De Cuong Cau Kien Dien Tu

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De Cuong Cau Kien Dien Tu

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  • CNG N TP

    MN HC: CU KIN IN T

    Phn I: L THUYT

    Cu 1: Bn dn thun (Si): Khi nim, cc c trng c bn. Phn bit s khc nhau v

    mt bn cht gia vt liu dn in, vt liu cch in v vt liu bn dn.

    Cu 2: Bn dn tp loi N v bn dn tp loi P: Khi nim, cc c trng c bn. S ph

    thuc ca in tr sut (in dn sut) ca vt liu bn dn vo nhit c gii thch nh

    th no?

    Cu 3: V sao gi qu trnh ch to bn dn tp l qu trnh pha tp c iu khin, khi

    nim tp cht phi c hiu nh th no? M t hin tng cn bng ng xy ra trong

    bn dn, ngha vt l ca n.

    Cu 4: Trnh by qu trnh hnh thnh v nhng c trng c bn ca mt ghp PN trng

    thi cn bng. V sao gi min gii hn bi mt ghp PN l min ngho ng t?

    Cu 5: M t mt ghp PN trng thi phn cc thun v phn cc ngc. Nu cc hiu

    ng nh thng mt ghp PN.

    Cu 6: Cu to v c tuyn Volt Amperre ca Diode bn dn (Diode chnh lu). Da

    vo c tuyn V-A ch ra cc tham s c bn ca Diode (in tr tnh, in tr ng,

    dng in, in p v cng sut gii hn, in p nh thng).

    Cu 7: Trnh by phng php phn tch ch tnh c ti ca Diode. T ch ra tnh

    cht dn in mt chiu ca n.

    Cu 8: Trnh by phng php phn tch ch ng c ti ca Diode trong trng hp

    ch c tn hiu xoay chiu tc ng ln Diode. V s , phn tch hot ng v v gin

    thi gian ca mch chnh lu 2 na chu k (hoc chnh lu cu).

    Cu 9: Trnh by phng php phn tch ch ng c ti ca Diode trong trng hp c

    c ngun 1 chiu v tn hiu xoay chiu tc ng. ngha vt l ca qu trnh ny?

    Cu 10: K tn v v k hiu ca mt s loi Diode thng dng. Dng c tuyn Volt

    Amperr chng minh tnh cht n p ca Diode Zerner trong s n p c bn.

  • Cu 11: Trnh by cu to, nguyn tc hot ng v c tuyn ca Diode xuyn hm

    (Tunnelling Diode).

    Cu 12: Trnh by cu to ca Transistor lng cc. Da vo cu to ca Transistor lng

    cc hy cho bit: C th dng Transistor nh mt Diode c khng? Nu c th phi

    mc Transistor nh th no? C th dng hai Diode mc thnh mt Transistor c

    khng? V sao?

    Cu 13: Nu phng php phn cc v nguyn tc hot ng ca Transistor lng cc

    trong ch khuch i. Vit cc phng trnh dng in m t mi quan h dng in trn

    cc cc.

    Cu 14: V s kho st, trnh by phung php xy dng h c tuyn u vo v u

    ra ca BJT trong cch mc B chung.

    Cu 15: V s kho st, trnh by phng php xy dng h c tuyn u vo u ra

    ca BJT trong cch mc E chung. Phn tch h c tuyn u ra.

    Cu 16: Phng php xy dng cc h thng tham s vi phn ca BJT. Phng trnh m t

    cc h thng tham s vi phn. Mi quan h gia cc h thng tham s vi phn (trong cng

    mt cch mc).

    Cu 17: Trnh by phng php phn tch ch hot ng c ti ca BJT loi PNP mc

    theo s E chung, thin p bng ngun c nh. T ch ra cc tham s gii hn ca

    BJT.

    Cu 18: Trnh by cu to v nguyn tc hot ng ca JFET (mt loi bt k no ).

    Cu 19: Trnh by cu to v nguyn tc hot ng ca MOSFET (mt loi bt k no ).

    Cu 20: Trnh by cu to, nguyn tc hot ng v c tuyn Volt Amperre ca

    Dinhistor v Thiristor. ng dng ca chng trong thc t.

    Cu 21: C s vt l, cu to, nguyn tc hot ng v ng dng ca quang tr (nu v d

    c th v ng dng).

    Cu 22: C s vt l, cu to, nguyn tc hot ng v ng dng ca Photo Diode.

    Cu 23: C s vt l, cu to, nguyn tc hot ng v ng dng ca Photo BJT.

    PHN 2: BI TP

    Tt c cc dng bi tp ra trn lp.

  • Ch thm cc cu sau:

    Cu 1:

    Cu hi: Cho mch in nh hnh v: hy cho bit cch to im cng tc (cch thin p)

    l loi no?

    Chng minh rng, nu h s truyn t dng in cc gc ca BJT tha mn >>1, th

    dng Ic c xc nh gn ng 0.

    .

    C c B

    c

    B T

    E I RI

    R R

    .

    Gi tr li:

    y l mch to thin p v n nh im lm vic cho BJT mc E chung bng phn hi

    m in p mt chiu t cc gp (HS t ch ra tnh cht n nh ca mch ny).

    xc nh Ic ta da vo h phng trnh:

    . .

    .

    .

    c T b B

    c b

    c T CE

    b c

    E I R I R

    I I

    E I R U

    I I I

    , vi ch v >> 1 +1 , gii h phng trnh, ta

    thu c pcm.

    Cu 2:

    Cu hi: Cho mch in nh hnh v, hy lp cng thc gn ng xc nh tr khng u

    vo Zvo v h s khuch i dng in KI (dng in u ra ly trn in tr RE).

    RT

    RB

    EC

  • Gi tr li:

    S dng h phng trnh dng in v in p cho mch mc phi hp cc BJT vi ch

    : Ube1, Ube2, Ube3 0, 1, 2, 3 >> 1, b qua Ic0 ca cc BJT ta c:

    1 2 1 1 1

    2 3 2 2 1 2

    3 3 3 1 2 3

    e b b v

    e b b v

    e ra b v

    v ra E

    I I I I

    I I I I

    I I I I

    U I R

    , t ta xc nh c:

    1 2 3

    o 1 2 3

    raI

    v

    vv E

    v

    IK

    I

    UZ R

    I

    Cu 3:

    Cu hi: Cho mch in nh hnh v, cho c tuyn ca transistor. Hy xc nh im

    cng tc trn h c tuyn.

    T1,1 T2,2 T3,3

    Zvo

    + EC

    RE

  • Gi tr li:

    Trc ht, p dng nh l my pht in ng tr, a s v dng c phn

    tch vi cc tham s ca ngun in ng tr u vo nh sau:

    2

    1 2

    c BB

    B B

    E RU

    R R

    ;

    1 2

    1 2

    B BB

    B B

    R RR

    R R

    ; Sau , xy dng h phng trnh cho mch:

    (1)

    (2)

    (3)

    B b B e E

    c c C ce e E

    e b c

    U I R I R

    E I R U I R

    I I I

    . xc nh im cng tc ca BJT trn c tuyn,

    ta xc nh 2 mi quan h:

    - Mi quan h th nht (ng ti tnh ca mch) c xc nh gn ng khi coi Ic

    xp x Ie, t (2) ta c:

    0 5 10 15 20 Uce(V)

    IC 6

    4

    2

    25a

    50a

    75a

    100a

    125a

    ma

    RB1=88k

    RB2=17,2 k

    RC=3,2k

    EC=20v

    RE=780

    IB

  • c ce

    c

    C E

    E UI

    R R

    , ng ti ny i qua 2 im:

    A: khi Ic = 0 th Uce = Ec

    B: khi Uce = 0 th Ic = Ec/(RC + RE)

    - Mi quan h th hai (ng ti ng) c xc nh bng cch bin i h phng

    trnh tm quy lut ph thuc tuyn tnh ca Uce vo Ib, sau khi bin i, mi quan h

    c xc lp:

    21

    C E B EC Ece c B b E

    E E

    R R R RR RU E U I R

    R R

    Mi quan h trn xc nh ng thng i qua 2 im:

    M1: Chn Ib = Ib1 Uce = Uce1;

    M2: Chn Ib = Ib2 Uce = Uce2;

    T xc nh c im lm vic M l giao ca 2 ng ti ni trn, t v tr ca

    M, ta xc nh cc gi tr Ib, Ic v Uce tng ng.

    Cu 4:

    Cu hi: Cho s mch in nh hnh v sau:

    Bit Transistor c = 0,98, Ico = 10A, Ec = +24V, Rb1 = 1M, Rb2 = 500K, Rc =

    5K.

    Uce

    Ec

    K

    Rc

    T,

    Rb1

    Rb2

  • Hy tnh gi tr in p Uce v dng in cc gp Ic trong hai trng hp ng vi

    kho K ng vo hai v tr khc nhau.

    Gi tr li:

    Khi K ng vo v tr trn: y l s thin p bng dng c nh, ta c h phng trnh:

    0

    (1)

    (2)

    1 (3)

    c b b

    c c c ce

    c b c

    E I R

    E I R U

    I I I

    , gii h phng trnh, ta thu c:

    0; . 1 ;c c

    b c c ce c c c

    b b

    E EI I I U E I R

    R R

    * Khi K ng vo v tr di: y l s thin p bng phn hi m in p, ta c h

    phng trnh:

    0

    (4)

    (5)

    1 (6)

    c b b b c c

    c b c c ce

    c b c

    E I R I I R

    E I I R U

    I I I

    , gii h phng trnh ta thu c:

    01 .

    ; . 1 ;c co c

    b c b c ce c c b c b b

    b c

    E I RI I I I U E I I R I R

    R R

    Cu 5:

    Cu hi: Cho s mch in v c tuyn l tng ho ca cc diode nh hnh v sau:

    Bit hai diode c cc tham s: D1: Eth1 = 0,2V; rth1 = 20 ; D2: Eth2 = 0,6V; rth2 = 16. Hy tnh dng in chy qua tng diode khi R = 1K v 10K. Bit E = 200V.

    p s:

    R

    D1 D2 E

    +

    - rth = 1/tg = Ri

    Ith (mA)

    Uth (V) 0 Eth

  • Trng hp R = 1K ta c: ID1 = 53,8mA, ID2 = 45mA

    Trng hp R = 10K ta c: ID1 = 10mA, ID2 = 0.

    Cu 6:

    Cu hi: Cho mch in nh hnh v : Bit rng : RHC=10k, EXC= 5v, E= = 20v; I0 =

    10A; tnh nhit trong phng, cho hng s Bolzmahn K = 1,38.10-23 (J/oK).

    Hy xc nh in p u ra URA1 v URA2 bit rng 3 Diode c tham s ging

    ht nhau.

    Gi tr li:

    S dng phng php tnh gn ng: c 3 diode u phn cc thun nn RD=RD1 + RD2 +

    RD3

  • + 3 diode c tham s ging ht nhau.

    Cu 7:

    Cu hi: Cho mch in nh hnh v: Hy xc nh dng in chy qua tng Diode. Bit

    rng: Khi dng kiu mu mt chiu tuyn tnh ha c tuyn ca cc Diode th ta c:

    D1 c cc tham s :Rth1= 10, Eth1=0,2v

    D2 c cc tham s : Rth2=15, Eth2=0,3v

    D3 c cc tham s : Rth3=20 , Eth3= 0,5v

    E0=70v, RHC= 5k

    Gi tr li:

    Nhn xt: D1 lun lun thng (v nu D1 tt th c 3 Diode u tt v l do E0 >>

    Eth3).

    Gi s c 3 Diode u thng iu kin Ura = UD > Eth3. Phng trnh nh lut

    Ohm vit cho ton mch nh sau:

    0 . HC DE I R U trong :

    1 2 3

    , 1, 2,3D thiithi

    I I I I

    U EI i

    R

    (I) Thay cc biu thc dng

    in v cc tham s vo phng trnh, ta tnh c:

    1 2 30

    1 2 3

    1 3 3

    1

    th th thHC

    th th th

    DHC HC HC

    th th th

    E E EE R

    R R RU

    R R R

    R R R

    , thay s vo ta tnh c UD, so snh vi iu

    RHC

    E0 D1 D2

    D3

  • kin:

    - Nu iu kin tha mn, ta tnh I1, I2, I3 theo h phng trnh (I).

    - Nu iu kin khng tha mn D3 tt I3 = 0, tip tc gi s D2 thng UD >

    Eth2, tnh ton tng t ta c:

    1 20

    1 2

    1 2

    1

    th thHC

    th th

    DHC HC

    th th

    E EE R

    R RU

    R R

    R R

    li so snh vi iu kin:

    + Nu iu kin tha mn, tnh I1, I2 theo (I).

    + Nu iu kin khng tha mn D2 cng tt I2 = 0 v ch cn D1 thng, khi

    :

    10

    1

    1

    1

    thHC

    th

    DHC

    th

    EE R

    RU

    R

    R

    v I1 cng c xc nh theo (I).

    Cu 8:

    Cu hi: Cho mch in nh hnh v. Hy xc nh in p UCE, URE khi ng v m kha

    K. Bit rng EC=20V, RC=2k, RE=500

    EB=2V, RB= 10k ; = 0,92; IC0 = 10A.

    + EC

    RC

    RB kha K

    EB

    RE

    UCE

    URE

  • Gi tr li:

    * Khi ng K: y l s thin p t phn cc s dng 2 ngun, ta c h phng

    trnh:

    (1)

    (2)

    1 (3)

    ( 1) 1 (4)

    B b B e E

    c c C ce e E

    c b co

    e b c b co

    E I R I R

    E I R U I R

    I I I

    I I I I I

    , gii h phng trnh ta tm c:

    1;

    1

    B co E

    b

    B E

    E I RI

    R R

    thay vo (3) ta tm c Ic, t tm c Ie, thay vo (2) ta tm

    c Uce. Sau xc nh URE = Ie.RE.

    * Khi m K: Ib = 0, dng chy qua BJT lc ny l dng xuyn cc gp ban u

    c xc nh:

    ;1

    coc e ceo

    II I I

    T xc nh c Uce = Ec - (RC + RE).Iceo, URE = Iceo.RE.

    Cu 9:

    Cu hi: a) Cho h thng tham s h mch ca mt BJT no , hy tm h thng tham s ngn mch v tham s hn hp ca BJT . b) Cho s mc hn hp cc BJT nh hnh v sau:

    Bit hai BJT c h s truyn t dng tnh cc pht l 1 v 2. Hy chng t rng s

    T1,1

    T2,2

  • trn tng ng vi mt BJT c h s truyn t dng tnh cc pht l *(1+2

    1.2).

    T h thng tham s h mch, xc nh h thng tham s ngn mch v h thng tham s

    hn hp:

    Y11 = Z22/Z; Y12 = -Z12/Z; Y21 = -Z21/Z; Y22 = Z11/Z H11 = Z/Z22; H12 = Z12/Z22; H21 = -Z21/Z22; H22 = 1/Z22; trong Z = Z11Z22 - Z21Z22. p dng cc cng thc m t quan h ca dng in trn cc cc BJT:

    Ta c: * Ic / Ie trong Ie = Ie1, Ic = Ic1 + Ic2

    ng thi: Ic1 1Ie1; Ic2 2Ie2 2Ib1 2(Ie1 Ic1)

    T suy ra pcm.

    Cu 10:

    Cu hi: Cho mch in nh hnh v. Hy xc nh cch to im cng tc khi kha K ln

    lt cc v tr 1, 2, 3. Tnh cc gi tr dng in v in p ng vi 3 trng hp khi

    bit: =60; EC = 25v; EB = 2v; RC = 1k; RE = 200; RB1 = 100k; RB2 = 10k;

    RB3=100k; RB4 =50 k.

    RB3

    RB1

    RC

    EC

    Kha K 1

    2

    RB4 3

    RB2

    EB

    RE

  • Gi tr li:

    * Khi K ng vo v tr 1: y l mch thin p cho BJT bng dng c nh c phn

    hi m dng in mt chiu t E v B. Khi ta c h phng trnh:

    1 (1)

    (2)

    (3)

    ( 1) (4)

    c b B e E

    c c C ce e E

    c b

    e b c b

    E I R I R

    E I R U I R

    I I

    I I I I

    Gii h 4 phng trnh ny, ta thu c cc

    gi tr cn tm:

    1 1c

    b

    B E

    EI

    R R

    ; 1 1

    cc

    B E

    EI

    R R

    ;

    1

    1 1

    11 1

    c B Ccce c c E

    B E B E

    E R REU E R R

    R R R R

    * Khi K ng vo v tr 2: y l s t phn cc s dng 1 ngun. tnh ton

    s ny, ta p dng nh l My pht in ng tr chuyn v s tng ng ging

    nh trng hp K ng vo v tr 3 nhng thay ngun EB bng ngun UB, thay in tr

    RB2 bng RB vi:

    4

    3 4

    c BB

    B B

    E RU

    R R

    ;

    3 4

    3 4

    B BB

    B B

    R RR

    R R

    Ta c h phng trnh:

    (5)

    (6)

    (7)

    ( 1) (8)

    B b B e E

    c c C ce e E

    c b

    e b c b

    U I R I R

    E I R U I R

    I I

    I I I I

    Gii h phng trnh ny, ta thu c:

  • 1B

    b

    B E

    UI

    R R

    ; 1

    Bc

    B E

    UI

    R R

    ;

    1

    1

    Bce c c E

    B E

    UU E R R

    R R

    * Khi K ng vo v tr 3: y l s t phn cc s dng 2 ngun. Tnh ton

    hon ton tng t nh trng hp trn, thay UB bng EB, RB bng RB2 nh cho trong

    bi.