bai giang mon htdk so version 180209

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    H THNG IU

    KHIN S(Bin tn cho

    ng ckhngng b 3 pha)

    H THNG IU

    KHIN S(Bin tn cho

    ng ckhngng b 3 pha)

    3030 tititt bbmnmn ThiThittbb iinn -- 09085588820908558882

    GVGVgigingng ddyy:: Th.STh.SMAI TUMAI TUN N TT 0.27570.2757

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    MC CH MN HC bin tn

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    MC CH MN HC - HYBRID CAR

    TOYATA engine

    HONDA engine

    FORD engine

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    MC CH MN HC - HYBRID CAR

    HONDA hybrid car engine

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    MC CH MN HC H THNG LN

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    MC CH MN HC - H THNG LN

    H thng truyn ti HVDC

    (High Voltage DC Transmission)

    Trm 250MW truyn thng: 30.000m3

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    MC CH MN HC NG DNG NLX

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    MC CH MN HC NG DNG NLX

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    MC CH MN HC NG DNG NLX

    B

    DC/AC

    B

    Ngun

    5V

    /12V

    B

    DC/DC

    Mch

    iu

    khin

    Mchk

    ch

    dng

    TLP25

    0

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    MC CH MN HC NG DNG NLX

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    MC CH MN HC NG DNG NLX

    Gi

    Cnh

    Hp s Li

    iu khin

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    Khoch hc tp (h chnh quy)

    Tun 1: Gii thiu - n tp v b nghch lu

    Tun 2+3: Gii thiu h quy chiu quay, m hnh ng my in trong h quy

    chiu quay. Gii thiu h quy chiu a-b-c, alpha-beta, d-q-o.

    Tun 3: Gii thiu my in DC kch t c lp Khi nim iu khin c lp , TE.

    Tun 4+5+6+7: iu khin vector ng ckhngng b 3 pha. Gii thiu h quy chiu nh hng t thng rotor, M hnh my in trong h quy chiu nh hng t thng rotor. So snh 3 phng trnh c c , T

    E

    vi my in DC kch t clp

    S khi my in trong h quy chiu nh hng t thng rotor. Khi nim iu khin dng *, TE*, t ids* iqs* ia*,ib*,ic*. S khi h iu khin. iu khin vi t thng lnh khng i (*) n ginhaca h iu

    khin chung. iu khin tip p stator

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    Khoch hc tp (h chnh quy)

    Tun 8+9: thi gia k Tun 07+10: 4 p/p c lng tthng rotor

    m,is

    Us,is Is, r*, TE*

    Tun 11:

    Thit k b iu khin, bi tp vi nhiu thng s my khcnhau Tun 12+13:

    iu khin tip dng (2 p/p trong h quy HQC c nh) (1 p/ptrong HQC quay)

    So Snh vi iu khin tip p. Tun 13+14:

    c lng vn tc trong iu khin nh hng t thng Tun 15+16:n tp + bi tp

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    NI DUNG KHA HC (h khng chnh quy)

    Cu trc b bin tn v cc khi chc nng. (3 tit)

    K thut iu chdng in sin trong cc b bintn: sin PWM v vector khng gian. (5 tit)

    Bin i m hnh vt l tnh 3 pha abc sang m hnhvt l quay dq. (5 tit)

    B nghch lu dng v b nghch lu p. (3 tit)

    2 phng php iu khin ng ckhng ng b 3

    pha: V/f v nh hng tthng rotor. (10 tit)

    Cc phng php c lng tthng rotor: m hnhn p v m hnh dng in. (3 tit)

    n tp (1 tit)

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    NH GI KT QU MN HC (h chnh quy)

    Kim tra u k + bi tp trn lp + bi tpnhm ??? + tho lun trn lp (30-40%)

    n tp cc c tnh v phng trnh ton hc ng c AC khngng b (10%).

    Bi ton tnh vector khng gian (10%).

    Bi ton chng minh cng thc trn m hnh dq (10-20%)

    Thi gia k (20%): t lun, sdng TLiu

    Thi cui k (40-50%): trc nghim, k dngti liu

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    NH GI KT QU MN HC (h khng chnh quy)

    2 Bi tp trn lp + 1 bi tp nhm (40%) n tp cc c tnh v phng trnh ton hc ng c AC khng ng

    b.

    Bi ton tnh vector khng gian. Bi ton chng minh cng thc trn m hnh dq Bi tp ln: (np vo ngy thi)

    M hnh tn hiu nh.

    iu khin vector cho b chnh lu PWM pha ung dy. iu khin vectornh hng t thng stator. iu khin vector cho b truyn ng cyclo converter.

    Tho lun trn lp (10%)

    Thi cui k (50%)

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    CC CU HI T RA TRONG KHA HC

    Bin tn l g ? Phn loi bin tn. C bao nhiu phng php iu khin bin tn

    hin nay ? So snh b ngun dng v ngun p. u im v nhc im ca b ngun dng v

    b ngun p.

    u im ca vic gii tch dng/ in p trn mhnh h quy chiu quay. Ti sao cn phi iu khin nh hng t thng

    rotor v c lng t thng rotor ?

    Cc phng php c lng t thng rotor? Cch iu khin tip dng v tip p ? Cch chn thng sca b iu khin PID trong

    iu khin nh hng t thng rotor

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    CHNG 1: GII THIU BIN TN

    Chnh lu (rectifier): 1 pha, 3 pha, tia, sao ?

    Chopper (leg): n bc, a bc, p, dng ?

    Nghch lu/Bin tn (inverter): 1 pha, 3pha, lai kha iu khin, ch bo v u vo bin tn l tn hiu AC hay DC ???

    B bin i (converter):

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    B nghch lu 3 pha

    3-phInverter

    VBUS

    AN6AN0QEAQEB

    INDEX

    AN7

    PWM3HPWM3LPWM2HPWM2LPWM1HPWM1L

    FLTA Bo li

    IBUSAN1

    120 - 240VAC

    AC Motor

    Cm bin hi tip

    dsPIC30F4011

    Chnh luAC/DC

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    N(RPM) = (1-s)

    (f : tn s, p : s cc

    s : trt)

    in p thay i : iu ch rng xungTn s thay i : iu ch chu k xung

    120fp

    V = 0.44 * f * n * * S

    V : in p

    f : tn s

    n : s vng dy

    : t thng S : tit din

    CVCF VVVF

    AC DC AC < iu khin tc >

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    CHNG 1: GII THIU BIN TN

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    CHNG 1

    SINE PWMVS.

    VECTORKHNG GIAN

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    iU CH RNG XUNG PWM

    2% 50% 98%

    50%

    Cho php ng vo DC c nh, ng ra AC in p trung bnh ng ra ph thuc rng xung ng cnhn in p PWM v sn sinh ra dng in

    hnh sin vi dao ng ca tn ssng mang

    Tn hao cng sut l ti thiu trn transistor cngsut so vi cc phng php khc

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    Sine PWM dng ng ra khng i (DC)

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    Sine PWM dng in AC

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    M hnh b nghch lu DC AC n gin

    +V= Vdc= DC link

    +V

    PWM1H

    PWM1L

    C KB 3phaPWM2H

    PWM2L

    PWM3H

    PWM3L

    ab

    cn

    cba

    Vab= Van-Vbn

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    Sine PWM dng in AC

    Tn hiu iu khin sine-tam gic, PWM

    in p pha Van v Vbn, v in p dy Vab

    www.ewh.ieee.org/soc/es/Nov1998/08/PWMINV.HTM

    van

    vbn

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    Sine PWM dng in AC

    Cc gi tr pha a (cc G, dng in pha, dng in trnkha cng sut, dng qua diode)

    www.ewh.ieee.org/soc/es/Nov1998/08/PWMINV.HTM

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    Vector khng gian

    iu kin trong cc kha cng sut ch vector khng gian Ti mi thi im, ch1 trong 2 kha trn cng 1

    chopper trng thi ng, kha cn li h.

    C tng cng bao nhiu trng thi ???

    +V

    PWM1H

    PWM1L

    C KB 3phaPWM2H

    PWM2L

    PWM3H

    PWM3L

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    Trng thi v vector kha c bn

    Vectorng ngt c bn

    6 vector tch cc (V1

    ,V2

    , V3

    , V4

    , V5

    , V6

    )

    Nm trn 6 v tr nh ca hnh lc gic

    inpDC c cung cpchoti qua cc kha

    Mi vecto c bn (1 to 6) lch nhau 60

    2 vector zero (V0, V7)

    Nm ti gc O vi module bng o

    Khng c in p cpchoti

    23

    IU CHVECTOR KHNG GIAN IN P

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    Vector V0 v V7

    +V

    PWM1H

    PWM1L

    3 PhaseAC motor

    PWM2H

    PWM2L

    PWM3H

    PWM3L

    S1

    S2

    S3

    S4

    S5

    S6

    +V

    PWM1H

    PWM1L

    3 PhaseAC motor

    PWM2H

    PWM2L

    PWM3H

    PWM3L

    S1

    S2

    S3

    S4

    S5

    S6

    AB

    C

    AB

    C

    n

    n

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    Vector V1 v V2

    V+/3

    2V+

    /3

    +V

    PWM1H

    PWM1L

    3 PhaseAC motor

    PWM2H

    PWM2L

    PWM3H

    PWM3L

    +V

    PWM1H

    PWM1L

    3 PhaseAC motor

    PWM2H

    PWM2L

    PWM3H

    PWM3L

    S1

    S2

    S3

    S4

    S5

    S6

    S1

    S2

    S3

    S4

    S5

    S6

    2V+

    /3

    V+

    /3

    A

    B

    C

    AB

    C

    AB

    CA

    B

    C

    A

    B

    Cn

    n

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    V3, V4, V5, V6

    SV t trnh by trn lp

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    Vector khng gian in p

    Vector ng ngt in p dy-trung tnh in p dy-dyVector

    in p

    Vector ng ngt: 0 H h, L ng ; 1 H ng, L hTt c cc in p tng ng nhn vi VDC

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    U111U7000000111

    300oU60-111/3-2/31/3101

    240o

    U51-102/3-1/3-1/3100

    180oU410-11/31/3-2/3110

    120oU301-1-1/32/3-1/3010

    60oU2-110-2/31/31/3011

    0oU1-101-1/3-1/32/3001

    U000U0000000000

    ususUCAUBCUABUCnUBnUAnS5S3S1

    usUucaubcuabuscusbusaVcVbVa

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    8 vector nghch lup(V0 to V7)

    20

    BNG 8 TRNG THI KHA CNG SuT

    Vector khng gian quay

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    Vector khng gian quaym hnh khng gian in p

    Vector khg gian dng in

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    Vector khg gian dng inmi pha theo thi gian

    IU CH VECTOR KHNG GIAN IN P

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    Thc hin Vector khng gian PWM

    Bc 1. Xc nh Vd, Vq, Vdy, v gc ()

    Bc 2. Xc nh chu k T1, T2, T0

    Bc 3. Xc nh thi gian ng ngt ca cc

    kha cng sut (S1 to S6)

    26

    IU CHVECTOR KHNG GIAN IN P

    IU CH VECTOR KHNG GIAN IN P

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    =

    cn

    bn

    an

    q0

    d0

    V

    V

    V

    2

    3

    2

    30

    21

    211

    3

    2

    V

    V

    ky)batquaysotanf(voi,

    t2t)V

    V(tan

    VV

    a

    aa

    d0

    q01

    2

    q0

    2

    d0dy

    =

    ===

    ++=+=

    cba vvvVrrr

    r

    Vector khng gian in p v cc thnh phn (d, q).

    cnbnan

    cnbnq0

    cnbnan

    cnbnand0

    V2

    3V

    2

    3V

    cos30Vcos30V0V

    V2

    1V

    2

    1V

    cos60Vcos60VVV

    +=

    +=

    =

    = Bc 1. Xc nh Vd, Vq, Vref, v gc () Bin i h quy chiu : abc

    thnh dq

    27

    IU CHVECTOR KHNG GIAN IN P

    IU CH VECTOR KHNG GIAN IN P

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    Vector tham chiu nh s phi hp cc vector ti sector 1.

    Bc 2. Xc nh chu k T1, T2, T0

    28

    IU CHVECTOR KHNG GIAN IN P

    IU CH VECTOR KHNG GIAN IN P

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    Bc 2. Xc nh chu k T1, T2, T0

    IU CHVECTOR KHNG GIAN IN P

    IU CH VECTOR KHNG GIAN IN P

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    Bc 2. Xc nh chu k T1, T2, T0

    IU CHVECTOR KHNG GIAN IN P

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    )600(where,

    )3/(sin

    )3/(cosV

    3

    2T

    0

    1V

    3

    2T

    )(sin

    )(cosVT

    )VTV(TVT

    VdtVdtVV

    dc2dc1refz

    2211refz

    T

    TT

    0

    TT

    T1

    2

    T

    0

    T

    0

    1ref

    z

    21

    21z 1

    +

    =

    +=

    ++= +

    +

    ==+=

    =

    =

    dc

    ref

    sz210

    2

    1

    V3

    2

    Vaand

    f

    1Twhere,),(

    )3/(sin

    )(sin

    )3/(sin

    )3/(sin

    TTTT

    aTT

    aTT

    z

    z

    z

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    ==

    +

    =

    =

    =

    =

    +

    =

    600

    6)toSector1is,(that6through1nwhere,,

    3

    1

    cossin3

    1

    sincos

    3

    3

    1sin

    3

    sin3

    coscos3

    sin3

    3sin

    3

    3

    1

    3sin

    3

    210

    2

    1

    TTTT

    nn

    V

    refVT

    n

    V

    refVTT

    nn

    V

    refVT

    n

    V

    refVT

    n

    V

    refVTT

    z

    dc

    z

    dc

    z

    dc

    z

    dc

    z

    dc

    z

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    +V

    PWM1H

    PWM1L

    C KB 3phaPWM2H

    PWM2L

    PWM3H

    PWM3L

    S1

    S2

    S3

    S4

    S5

    S6

    A

    B

    C

    TPWM

    U1

    U2U3

    U4

    U5 U6

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    +V

    PWM1H

    PWM1L

    C KB 3phaPWM2H

    PWM2L

    PWM3H

    PWM3L

    S1

    S2

    S3

    S4

    S5

    S6

    A

    B

    C

    T1= a.TPWM

    TPWM

    a.U1U1

    U2U3

    U4

    U5 U6

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    +V

    PWM1H

    PWM1L

    C KB 3phaPWM2H

    PWM2L

    PWM3H

    PWM3L

    S1

    S2

    S3

    S4

    S5

    S6

    A

    B

    C

    T1= a.TPWM T2= b.TPWM

    TPWM

    b.U2

    a.U1U1

    U2U3

    U4

    U5 U6

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    T1= a.TPWM T2= b.TPWM T0= c.TPWM

    TPWM

    b.U2

    a.U1c.U7

    U1

    U2U3

    U4

    U5 U6

    +V

    PWM1H

    PWM1L

    C KB 3phaPWM2H

    PWM2L

    PWM3H

    PWM3L

    S1

    S2

    S3

    S4

    S5

    S6

    A

    B

    C

    IU CH VECTOR KHNG GIAN IN P

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    ti uhas tc ng vo cc kha cng sut Bng thi gian ng ngt ca mi sector

    34

    IU CHVECTOR KHNG GIAN IN P

    Bc 3. Xc nh thi im ng ngt cc kha (S1 to S6) (1)

    b.U2

    a.U1c.U7

    U1

    U2U3

    U4

    U5 U6555

    444333

    222111666

    IU CHVECTOR KHNG GIAN IN P

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    Bng kha ng ngt PWM vector khng gian mi sector

    (a) Sector 1. (b) Sector 2.

    Bc 3. Xc nh thi im ng ngt cc kha (S1 to S6) (1)

    31

    IU CHVECTOR KHNG GIAN IN P

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    (c) Sector 3. (d) Sector 4.

    32

    Bc 3. Xc nh thi im ng ngt cc kha (S1 to S6) (1)

    Bng kha ng ngt PWM vector khng gian mi sector

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    (e) Sector 5. (f) Sector 6.

    33

    Bc 3. Xc nh thi im ng ngt cc kha (S1 to S6) (1)

    Bng kha ng ngt PWM vector khng gian mi sector

    Dead time

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    PWM1HPWM1H

    PWM1LPWM1L

    Dead Time

    PWM1HPWM1H

    PWM1LPWM1L

    Bi tp

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    Bi tp 1.1. in p ba pha 380V, 50Hz. Ti thi im t =6ms. Tnh usa, usb, usc, us(=ud0) v (us=uq0), |us|? Bitgc pha ban u 0 = 0.

    Bi tp 1.2. in p ba pha cp cho b nghch lu l 380V,50Hz. Tnh in p pha ln nht m b nghch lu c thcung cp cho ng c.

    Bi tp 1.3. in p mt pha cp cho b nghch lu l220V, 50Hz. Tnh in p dy ln nht m b nghch luc th cung cp cho ng c.

    Bi tp 1.4. in p ba pha cp cho b nghch lu l 380V,

    50Hz. in p pha b nghch lu cp cho ng cl 150Vv 50Hz. Ti thi im t = 6ms. Tnh T1, T2 v T0? Bitgc pha ban u o = 0 v tn siu rng xung l 20KHz.

    IU CHVECTOR KHNG GIAN IN P

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    So snh PWM v Space Vector PWM

    So sn in p tuyn tnh cc i gia Sine PWM v SV PWM.

    24

    Gim thnh phn snghi bc cao so vi pp

    iu khin 6 bc

    Bin cc i cathnh phn vector inp cbn cao hn SinePWM

    N TP NG CKHNG NG B

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    M hnh PI, m hnh T 1 pha ca ng c khng ng b 3 pha

    Dng in nh mc,khi ng.Momen nh mc, momen khi ng, momen ti hn.

    trt nh mc, trt ti hn.

    Cng sut

    in t

    , cng su

    t c

    h

    c, cng su

    t ng ra.

    NHC IM NG CKB

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    Tc khng d dng iu khin nh ng cDC.

    Dng khi ng ln, thng 6-8x so vi gi tr nh

    mc. Vn hnh non ti th h scng sut rt km.

    Cc nhc im trn

    uc khc phc nhbin tn AC

    CT05DCN hc Truyn ng in !!!

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    iu khin tn s(f)

    - p l hng s v s phi xp x 0- Tc (rpm) ph thucvo tn s

    Tn s thay i tc s thay i.

    N(RPM) = * (1-s)

    (f : tn s, p : s cc), s : trt

    120f

    p

    iu khin V/fng cKB

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    Momen t l nghch vi tn s.

    wb : vn tc nh mc

    we : vn tc ng b

    iu khin V/fng cKB

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    Cc kh khn

    -- Khi in p l hng s

    v tn s dng in gim.

    T thng gim ng . Dng in tng.

    ng c tng nhit.

    Chuyn chy c th xy ra.

    -- Khi in p l hng sv tn s dng in tng.

    Tc tng.

    Momen khng ph hp.

    Nu tn s tng lin tc, ng c s khng p ng cvi ti.

    iu khin V/fng cKB

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    Thay i

    tn s

    Thay i t thng, dngin v momen

    duy tr t thng l hng s,V/f phi uc duytr l gi tr hng s.

    Nu V/f l hng s, momen s l hng s.

    T thng phi uc duy tr l hng s

    T thng rotor ~ V/f

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    iiuu khikhinn V/fV/f -- BoostBoost

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    in p r i trn tr khngca thnh phn stator v

    in tr tr nn ng k sovi tr khng.

    T thng gim

    tn s thp

    Momen

    inpphi c b sung vng hat ng tn s thp

    Vboost= RsIm

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    V = 0.44 * f * n * * SV: in p

    f : tn s

    n : s vng dy

    : t thng S : tit din

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    h d / d i

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    cc ttnhnh iiuu khikhinn V/fV/f

    Khi V/fc vn hnh trt thp, hiu sut rt tt.

    H thng vn hnh iu kin momen cc i.

    Momen tng i c lp vi tn s.

    Cu trc h thng n gin.

    Gi thnh r.

    p ng chp, iu khin vng h.

    4 h t d / t d t i

    CHNG 2: IU KHIN V/f

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    V/f program flow chartV/f program flow chart

    Ly muTo tn s

    AD converter

    Tn scc i

    in pcc i

    Module PIO

    i lng thay

    i I/O

    V,f b gii hn

    Gi tr AD

    converter

    PWM

    www4 hcmut edu vn/~tuandat mai

    Cc k hiu ng phi nhc li

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    Ls Lr

    a: i lng pha stator, A: pha rotor s: stator ; r:rotor

    Ls= Lls, L r = Llr : in cm tn stator, in cm tn rotor.

    : vn tc quay chc (

    s trong KT

    2) s: tc s so vi stator (s trong KT2) r: vn tc quay tc thi ca r so vi stator (rtrong KT2) sl: vn tc quay tc thi ca r so vi rotor (s khi ch XL) a: vn tc quay ca h trc d q c vn tc bt k

    s: gc quay ca h quy chiu quay stator dqs r: gc quay ca h quy chiu quay stator dqr r r Ls = Lm + Ls in cm stator.

    Lr= Lm + Lrin cm rotor. Ts = Ls/ Rs hng s thi gian stator. Tr= Lr/ Rrhng s thi gian rotor. =1 - Lm2/LsLrh s t tn tng. Tsamp chu k ly mu.

    www4 hcmut edu vn/~tuandat mai

    NG CKHNG NG B

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    www4.hcmut.edu.vn/~tuandat.mai

    M HNH TNG NG CKB

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    )cos(2 tVva = )3

    2cos(2

    = tVvb

    Mt ng c khng ng b c cc tham s sau:Rs=10 ohm;Rr=6,3 ohm ;Ls=Lr=0,04H ; Lm=0,4H. My vn hnh 1425 vng/pht v cung cpngun 220V/50Hz.My c 4 cc v vn hnh iu kin n nh. My ccp ngun, dng hnh sin, in p pha quy nh bi:

    )

    3

    4cos(2

    = tVvc

    Vit in p pha stator theo thnh phn trc d-q v in p pha vector khnggian trong h quy chiu quay ng b.

    Tnh dng in vector khng gian trn h ta tnhv h ta quay d-q.

    Nu thay bng ngun 110V/25Hz v ng c quay vi tc 675 vng/pht.Tnh li cc thng s p v dng in pha trn (BI TP V NH THEO NHM)

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh pha ca mch tngng

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    c ut edu / tua dat a

    IS = Io + Ir vi Irdngng rotorh cm vi stator.

    Io = Ic + Im l dng kch tviIc dng tn hao ng (=Vm/Rm)v Im dng tha (=Vm/L)

    Vr = VRr + VLl in p h cmrotor

    viVRr

    p ri trn in trrotorandV

    Ll p ri trn trcm khng rotor

    in p h cm trn rotor dnn dngIr tn s trt

    trt.

    www4.hcmut.edu.vn/~tuandat.mai

    Cc thng sC KB ch xc lp

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    /

    3 cosin s s P V I =

    23ls s s P I R=

    23lr r r P I R=

    2

    3 /lc m m P V R=23 / g r r P I R s=

    23 (1 / )o g lr r r P P P I R s s= =

    sh o Fw

    P P P =

    2 2 2( / ) ( )

    sr

    s r e ls lr

    VI

    R R s L L=

    + + +

    2

    2 2 23

    2 ( / ) ( )

    sre

    e s r e ls lr

    VRPT

    s R R s L L

    = + + +

    2

    2 2 23

    2 ( ) ( )

    sre

    e s r e ls lr

    VRPT R R L L

    = + + +

    www4.hcmut.edu.vn/~tuandat.mai

    Cc thng sC KB ch xc lp

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    Momen in t:

    vi = gi tr nh tthng khe hkhng kh

    v = gi tr nh dng rotor

    3 sin2 2

    e m rPT I =

    m

    rI

    2 23 1 32

    o re r r r

    m m e

    P Rs PT I R I s s = = =

    www4.hcmut.edu.vn/~tuandat.mai

    Cc thng sC KB ch xc lp

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    3

    2e m m a

    PT L I I

    =

    sina rI I =

    Vi Im dng t ha stator

    v Ia dng phn ng stator

    www4.hcmut.edu.vn/~tuandat.mai

    Cc thng sC KB ch xc lp

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    Cc thng sC KB dng tng qut

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    asas as s

    dv i r

    dt

    = + bsbs bs s

    dv i r

    dt

    = + cscs cs s

    dv i r

    dt

    = +

    arar ar r dv i r

    dt= +

    brbr br r dv i r

    dt= +

    crcr cr r

    dv i r dt

    = +

    www4.hcmut.edu.vn/~tuandat.mai

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    M hnh CKB trng thi xc lp b qua squ khi thay i ti v thay i tn s stator.

    Nhng i lng ny s tng rt nhanh i ving dng truyn ng c tc thay i.

    B truyn ng tc thay i uc cp mtngun gii hn, b gii hn bi tn sut ng ngtcc kha v kch thc b lc, chng hn hkhng th cung cp cng sut truyn rt ln.

    www4.hcmut.edu.vn/~tuandat.mai

    BIN I abc dq

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    0

    0

    q a

    d qd b

    c

    =

    f f

    f T f

    f f

    www4.hcmut.edu.vn/~tuandat.mai

    Bin i PARK

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    0

    2 2cos cos cos

    3 3

    2 2 2( ) sin sin sin

    3 3 3

    1 1 1

    2 2 2

    q q q

    qd q q q q

    +

    = +

    T

    0

    0

    q a

    d qd b

    c

    =

    f f

    f T f

    f f

    www4.hcmut.edu.vn/~tuandat.mai

    Bin i PARK

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    Bin i ngc cho bi:

    V, [T][T]-1=[I]

    1

    0

    cos sin 12 2

    ( ) cos sin 13 3

    2 2cos sin 1

    3 3

    q q

    qd q q q

    q q

    =

    + +

    T

    www4.hcmut.edu.vn/~tuandat.mai

    Bin i PARK

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    Tm li, i vi in p 3pha:

    V dng in 3 pha:

    0

    0

    q a

    d qd b

    c

    v v

    v T v

    v v

    =

    0

    0

    q a

    d qd b

    c

    i i

    i T ii i

    =

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    M hnh CKB trong trc qd0

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    CKB c 2 h thng - rotor v stator bin i v h ta trc giao:

    trn stator,

    vi [Ts]= [T()], ( xc nh)

    v trn rotor,

    vi [Tr]= [T()], ( c xc nh)

    [ ]0qd s abc= T

    0 [ ]dq r r abcr = T

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh CKB trong trc qd0

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    STATOR:

    abc: abcs = Ls iabcs + Lsr iabcr

    qd0:

    qd0s= Ts

    abcs= Ts Ls Ts-1

    iqd0s +Ts Lsr Tr-1

    iqd0r

    ROTOR: abcr = Lsr iabcs + Lr iabcr

    qd0r= Tr abcr= Tr LsrT Ts-1 iqd0s +Tr Lr Tr-1 iqd0r

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh CKB trong trc qd0

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    bin i:

    vi Lar= Lr-Lab

    v tng t i vi

    Vector dng in v in p vn phthuc and .

    t = - r , vi r l v tr rotor.

    1

    0 0

    0 0

    0 0

    ar

    r r r ar

    ar

    L

    T L T L

    L

    =

    1

    s s sT L T

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh CKB trong trc qd0

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    Kt qu:

    TON B L HNG S!!

    1 1

    3 0 02

    30 02

    0 0 0

    m

    T

    r sr s s sr r m

    L

    T L T T L T L = =

    www4.hcmut.edu.vn/~tuandat.maiM hnh CKB trong trc qd0

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    r v phi h trb bin i lm vic

    ( )0qd s abcs abcs abcs s s sd

    v T v T Ri T dt = = +

    1 1

    0 0qd s qd s s s s s

    dT RT i T T

    dt

    = +

    1

    0 0qd s qd ss s

    d Ri T T

    dt

    = +

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh CKB trong trc qd0

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    USdng php nhn o hm:

    ( ) 10 0 0 0qd s qd s qd s qd ss sd d

    v Ri T T dt dt

    = + +

    ( )0 0 0

    0 0

    0 0

    0 0 0

    qd s qd s qd s

    d

    dt

    d dRi

    dt dt

    = + +

    www4.hcmut.edu.vn/~tuandat.mai

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    ..

    ....

    ..

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh CKB trong trc qd0

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    Vi stator :

    Vi rotor :

    0 0

    0 0

    0 0 0

    0 ( ) 0( ) 0 0

    0 0 0

    r

    r

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    M hnh CKB trong trc qd0

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    Phng trnhin p theo stator:

    dsds ds s qs

    dv i r

    dt

    = +

    qs

    qs qs s ds

    dv i r

    dt

    = + +

    00 0

    s s s s

    dv i rdt

    = +

    ( ) drdr dr r r qr dv i rdt

    = +

    ( )qr

    qr qr r r dr

    dv i r

    dt

    = + +

    00 0

    rr r r dv i r

    dt= +

    Phng trnh inp theo rotor:

    Cng thc 2.31 trong ti liu thy Trn Cng Binh

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh CKB trong trc qd0

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    Cc phng trnh (v0s and v0r) c b

    qua i vi iu kin vn hnh cnbng.

    i vi my rotor lng sc,vdr=vqr=0.

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh CKB trong trc qd0

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    Ta cng c thvit tthng stator vrotor:

    0 0 0

    0 0 0

    0 0 3 2 0 0

    0 0 0 3 2 0

    0 0 0 0 0

    3 2 0 0 0 0

    0 3 2 0 0 0

    0 0 0 0 0

    qs as sr qs

    ds as sr ds

    as s

    qr sr ar qr

    dr sr ar dr

    r ar r

    L L i

    L i

    L i

    L i

    L i

    i

    =

    www4.hcmut.edu.vn/~tuandat.mai

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    Ph t h i t t

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    Phng trnh in p trn rotor

    ( ) 0dr r dr e r qr d

    R idt

    + =

    ( ) 0qr

    r qr e r dr

    dR i

    dt

    + + =

    dr r dr m dsL i L i = +

    qr r qr m qsL i L i = +

    1 mdr dr ds

    r r

    Li i

    L L=

    1 mqr qr qs

    r r

    Li i

    L L=

    Da trn s mch tng ng slide pha truc

    www4.hcmut.edu.vn/~tuandat.mai

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    0dr mr

    dr r ds sl qr

    r r

    d LR

    R idt L L

    + =

    0

    qr mr

    qr r qs sl dr r r

    d LR

    R idt L L

    + + =

    sl e r =

    www4.hcmut.edu.vn/~tuandat.mai

    h t th t t i

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    hng tthng rotor trng vi dr, qr=0 => dqr/dt =0

    r rm dsr

    r

    dLL i

    R dt

    + =

    m rl qs

    rr

    L Ri

    L

    =

    r= dr trong trng hp ny

    m dsrL i =

    e r sl = +

    www4.hcmut.edu.vn/~tuandat.mai

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    M hnh CKB trong trc qd0

    Lm sao chn ?

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    Lm sao chn ?Cch tt nht l:

    vi s l tc ng b.Cch la chn ny lm in p 3 c a vostator trng c v cn bng.

    sdt

    d

    =

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh ng cDC

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    ng c khng ng b c th c trng thi nh ng cDC nu iu khin uc thc hin trong h quy chiu quayd-q, trong cc i lng bin thin c gi tr nh ilng DC trng thi n nh.

    2 ng vo iu khin ids v iqs c th s dng cho bin tn

    iu khin vector.

    www4.hcmut.edu.vn/~tuandat.mai

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    Vi iu khin vector: ids (induction motor) If (dc motor) iqs (induction motor) Ia (dc motor)

    Momen cho bi cng thc sau:

    Trong ,l gi tr nh ca bin vector khng gian

    '

    e t qs t ds qsrT K i K i i= =r r =

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    M hnh CKB trong trc qd0

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    Momen ng ctrong khng gian dq

    cho bi:

    vi P= # sccnn:

    vi = momen ti

    ( )3

    2 2m qr dr dr qr

    Pi i

    =

    ( )r

    m l

    d

    J dt

    =

    l

    www4.hcmut.edu.vn/~tuandat.mai

    M hnh CKB trong trc qd0

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    V d: Phng trnh cho 3 pha cn bng3, lng sc, ng ckhng ng b 2cc:nh lut bo tan:

    ( )3

    2m qr dr dr qr i i =

    0 3 2 0

    0 0 3 2

    3 2 0 0

    0 3 2 0

    qs as sr qs

    ds as sr ds

    qr sr ar qr

    dr sr ar dr

    L L i

    L L i

    L L i

    L L i

    =

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    M hnh CKB trong trc qd0

    Phng trnh trng thi:

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    Phng trnh trng thi:

    r= tc rotor= tc h quy chiuJ= momen qun tnh

    l = momen ti

    ds s ds qs ds

    dr i v

    dt =

    qs s qs ds qs

    dr i v

    dt = +

    ( )dr r dr r qr

    dr i

    dt =

    ( )qr r qr r dr d r idt

    = +

    ( )m lrd

    dt J

    =

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    dr r dr m dsi L i = +

    qr r qr m qsi L i = +

    1 mdr dr ds

    r r

    Li i

    L L=

    1 mqr qr qs

    r r

    L

    i iL L=

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    Nguyen l iu khin vector

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    *

    *

    l m rs

    qs r r

    RK

    i L

    = =

    *

    e sl r = +

    edt =

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    M hnh dq0 C KB trong h quychiu tnh

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    M hnh dq0 CKB trong h quy tnh cthc c bng cch t =0.

    M hnh ny cn c gi l m hnhStanley.

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    M hnh dq0 C KB trong hquy chiu tnh

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    M hnh dq0 C KB trong hquy chiu tnh

    Phng trnh in p Stator v Rotor:

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    g p

    qs s qs qs

    dv r i dt= +

    ds s ds ds

    dv r i

    dt= +

    qr r qr qr r dr dv r idt

    = +

    dr r dr dr r qr

    dv r i

    dt = + +

    0 0 0 s s s s

    dv r i

    dt= + 00 0

    rr r r

    dv r i

    dt

    = +

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    M hnh dq0 C KB trong hquy chiu tnh

    Ph t h t th

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    Phng trnh tthng:

    0 0

    0 0

    0 0 0 0

    0 0 0 0

    0 0 0 0 0

    0 0 0 0

    0 0 0 0

    0 0 0 0 0

    qs ls m m qs

    ds ls m m ds

    ls s

    qr m lr m qr

    dr m lr m dr

    r lr r

    x x x i

    x x x i

    x i

    x x x i

    x x x i

    x i

    + +

    = + +

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    M hnh dq0 C KB trong hquy chiu tnh

    Ph t h

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    Phng trnh momen:

    3 ( )2 2

    em qr dr dr qr PT i i =

    3( )2 2

    ds qs qs ds

    Pi i =

    3

    ( )2 2 m dr qs qr dsP

    x i i i i=

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    qd0 Induction Motor Model in

    Synchronous Reference Frame

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    yKhi gn h quy chiu quay trng vi

    ttrng quay ng b = e M hnh Kron

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    qd0 Induction Motor Model inSynchronous Reference Frame

    (contd)

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    ( )

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    qd0 Induction Motor Model inSynchronous Reference Frame

    (contd)Phng trnh in p sator v rotor

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    Phng trnh in p sator v rotorqs

    qs qs s e ds

    dv i r

    dt

    = + +

    dsds ds s e qs

    dv i r

    dt

    = +

    00 0 s s s dv i r

    dt= +

    ( ) drdr dr r e r qr d

    v i rdt

    = +

    ( )qr

    qr qr r e r dr

    dv i r

    dt

    = + +

    00 0

    rr r r

    dv i r

    dt

    = +

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    qd0 Induction Motor Model inSynchronous Reference Frame

    (contd)Phng trnh t thng:

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    Phng trnh tthng:

    0 0

    0 0

    0 0 0 0

    0 0 0 0

    0 0 0 0 0

    0 0 0 0

    0 0 0 0

    0 0 0 0 0

    qs ls m m qs

    ds ls m m ds

    ls s

    qr m lr m qr

    dr m lr m dr

    r lr r

    x x x i

    x x x i

    x i

    x x x i

    x x x i

    x i

    + +

    = + +

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    qd0 Induction Motor Model inSynchronous Reference Frame

    (contd)Phng trnh momen:

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    Phng trnh momen:

    3 ( )2 2

    em qr dr dr qr PT i i =

    3( )2 2

    ds qs qs ds

    Pi i =

    3

    ( )2 2 m dr qs qr dsP

    x i i i i=

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    Induction Motor Model inSynchronous Reference Frame

    Example

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    V d Krishnan

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    Steady State Model of InductionMotor

    in p v dng in cho mt CKB

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    in p v dng in cho mt CKBtrng thi n nh withvi pha3 cnbng uc cho bi:

    cos( )as ms ev V t=

    2cos( )

    3bs ms ev V t

    =

    4cos( )3

    cs ms ev V t=

    cos( )as ms e si I t =

    2cos( )

    3bs ms e si I t

    =

    4cos( )3

    cs ms e si I t =

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    Steady State Model of InductionMotor (contd)

    Tng t in p v dng in ca rotor

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    Tng t, in p v dng in ca rotorquay vi trt s:

    cos( (0) )ar mr e r v V s t = cos( (0) )ar mr e r r i I s t =

    2cos( (0) )

    3br mr e r v V s t

    =

    4cos( (0) )3

    cr mr e r v V s t =

    2cos( (0) )

    3br mr e r r i I s t

    =

    4cos( (0) )3

    cr mr e r r i I s t =

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    Steady State Model of InductionMotor (contd)

    Bin i abc qd0 vi trc d trng vi

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    Bin i abc qd0 vi trc d trng vitrc a ca stator:

    vis

    vr

    = thnh phn qd0 trong h quychiu dng v h quy chiu quay

    ej ts ss qs ds msv jv V e = =vv

    ej t s s js qs ds msi ji I e e

    = =iv

    ( (0) )( ) ( )

    ( ) ( )e rr r j s t t j tr r

    r qr dr mr v jv e V e e

    = =vv

    ( (0) )( ) ( )( ) ( )e rr r j s t t j tr r

    r qr dr mr i ji e I e e = =i

    v

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    Steady State Model of InductionMotor (contd)

    trng thi n nh tc quay ca

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    trng thi n nh tc quay carotor la e(1-s),

    Phng trnh ny dng n ginha in p rotor v vector khng giandng in m trthnh:

    ( ) (1 ) (0)r e rt s t = +

    ej t s s j

    r qr dr mr v jv V e e

    = =vv

    ( ) er tjs sr qr dr mr i ji I e e

    += =iv

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    Comparison of Constant Voltagevs. Constant Current Operation

    Cho ng cKB 20 hp, 2 cc,60Hz, 220V 3 c

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    g p, , ,cc thng s(quy i) v stator nhsau:

    rs = 0.1062 xls = 0.2145 rr = 0.0764 xlr = 0.2145 xm = 5.834 Jrotor= 2.8 kgm2

    Tnh Ls,Lr,Lm, t xc inh cc gi tr isq, isd cnthit momen in tTe=4Nm. T suy ratthng rotor rotor ?

    (thi gian lm bi : 10 pht )

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    Lm=xm/omega=0.0155 (H)L L / 0 000567 (H)

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    Lr-Lm=xlr/omega=0.000567 (H)

    Ls-Lm=xls/omega=0.000567 (H)Omega= 2*pi*f

    Ids*iqs=2/3*Lr/Lm2*Te.

    Xt 1 trng hp n gin ids=1 Amp

    Suy ra lamdar= .

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    M hnh p c lngtthng

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    M hnh dng c lng tthng

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    B ngun p (VSI)

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    B ngun dng (CSI)

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    Nhng vn khc, xem trong

    Ti liu ting Anh.Ti liu thy Trn Cng Binh

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    Ti liu thy Trn Cng Binh.

    Ti liu Bin tn v thit kbin tn

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    Tnh tan tt c cc gi tr cn thitcho vic iu khin nh hng t

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    cho vic iu khin nh hng tthng rotor gin tip. Xem nhmt

    ng ckhng ng b lng sc 4cc ni Y c cc tham sti 50 Hznhsau:

    Lit k cc thng sm chng tacn tnh tan