • 82

    Z = ri // 1

    1

    +=

    sCr

    r

    C gdi

    i

    gd

    Z1 = gsC

    1

    Suy ra :

    +=

    ++=

    sg

    osgms

    vZZ

    Zv

    ZZivvgv

    1

    1)]()([

    T o suy ra :

    Zo = 1

    1

    1 Zg

    ZZ

    i

    v

    mo

    s

    +

    +=

    hay :

    Zo = )1)(/1(

    )(1[.

    1

    gdimgs

    igd

    m CrjgCj

    rCgsCs

    g ++

    ++

    Z0 = 28

    811

    )10.5(

    )10.25,1(10.67,6

    +

    +

    s

    s

    o li ap : a) < gm/Cgs : bo qua R. Khi o :

    1210.95,3.1

    1

    ]).1(

    [1

    1+

    =

    +++=

    sRg

    CCs

    v

    vA

    m

    gsgd

    i

    g

    v

    Tan so cao 3 dB : h = 2531.10

    2 Mrad/s > gm/Cgs = 500 Mrad/s : loai b) >> gm/Cgs : bo qua C.

    Av = 8

    8

    10.24,121

    10.5

    ]).//(1[

    //

    +=

    +=

    gdii

    i

    i

    g

    CrRsr

    rR

    v

    v

    h = 12,24.108 rad/s = 1224 Mrad/s >> gm/Cgs

    Gian o Bode :

  • 83

    1 = RC '.1

    2 = RCC gd1.1

    '1

    +

    Zi =

    +'

    1//

    1

    sCR

    sCgd

    2-10 S o mach : Cac thong so : + ri = 1K, Rg = 100K + Rs1 = 1,5K; Rs2 = 2,5K + RL = 1K + Cgd = 2p, Cgs = 6p + gm = 0,003 mho, Rds = 5K = 15 Ta xet cac khoang tan so sau :

    a) Tan so thap : S o tng ng nh sau : Trong o :

    + Zi =

    K

    K

    K

    RR

    R

    ss

    g

    4

    5,2.

    16

    151

    100

    ]/[1

    1 2 =

    +

    = 241K : rat ln so vi

    ri.

    + Z16

    5

    1

    ' Krdso =+=

    = 0,32K

    + A +

    =1

    '

    v 1

    * Tan so cat thap :

    1 = 361 10].1241[10.20

    1

    ][

    1

    +=

    + iic rZC= 0,2 (rad/s)

  • 84

    2 = ]320//10.410[10.20

    1

    ]//[

    1336'

    2 +=

    + osLc ZRRC= 39 (rad/s)

    Suy ra : L 38 (rad/s) * Dan nap ngo ra :

    Yo = 33' 10.32,0

    1

    10.4

    111+=+

    os ZR= 3,38(kmho)

    * o li ap :

    Av = i

    g

    g

    s

    s

    L

    i

    L

    v

    v

    v

    v

    v

    v

    v

    v..=

    Trong o :

    501.10.20.10

    .10.20.10

    1.

    ..

    1 63

    632

    2

    +=

    +=

    +=

    +=

    s

    s

    s

    s

    sCR

    CsR

    sCR

    R

    v

    v

    sL

    cL

    cL

    L

    s

    L

    39

    )50(714,0

    1//

    1//

    '

    2

    2

    ++

    =+

    +

    +

    =s

    s

    ZsC

    RR

    sCRR

    v

    v

    oc

    Ls

    cLs

    g

    s

    2,0.10.20.10.2421

    .10.20.10.241

    1 123

    123

    1

    +=

    +=

    ++=

    s

    s

    s

    s

    sCrZ

    Z

    v

    v

    cii

    i

    i

    g

    Suy ra :

    Av = )2,0)(39(

    714,0 2

    ++ sss

    Cung co the tnh bang cach khac : - Da vao s o mach ta thay Av co iem zero kep tai = 0. - iem cc :

    + 1 = 1)(

    1

    cii CrZ += 0,2 (rad/s)

  • 85

    +2 = 6332

    ' 10.20).320//10.410(

    1

    ]//[

    1+

    =+ cosL CZRR

    =39 (rad/s)

    + Aim = g

    L

    i

    g

    g

    L

    i

    L

    v

    v

    v

    v

    v

    v

    v

    v=

    .

    (do Zi >> ri) = '//

    //

    oLs

    Ls

    ZRR

    RR

    += 0,714

    Vay :

    Av = Aim.)39)(2,0(

    714,0

    ))(( 21

    2

    ++=

    ++ sssss

    b) Tan so cao : hay rut gon con : Trong o : bo qua Rg do Rg >> ri .

    + C= 670.10.31

    10.6

    1 3

    12

    +=

    + Rg

    C

    m

    gs= 2p

    + R = rds//Rs//RL = 0,67K

    * Neu

  • 86

    - o li :

    Av = ]10.2).10//670(1[10

    10//670

    ]).//(1[

    //1233

    3

    +=

    + sCrRsr

    rR

    gdii

    i

    Av = )1(

    4,0

    h

    s+

    - Dan nap ngo vao :

    Yo = ssCrRr

    gd

    isds

    2

    33310.2

    10

    1

    10.4//10.5

    11

    //

    1 ++=++

    Yo = 0,00145 + 2.10-12s, iem zero : 725 Mrad/s

    Gian o Bode : 2-11 Cac thong so mach : - T = 10

    9 rad/s, hfe = 100, Cbc = 5p, Cbe = gm/T = 40ICQ/T - ICQ = 10 mA Cbe = 400 pF, R1 = 10K, R2 = 1K Rb 1K - rbb = 0, ri = 10K, RL = 1K

    - Cc1 = Cc2 = Cc3 = 20 F; rbe = hie = 100.10

    25= 0,25K

    S o tng ng tong quat : Trong o : + Rb1 = Rb2 = 1K; rbe1 = rbe2 = 0,25K + Rc1 = Rc2 = Rc =1K at R1 = ri // Rb1 //rbe1 =10K // 1K // 0,25K = 0,2K R2 = Rc1 // Rb2 //rbe2 =1K // 1K // 0,25K = 0,17K R3 = Rc2 // RL = 1K // 1K = 0,5K S o thay the bi tu Miller : Trong o : CM = (1 + gm. Rc2 // RL).Cbc2 = (1 + gm.R3).Cbc2 = (1 + 0,4.500).5p = 1000p CM _ phan anh tr khang tang sau ve tang trc. + C2 = Cbe2 + CM = 1400p

  • 87

    + C = R2gmCbc1 = 0,17.103.0,4.5p = 340 pF

    + R = 1'

    2

    cbmCg

    C= 1400p/(0,4.5p) = 700 = 0,7K

    * Tan so 3 dB tren : Ta co :

    = 1

    ''

    C

    CC cbeb +

    C1 = Cb'e + (1 + gmR2)Cb'c C1 = 400p + (1 + 0,4.170).5p = 745p

    nen :

    = p

    pp

    745

    5100 + = 0,544

    1 = 200.10.745

    1112

    11

    =

    CR = 6,71 (Mrad/s)

    2 = 170.10.1400

    1112

    22

    =

    CR= 4,2 (Mrad/s)

    nen :

    h =

    +

    +++

    ++ 2

    2

    2

    1

    1

    2

    2

    1

    1

    2

    2

    21 4)1(2)1(22

    = 2544,0.2

    2,4.71,6

    +

    ++ )544,01(2

    2,4

    71,6

    71,6

    2,4

    +

    +

    ++ 2

    2

    544,0.4)544,01(22,4

    71,6

    71,6

    2,4

    = 47,61[-(3,13) + 18,1)13,3( 2 + ]

    h = 2,95 (Mrad/s) * o li tan gia : tan so cao ta co :

  • 88

    Av =

    .

    111

    1.

    )(

    ).(

    21

    2

    21

    2

    2122

    ss

    RR

    RRRg

    Lc

    cm

    +

    ++

    +

    Suy ra :

    Aim = Lc

    cmv

    s RR

    RRRgA

    +=

    2

    2122 ..

    lim

    Thay so :

    Aim = 33

    32

    1010

    190.200.10.4,0

    + = 2720

    * Neu bo qua anh hng cua tu Miller, dung cong thc ghep n tang (n = 2).

    Aim = (-gmRbe)n/2 = (-gmRbe)

    2/2 vi : Rbe = Rc // Rb // rbe = 1K // 1K // 0,25K = 0,17K Suy ra :

    Aim = (-0,4.170)2/2 = 2312 (

    Lc

    c

    RR

    R

    +=

    2

    1)

    Tan so 3 dB tren cua mot tang :

    1 = 12'' 10.400.170

    11

    =ebeb CR

    = 14,7 (Mrad/s)

    Suy ra tan so 3 dB tren khi ghep 2 tang :

    h = 0,64.1 = 9,4 (Mrad/s) (0,64 = 122/1 )

    Ta thay ro rang hai ket qua qua chenh lech nhau. ieu nay ung bi le trong cong thc ghep n tang, ngi ta xem Cbc = 0 trong khi theo gia thiet Cbc = 5p. 2-12 S o mach : + ri = 1K, Rg = 1M + Rd = 10K, RL = 10K

  • 89

    + Cgs = 6p, Cgd = 2p + gm = 0,03 mho, rds = 5K S o thay the : at : R1 = Rg // ri 1K R2 = Rd // rds // Rg Rd // rds = 3,33K R3 = Rd // rds // RL = 2,5K Tng t nh BJT : bien oi s o thanh : Trong o :

    R = mgd gC

    C 1.2

    C = R2.gm.Cgd1 C2 = Cgs2 + CM = Cgs2 + (1 + gmR3)Cdg2 * o li ap : Ta tnh cac tham so : C1 = Cgs + (1 + gmR2)Cgd C1 = 6p + (1 + 0,03.3,33.10

    3).2p = 206p C2 = 6p + (1 + 0,03.2,5.10

    3).2p =158p nen :

    = p

    pp

    C

    CC gdgs

    206

    62

    1

    +=

    + = 0,039

    1 = 31211 10.10.206

    11

    =RC

    = 4,85 (Mrad/s)

    2 = 31222 10.33,3.10.158

    11

    =RC

    = 1,9 (Mrad/s)

    Suy ra :

    +

    +++

    ++= 2

    2

    1

    2

    2

    1

    1

    2

    2

    1

    2

    212 4)1(2)1(22

    h

    Ta tnh :

  • 90

    a = 22

    21

    039,0.2

    9,1.85,4

    2=

    = 3029 (Mrad/s)2

    b = )039,01(285,4

    9,1

    9,1

    85,4)1(2

    1

    2

    2

    1 ++=++

    = 4,87

    c = =+ 22 4a 22 039,0.487,4 + = 4,870624

    Suy ra :

    2h = a(-b + c)

    nen :

    h = 000624,0.3029 = 1,375 (Mrad/s)

    * o li tang gia :

    tan so cao :

    Ai =

    21

    2

    21

    212

    111

    1.

    ])//[(

    )//.()(

    ss

    RrR

    RRrRg

    Ldsd

    dsdm

    +

    ++

    +

    nen :

    Aim = Ldsd

    dsdmv

    RrR

    RRrRgA

    +=

    )//(

    ).//.(lim 21

    2

    0

    Aim = 33

    3332

    10.1010).5//10(

    10.33,3.10.10).5//10.()03,0(

    +

    Aim = 748 Avm = Aim.i

    L

    r

    R

  • 91

    2-13 Cac s o mach nh sau : + rbe = 1K + Cbe = 1000p + Cbc = 20p + gm = 0,05 mho

    hfe = 50. a) S o tan so thap : Tan so 3 dB thap :

    fL = )]///([2

    1

    febibee hRhRC +pi

    fL = )]20020//(10[10.20.2

    136 +pi

    Suy ra : fL = 44 Hz * o li tan gia :

    Aim = ieb

    bfe

    i

    bfe

    i

    L

    hR

    Rh

    i

    ih

    i

    i

    +=

    =

    Aim = -50.KK

    K

    110

    10

    + = -45

    * tan so cao ta co s o nh sau : Trong o :

    CM = (1 + gmRc).Cbc CM = (1 + 0,05.10

    3).10p = 500p Tan so 3 dB tren :

    fh = )1000//1000.(10).1000500(2

    1

    )//)((2

    112

    ''+

    =+ pipi ebbebM rRCC

    fh = 116 KHz Suy ra :

    GBW = )4410.21,0(25)( 6 = Lhim ffA = 5,249 (MHz)

  • 92

    Vay : GBW = 5,249 MHz

    b) S o tan so thap : Tan so 3 dB thap :

    fL = )]//([2

    1

    1 efeiebic RhhRrC ++pi

    Thay so :

    fL = )]10.5010//(1010[10.20.2

    133536 ++pi

    = 0,23 (Hz) = fL

    * o li tan gia :

    Aim = efeiebi

    bii

    i

    L

    RhhRr

    Rrr

    i

    i

    ++=

    //

    )//.(

    Aim = KKKK

    KKK

    501100//1

    )100//1.(1

    ++= 0,02

    * tan so cao : bo qua Rb do Rb >> ri , ta co s o : Vi : R 'i = ri + rbb ri

    R = rbe +hfe 'eR = 1K +50.1K = 51K

    'eR = Re = 1K

    C = 3''

    10.1.05,01

    1000

    1 +=

    +

    p

    Rg

    C

    em

    eb = 20p

    Ta xet hai kha nang sau : Neu < th Av 1 GBW = : loai.

    Neu >> = 123'' 10.1000.10

    1

    .

    1

    =ebeb Cr

    = 1 Mrad/s :bo

    qua R. Khi o :

    Av = i

    b

    v

    v ' (do ve < 'bv )

  • 93

    Av = )'...(].').[(1

    '.1

    ''2

    '''

    '

    cbeicbiie

    e

    CCRRsCRCRRs

    CRs

    ++++

    +

    Av = )10.8,22/1)(10.2,2/1(

    10.5/1

    10.2.10.5.1

    10.2.177

    7

    1628

    8

    ss

    s

    ss

    s

    ++

    +=

    ++

    +

    h = 22 (Mrad/s) (h >> : thoa) fh = 3,5 (MHz) Vay : GBW = imLh Aff ).( 3,5 (MHz)

    S o ghep C chung co bang thong ln hn s o ghep E chung nhng o li lai nho hn.

    2-14 Cbc = 10p, gm = 0,05 mho Cbe = 1000p; rbe = 1K * Cach 1 : bo qua Cbc, coi tan so fL rat nho. Ap dung cong thc ghep 2 tang giong nhau, ta co :

    Aim = (-gm.Rbe)(-gm.Lc

    c

    RR

    R

    +).rbe

    vi : Rbe = ri // Rb // rbe = 1K // 10K // 1K = 0,5K = 2

    1rbe

    nen : Aim = (-0,05.0,5.10

    3)2 = 625

    Tan so 3dB cao cua mot tang :

    f1 = 123'' 10.1000.10.5,0.2

    1

    2

    1

    =pipi ebeb CR

    = 0,318 (MHz)

    * Cach 2 : tnh toan chnh xac bang s o tng ng : a) Xet tan so thap :

  • 94

    vi Z = hie + hfe.

    e

    esC

    R1

    //

  • 95

    Chng 3 : KHUECH AI CONG SUAT AM TAN ____________

    3-16

    V IC = 0,2A nen ay la iem Q

    bat ky. a) o doc cua ng tai AC :

    50

    1

    20.)58,1(

    11122

    ===LAC RNR

    = 0,02 b) Phng trnh ng tai AC

    trong he toa o tong quat :

    iC ICQ = -ACR

    1(vCE VCEQ)

    + Cho vCE = 0 maxCi = ICQ +

    50

    202,0 +=

    AC

    CEQ

    R

    V= 0,6A

    + Cho iC = 0 maxCE

    v = VCEQ + ICQ.RAC = 20 + 0,2.50 = 30V

    c) Gia tr nh cc ai cua ien ap collector khi khong b sai dang :

    maxCmV = min[VCEQ, ICQ.RAC] = min[20 , 0,2.50] = min[20,10] = 10V

    iC(A)

    vCE(V) 0

    Q 0,2

    iCmax= 0,6

    VCC= 20 vCEmax=30

    DCLL( )

    ACLL(-0,02)

    20b

    +CC

    =

    1,58:1

    L

    V 20V

    R

    R

  • 96

    d) PL = 50

    10.2

    1.2

    1.2

    1 2

    2

    22

    ==L

    Cm

    L

    Lm

    RN

    V

    R

    V = 1W

    e) PCC = ICQ.VCC = 0,2.20 = 4W

    = 4

    1=

    CC

    L

    P

    P= 0,25 = 25%

  • 97

    = 24.14,3

    4.2 = 61,15W

    c) 2PC = PCC PL = 61,15 24 = 37,15W

    PC = 2

    15,37 = 18,575W

    d) = 15,61

    24=

    CC

    L

    P

    P = 39,24%

    3-20

    ien ap collector nh trong moi transistor la cc ai : === CCCmp VVV maxmax 24V; maxmax Cmp II = = 8A

    (v dong nh tang cung ty le ln gap 2 lan so vi 3-19)

    a) 2

    1.

    2

    1maxmaxmax

    == CmCmL IVP .24.8 = 96W

    b) PCC = ITB.VCC = CCC

    VI

    .2

    max

    pi =

    14,3

    8.2.24 = 122,3W

    c) = 3,122

    96=

    CC

    L

    P

    P = 78,5%

    e PC max ta co :

    ICm = pi

    28.

    2max pi

    =CmI = 5,1A

    2PC = PCC - CmCmCmCCL VIIVP .2

    1.

    2 2max

    =pi

    = pi

    2.24.5,1 -

    2

    1.5,1.24

    77,96 61,2 = 16,76W PC = 8,38W

  • 98

    3-21 He so ghep bien ap :

    N = 40

    160=

    s

    p

    N

    N= 4

    ILm = 8

    40.22=

    L

    L

    R

    P= 3,16A VLm = LLRP2

    VLm = 8.40.2 = 25,3V VCm = VLm.N = 101,2V

    Vay minCC

    V = 101,2V

    3-23 Goi sai dang khi cha co hoi tiep la D = 10%. Goi sai dang khi co hoi tiep la Df = 1%.

    Ta co :

    Df = A

    D

    +1 = 10% 1 + A = 10 A = 9 = T

    A = 02,0

    9=

    T = 450

    3-24

    Avf = v

    v

    A

    A

    +1 = 20 1 + Av =

    20

    80=

    vf

    v

    A

    A= 4

    Mat khac :

    Df = + vA

    D

    1 D = Df(1 + Av) = 0,1.4 = 0,4 = 40%

    3-26

  • 99

    a) LL

    CCLLL R

    R

    VRIV ..

    maxmax== = 20V

    V mach khuech ai mac collector chung nen gia tr nh ngo vao ln nhat la : Vin = VL = 20V (Av 1)

    b) 12

    20.2

    1.2

    1 22

    max

    max==

    L

    Lm

    LR

    VP = 16,67W

    c) Vdt = 2VCC = 2.20 = 40V

    3-28

    L

    c1in

    +

    c2 L

    E1

    E2

    B

    B

    1

    2

    30V

    R680

    R

    680

    +

    C

    500uF

    R

    8

    R

    0.5

    R

    0.5

    +

    Cv

    T1

    T2

    a) Ipa = 680.2

    4,130

    2

    2 =

    R

    VV DCC = 21mA

    -

    L

    CC

    CC

    =20V

    =-20V

    c1 Y h

    +

    C vin

    T2

    V

    +V

    R 12

    T1

  • 100

    b) 1B

    V = VCC Ipa.R = 30 21.10-3.680 = 15,7V

    2B

    V = 1B

    V 2VD = 15,7 1,4 = 14,3V

    c) PL = 8

    10.2

    1.2

    1 22

    =L

    p

    R

    V= 6,25W

    PCC = ITB.VCC = 69,26

    300

    )85,0(

    30.10

    )(

    .. =

    +=

    +=

    pipipi LE

    CCp

    CCCm

    RR

    VVV

    I

    = 11,24W

    = 24,11

    25,6=

    CC

    L

    P

    P = 55,6%

    d) fL = ==+ 7,266

    10

    10.5.5,8.28,6

    1

    )(2

    1 4

    4CEL CRRpi

    37,5 Hz

    3-29

    a) RL + RE = =cLCfpi2

    1

    471

    10

    15.10.5.28,6

    1 4

    4=

    = 21,23

    'LR = 21,23 0,5 = 20,73

    b) +

    =+

    =)73,205,0(2

    30

    )(2 '1

    max

    LE

    CCLm

    RR

    VI 0,7A (= 0,7065A)

    73,20.)7,0.(2

    1.)(

    2

    1 2'2maxmax

    == LLL RIP = 5,174W

    PCC = ITB.VCC = =2

    .2

    max CCL VI

    pi30.

    14,3

    7065,0= 6,75W

    = 75,6

    174,5max =CC

    L

    P

    P = 76,65% ( =

    EL

    L

    RR

    R

    +'

    '

    .4

    pi = 76,65%)

    Bai mau :

  • 101

    Cho mach ien nh hnh ve : Q3, Q4 co hfe = 20; rbe = 10; Q1, Q2 co hfe = 50; rbe = 100 a) Tm

    maxmaxmax,, CCCL PPP

    tren moi BJT, bo qua tieu tan cua thanh phan phan cc. b) Hay ve o th bieu dien PCC, PC, PL, theo ICm cua Q3, Q4. Bai giai : V Q1 va Q2 giong nhau, Q3 va Q4 giong nhau nen ta

    ch can tnh cho Q1 va Q3. a) e PL max ta co :

    41

    15maxmax3max4 +

    =+

    ===LE

    CCLmCmCm

    RR

    VIII = 3A

    20

    3

    3

    3

    3==

    fe

    cm

    bmh

    II = 0,15A

    max 3,4 max

    2 21 1. .3 .42 2

    L Lm LP I R= = = 18W

    3maxC

    P tai ICm = pimax

    2 CI= 1,91A

    2 4.)91,1.(2

    115.91,1.

    2 2max

    =pi

    CP = 18,256 7,296 = 10,96W

    maxC

    P = 5,5W

    333,4

    22 . .

    Cm

    CC TB CC CC

    IP I V V

    pi

    = = = 28,66W

    c1

    Yh

    +

    B

    B

    1

    2

    in

    c2

    VCC=

    CCV- =

    LR

    4

    -15V

    R7

    1

    R6

    1

    Q4

    Q3

    v

    C

    C

    R2

    15V

    R3

    R1

    R5

    100

    R4

    100

    Q1

    Q2

  • 102

    28,66

    P

    Pcc

    PL

    PC

    1,91 3

    Icm 5,33 5,5

    18

    0

    = max 3,4

    3,4

    18

    28,66

    L

    CC

    P

    P= = 62,8%

    6' .. 3334 RIrIV CmebbmR += = 0,15.10 + 3,1 = 4,5V

    100

    5,4

    4

    4

    4==

    R

    VI

    R

    R = 0,045A = 45 mA

    341 bmRCm

    III += = 45 +150 =195 mA 0,2A

    50

    10.195 3

    1

    1

    1

    ==fe

    cm

    bmh

    II = 3,9 mA

    +=+= 23]20.110//[100]//[ 36341 feieAC hRhRR

    WRIP ACcmL 46,023.)2,0.(2

    1..

    2

    1 21

    2

    1max 1==

    WVI

    P cccm

    CC 91,115.14,3

    2,0.22 11max ===

    pi

    %;2491,1

    46,01max == Pcmax1 tai mA

    II cmcm 2,124

    2 max11 ==

    pi

    WP

    P

    C

    c

    5,0

    23.)10.2,124(2

    115.10.2,124.

    22

    1max

    233

    max1

    =

    =

    pi

    b) Neu Vi = 10V hay tnh cac bc nh tren . Gia thiet R1 , R2 , R3 rat ln nen bo qua:

  • 103

    at R=R4hfe1//[rb'e3 + R6hfe1 +R6hfe1hfe3] =0,5//[0,5K +1k] = 225

    ' ' .hfe1

    hfe3

    hfe3R1hfe14K

    R6hfe11KR4hfe1500

    rbe3

    500

    rbe1

    100

    +

    -

    Vi

    925,04225,1,0

    4

    311

    31

    '

    =++

    =++

    ==KKOKhhRRr

    hhR

    V

    VA

    K

    fefeLeb

    fefeL

    i

    Lv

    AR

    VII

    VVAV

    L

    LcmLm

    iVL

    31,24

    25,9

    )(25,910.925,0.

    3 ====

    ===

    Ah

    II

    fe

    cm

    bm 1155,020

    31,233 ===

    WR

    VRIP

    L

    Lm

    LLmL 7,104

    )25,9(

    2

    1

    2

    1.

    2

    1 2223max ===

    WVI

    VccIPcc cccm

    TB 2215.14,3

    31,2.2.2. 333 ===

    pi

    AIIP

    Pcmcm

    CC

    L 47,12

    %;6,4822

    7,1033

    '

    3

    =====pi

  • 103

    fo=30Mhz rb

    ,e=1

    K rbb'=0 hfe=100 fT=500Mhz Cb'c=2p

    Teb

    fe

    eb r

    hC

    1

    '

    ' =

    Cb'e=31,8pF

    4_3 Cho mach khuech ai cong hng nh sau :

    R2

    R1

    100

    L

    ->oo

    ->oo

    ->ooi

    Vcc

    i L Ce

    Cc1

    RFC Cc2

    R

    1kRe1k

    10k

    S o thay the Rb=1

    K//10K~1K,qm=hfe/rb'e= 1,0 mho

    1K1K 1k

    'B

    b'e'b L

    L

    m 'bg v

    ii L Rb r

    C R

    V

    Ta co R=Rb//rb'e=0,5K Cb' = Cb'e + CM = 31,8p + (1+gmRL)Cb'c = 31,8p + (1+0,1.103)2p = 234pF Cong hng tai fo = 30 Mhz th

    )(302

    1

    '

    MhzLC

    fb

    o ==pi

    suy ra : HfC

    Lob

    pipi

    12,0)10.30(4.10.234

    1

    )2(

    1262122

    '

    ===

    Bang thong :

    )(36,110.234.500.2

    1

    2

    112

    '

    MhzRC

    BWb

    ===pipi

    o li dong :

  • 104

    )(1

    . '

    '

    oo

    i

    m

    i

    b

    b

    L

    i

    Li

    jQ

    Rg

    i

    v

    v

    i

    i

    iA

    +===

    Vi : 2210.234.10.5.10.3.28,6 1227' == boi RCQ

    nen : Aim = -gmR = -0,1.500 = -50

    )10.3

    10.3(221

    150

    7

    7

    +

    =

    j

    Ai

    4_4 Thiet ke mach cong hng n co : Aim = 10db = 3,16 ri = 1

    K fo = 40 Mhz RL = 1

    K BW = 1Mhz Vcc = 10 V Cuon day co Q = 50; S o can thiet ke co dang nh sau :

    iC

    iL

    1k 1ke'b L

    L

    m 'bg v

    i irLi r

    Rp C R

    V

    ay ta chon transistor co : gm=0,01 mho ; rbb'=0 ; hfe = 100

    Cb'c = 10p, Cb'e=1000p 2

    2

    '10

    10

    ==m

    fe

    ebg

    hr

    Ta co :

    6102

    1==

    RCBW

    pi

    vi R = ri //Rp//rb'e C = Cb'e + (1+gmRL)Cb'c + C' : C' la tu ghep ngoai

  • 105

    va c

    o

    c

    o

    ebi Q

    C

    Q

    C

    rRprR

    +=++=++= 3

    '

    10.4,12500

    1

    1000

    11111

    vi c

    cr

    LQ

    = : he so ton hao cua cuon day

    Do o :

    )50

    )'1110(10.4,1.(

    )'1110(2

    110 36

    CpF

    CpFBW o

    ++

    +==

    pi

    hay

    )50

    )'1110(10.4,1[

    10.2

    1)'1110( 3

    6

    CpFCCpF o

    ++==+

    pi

    hay

    6

    3

    6 10.2

    10.4,1)

    10.502

    21(

    pipipi

    = of

    C

    suy ra :

    111010.1,1

    50

    401

    10.22,0 99

    ==

    =

    C pF

    Ta nhan thay : C = 1110+C' = 1110pF -> transistor co cac thong so khong thoa. Chon lai transistor co Cb'c = 2p rb'e=2500 Cb'e = 32p hfe = 100

    gm = 0,01 fT = 500Mhz Khi o : Cb'e + ( 1 + gmRL )Cb'c = 54 pF suy ra C' = 1100 -54 = 1046 pF = 0,001uF

    S o nh sau : HC

    Lo

    0144,012

    ==

  • 106

    i i'

    L

    >i LL

    V

    RLi r

    C

    R = ri//Rp//rb'e Rp = Qc. Lo. = 1,81K

    Aim = -gmR = -0,01.512 = -5,12 > 3,16 : cha toi u 4_5 :

    RL

    i i=1K

    n:1 m:1

    1kL2L1i r

    Cac ieu kien : Aim cc ai tai fo = 30Mhz e n gian hoa ta gia s n=m S o can thiet ke :

    RL

    i i=1K

    n:1 m:1

    2N4223

    Rg1k

    L2L1i r

    Cac thong so cua FET : rds = 5

    K , Cgs = 6p , Cgd = 2p gm = 0,003 mho Phan khang tr khang t ai : R'L = n

    2RL S o tng ng :

    2N4223 FET

  • 107

    2i

    a g vm gi 'L

    a Cgd(1+gm(rds//R ))2 L'

    >iL

    RrdsCgsL1ri

    at : Ci = a

    2[Cgs + Cgd(1 + gm(rds//R'L))]

    Gia s rds

  • 108

    Cho hfe = 50, hie = 1K , rbb' = 0

    Cb'e = 10p , Cb'c = 1p RL= 100 , C" = 10p Mach cong hng tai fo = 10Mhz va BW = 1Mhz

    2

    310.5

    10

    50 ===ie

    fe

    mh

    hg

    )(63. MhzBWAGBW vm ==

    4_7

    100

    n

    L

    L

    L

    "

    n2 n1

    nLV

    R+

    -

    Vi

    9K

    C

    Giai Mach dung cuon cam kep at a=n1/n2 S o thay the

    9K

    i'

    B'

    (n/n2)2C

    )C"

    +

    - L_a_Vbe'

    2a Cb m bg v

    Vo1

    Vo

    00R2

    R1

    +V

    R

    R1

    hay : ref1

    2ref

    1

    2O V

    )1(R

    R]1

    1

    1[V

    R

    RV

    +

    =

    +=

  • 133

    Gia thiet : RA = RB

    va QC

    C

    R

    R

    2

    1

    2

    1 ==

    ay la OP-AMP khuech ai khong ao :

    211R

    R1k

    A

    B =+=+= (1)

    7.17

    V1

    A

    B

    +VO/K Vo

    C1

    R1

    +

    -

    Vi

    R2

    R

    R

    )1sCR(2

    VV)2(

    1sCR

    V2V1sCR

    1kV 22

    o

    1

    22

    11

    22

    O +=+=

    +=

    Tong dong tai nut 1:

    0

    sC

    1

    VV

    R

    Vk

    V

    R

    VV

    1

    1O

    2

    1O

    1

    1i =

    +

    +

    (3)

    )4(0)1sCR(2

    sCV

    )1sCR(R2

    V)1sCR(

    R2

    VsCV

    R2

    V

    R

    V

    2211

    22

    2

    O22

    1

    O1O

    2

    o

    1

    i

    =+

    ++++

    )5(02

    sCVR

    2

    sRRCCV

    R2

    VR

    2

    sCVR

    2

    V

    2

    sCRVsRCV

    R2

    RVV

    1O1

    2

    2121O

    2

    O1

    2O1O22o

    11O

    2

    1oi

    =

    ++

    )6(0sRRCCVQV

    sCRVVsCRVsRCVQVV2

    2

    2121OO

    21OO22O11Ooi

    =

    ++

    )7(1]CRCRRC[ssRRCC

    2

    V

    VA

    212211

    2

    2121i

    O

    v ++++==

  • 134

    a_Tm HoLp , o , Q

    khi C1 = C2 =C; R1 = R2 = R3 = R4 = R AoL = -> v

    + = v-=0 -> V3 = 0 (1); Zi =

    id = 0 ta co :

    )8(RCQ

    1

    RCQ

    1

    QRRQCC

    1

    RRCC

    122

    2

    O2

    2

    2

    2

    222122121

    2

    O ====

    T (7) [ ]Q

    sCRCRRCs

    o=++ 212211

    )9(1

    22

    11

    21

    21

    11

    22112122

    2121

    RC

    RC

    RC

    CR

    CR

    CRRCCRCR

    RRCCQ

    +

    =+

    =

    Thay vao v du 7 8 ta co : R1 = R2 = R; C1 = C2 = C ; fo = 1 khz

    Vao 9 ta co oo fRC

    Q pi 21

    ;1111

    1===

    +=

    Chon C = 10nF kCf

    Ro

    1610.10.28,6

    1

    2

    183===

    pi

    7_22

    C1=C C2=C

    =R2 =R =KR4

    =R

    V2 V3V1Vo

    R3

    KRR4R

    +

    -

    Vi

    R

    22

    4

    3

    4

    32 kVVkR

    V

    R

    V

    kR

    VV

    R

    VVO

    oO ==

    =

    (2)

    sC

    V

    R

    VV

    R

    VV

    R

    Vv Oi

    1

    1

    3

    1

    2

    21

    1

    1 +

    +

    =

    Do R nh nhau nen :

    Vi = 3V1 -V2 -VO + sCRV1 = V1(3+sRC) + VO/k - VO (3)

  • 135

    Mat khac : 4

    32

    2

    2

    2

    21

    1 R

    VV

    sC

    V

    R

    VV +=

    Do V3 = 0; R2 = R4 = R C1 = C2 = C nen : V1 - V2 = sRCV2 + V2 -> V1 = V2 (2+sRC) = -(Vo/k)(2+sRC) (4)

    Thay 4 vao 3 k

    kVsRCsRC

    k

    VV o

    Oi

    +++=

    1)3)(2(

    222236)1()(

    CRssRCsRCk

    k

    V

    VsH

    i

    O

    +++++

    ==

    55

    51

    1

    55)5( 222222

    ++

    ++

    +=

    +++

    =

    k

    CRssRC

    k

    k

    k

    CRssRCk

    k

    RC

    k

    Q

    sCRs

    kk

    kH O

    o

    OLP

    5;

    5

    5;5

    +==

    ++=

    5

    5

    5

    1

    5

    51

    5

    )5( +=

    +

    +=

    +=

    k

    k

    k

    RC

    kQ

    O

  • 136

    C1 = C2 =C; HoLP > 1 V+ = V- = V2 (1)

    AB

    O

    R

    V

    R

    VV =

    B

    A

    V1

    V2Vo

    R1

    R

    RR2

    C2C1

    +

    -

    Vi

    22 )1()11

    ( kVR

    RVV

    RRV

    R

    V

    A

    BO

    ABB

    O =+=+= (2)

    )1(1 2221

    2

    2

    2

    21 sCRVsCRVR

    V

    sC

    VV+==

    )1

    1()1(

    22

    221

    sCRk

    V

    sCR

    CsRVV O +=

    += (3)

    CsRVCsRVVsCRV

    sC

    VV

    R

    VV

    sC

    VVoi

    Oi

    1211121

    1

    11 )21(11

    ++=

    +

    =

    CsRk

    VsCR

    sCR

    sCR

    k

    VVCsRV oooi 11

    2

    21 )21(

    )1(+

    ++=

    21

    22

    12

    2

    21

    2

    )2()1()(

    RRCsRRsCk

    kCRRs

    V

    VsH

    i

    o

    +++== (4)

    Qk

    RRC

    RCR

    CRR ool

    1

    1

    )2()5(

    11 12

    2

    2212

    21

    2 =

    +==

    7_20

  • 137

    kR

    V

    sRC

    sCV O=+

    1

    1

    )2(1

    1

    )1(1

    +=

    +=

    sCRk

    V

    ksCR

    sRCVV

    o

    O

    )6()2(

    1

    12 RRC

    kQ

    o +

    =

    Thay 5 vao 6 ta c R2 can chng minh

    7_23 . Cho C1 = C2 = C ; R1 = R2 =R

    0=== + VVAOL (1); kR

    V

    sCR

    V O=+

    1

    1

    Vo

    V+

    V-V1

    KR2=R=R==C

    =C

    +

    -

    Vi

    R1C2

    R2

    C1

    KR

    SC

    VV

    SCR

    V

    R

    VV oi11

    111 ++

    =

    ; oi SRCVSRCVSRC

    SRCVVV +

    += 1

    111

    SRC

    VRCSSCRVVCRSSCRVSRCVSRCVVV OOi +

    +++=

    1

    222

    1

    222

    1111

    OOO V

    kRCS

    CRSkSRCSCRV

    SCR

    SCR

    k

    V

    SRC

    CRSSCR 222222 )1(11.

    1

    1 +++=

    +

    +

    ++=

    222)1(1)(

    CRSkSCR

    kSCR

    V

    VsH

    i

    O

    +++==

    fo = 1khz ; Q = 10 ; k=1

  • 138

    k = 1 :

    Qj

    Q

    j

    CRSSRC

    SRCsH

    oO

    o

    +

    =++

    =2222

    121

    )(

    QRC

    RCCR OOO

    1

    ;22

    22

    2 ===