Bai Giang Bao Ve Role Trong Nha May Dien - Nha May Thuy Dien Son La

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    11/2/2013 Ging vin: Nguyn Xun Tng

    B mn H thng ini hc Bch khoa H Ni

    Email: [email protected]

    H THNG HA & CP NHT KIN THCBO V RLE TRONG NH MY IN

    (NH MY THY IN SNLA)

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    Chng 01

    3

    My bin p dng in(dng cho h thng rle bo v ) Nguyn l hot ng Qui c cc tnh

    S thay th - Sai s ca my bin dng in Bin dng in hot ng ch bo ha - Hin tng h mchth cp bindng

    Phn bit bin dng dng cho o lng v bo v Kt cu ph bin ca BI u, nhc im

    Phng thc o lng thnh phn dng in th t khng

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    Tn gi chung: BI, CT, TINhim v:

    Bin i t l dng in s cp th cp (5Ahoc 1 A)Cch lymch s cp v th cpTo s phi hp dng in gia cc pha

    4

    My bin dng in

    BI cao p BI h p S nguyn l{

    Is cp*ws cp = Ith cp*wth cp

    Nguyn l{ hot ng

    CT: Current Transformer (ting Anh)

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    S thay th

    Sais ca BIxut hin do tn ti ca dng t hain p xut hin pha th cpVth cp=Ith cp*(Zcun th cp+Zdy dn ph + Zthit b ni vo)Ti tng Vth cptng tng dng t ho Ie tng sai s ca BI

    Xm: c gi tr t 100-10.000 (c gi tr ln vi cc BI ct s bin ln)

    5

    My bin dng in

    V th cp

    Z cun th cp

    BI ltng

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    Sai s ca BI

    Sais gc (angle error) Sais v ln (ratio error) Sais tng hp (composite error)

    6

    My bin dng in

    V thcp

    Z cun thcp

    BI ltng

    Sais hay cp chnh xcca BIc cho theo sai s tng hp

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    c tnh t ha ca BIQuan h gia dng in t ha cn thit (Ie) sinh ra mt inp h mch V

    im gp VK:L mt im trn ng cong t haT : tng in p ln thm 10%cn tng dng t ha 50%

    7

    My bin dng in

    in p im gp VK(Knee-point)

    Vng lm vic tuyn tnh

    Vng bo ha

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    c tnh t ha ca BITh nghim xc nh c tnh t ha

    8

    My bin dng in

    B to dng

    BI

    Bng kt qu

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    Quic cc tnh (theo IEC 60044-1)Cn thit vi : bo v lm vic da theohng dng in.Cc tnh cng tn c nh du : hnhsao, chm trn, chm vung...

    Trn bn v: cc tnh cng tn v cnhnhau. Xcnh nhanh cc tnh BI:

    Coichiu dng in i t pha s cp qua

    rle khng i chiu

    9

    My bin dng in

    Rle

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    Khai bocc tnh ca my bin dng (rle s)10

    My bin dng in

    im u sao v pha ng dy im u sao v pha thanh gp

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    Qui c cc tnh11

    My bin dng in

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    Hin tng h mch th cp BIGy qu in p nguy him

    12

    My bin dng in

    BI ltng

    H mch

    o H mch th cp: ton b dng s cp lm nhim v t ha lio Li t b bo hao T thng tn ra ngoi li thp

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    Hin tng h mch BIDng sng in p u ra ca BI khi h mch

    13

    My bin dng in

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    S thay th khi BI b bo ha Dng khi tnh tonbo v so lch tng tr cao Khi BIb bo ha:

    Dngu vo tng cao

    Dngu ra c dng xung nhn gi tr hiu dng rt nhNh vy: c th coi l c dng u vo BInhng khng c dng ura dng u vo khp mch qua nhnh t ha tng ngvi vic tng tr nhnh t ha gim rt thp, coi nh xp x bng 0

    14

    My bin dng in

    BI ltng

    X

    =0

    Z s cp Z th cp

    S thay th khi BIb bo ha

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    Hin tng h mch BIC cu ni tt mch dng khi tho thit b nh th

    15

    Rle,ng ho...

    Rle,ng ho...

    My bin dng in

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    Ti danh nh &Cp chnh xcMt BI: cnhiu cun th cp - phc v cc mc ch khcnhau.Ti danh nh v chnh xc ca cc cun th cp ny tuzthuc vo loi ti.

    Ccdng c o (kW, KVar, A, kWh, kVArh):Yucu chnh xc trong ch ti bnh thng hoc nh mc.Phm vihot ng chnh xc trong khong 5120%ca dng in chnh xc thng l: 0.2 hoc 0.5 vi chun IECHoc 0.15 hoc 0.3 hoc 0.6 vi chun IEEE.

    16

    Thng s ca my bin dng in

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    So snh BI dng choo lng bo v rle17

    Thng s ca my bin dng in

    Hng mc so snh BI dng cho o lng BI dng cho bo v rlePhm vi hot ngchnh xc

    (0,051,2)x Inh mc(o dng ti bnh thng hoc qu ti chophp)

    ti (10-20-30)x Inh mc(m bo o c dng s c)

    Lit Bo ha nhanh bo v cc dngc o khis c, dng intng cao(bo ha trong khong 520 ln Im)

    in p bo ha cao hn(VK)(kh b bo ha)

    chnh xc chnh xc cao0.2 hoc 0.5 vi chun IEC0.15 hoc 0.3 hoc 0.6 vi chun IEEE

    chnh cc thp hn 5P hoc 10P theo chun IEC

    Thit b ni ti kW, KVar, A, kWh, kVArh Rle, b ghi s c

    La chn cp 5P hay 10P tythuc loi bo vBo v so lch tng tr cao 3PBo v qu dng in 10P

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    BI cho bo v rleCng sut nh mcCp chnh xcC thm thng s ALF: h s giihn dng in theo chnh xc

    18

    V d thng s ca my bin dng in

    5P20 30VA

    Cp chnh xc 5P

    P: dng cho mcch bo v rle

    (Protection) H s gii hn dng: 20Ti 20 ln dng nh mc, BI vnm bo sai s theo tiu chun

    Cng sut nh mc 30VA

    BI cho o lng Cngsut nh mcCp chnh xc

    30VA Cp chnh xc 0,5

    Cp chnh xc 0,5

    Cng sut nh mc 30VA

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    BIo lng19

    Qui nh sai s BI

    Theo tiu chun IEC 60044-1

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    BIbo v20

    Qui nh sai s BI

    Theo tiu chun IEC 60044-1

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    So snh ng cong t ha ca BIo lng v bo v21

    Qui nh sai s BI

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    Theo tiu chun IEEE C57.1322

    Qui nh sai s BI

    BI dng chobo v

    BI dng choo lng

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    Dng cho mc ch c bitBo v so lch thanh gp

    C rt nhiu BICc BI phi c cng c tnh lm vic gim dng khng cn bng

    Bin dng cp X: thng s c cho chi tit hnDng nh mcT s binin p im gp VKDng in kch t ng vi in p im gp

    in tr ln nht cho php pha mch nh th

    23

    My bin dng in cp X (hay PX theo IEC)

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    Thc t, mi BI c th c:1 hoc 2 cun th cp- Mc ch o lng2 ti 4 cun th cp-ng dng bo v rle.

    24

    My bin dng in

    Cun s cp

    Cc cun th cp

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    Thit k BIph bin Li t v cun dy nm trong thng cha thp gn vi t(Dead tank type ), dy th cp chy un theo hnh ch U

    Lit v cun dy nm trong thng cha pha trn nh (Livetank type), dy th cp thng chy thng qua li t.Loi hn hp

    25

    My bin dng in

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    BI loi thng cha bn di (Dead tank)Trng tm thp, n nh v mt c kh

    C th ch to vi li t loi to m khnggy qu ti v mt c kh i vi s cch

    in

    Dy s cp c chiu di ln nn gy phtnng nhiu hn hn ch v dng nnh nhit (ln nht 63kA/1 giy)

    26

    My bin dng in

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    BI loi thng cha bn trn (Live tank)Dydn s cp ngn, gim pht nhitC dng nh mc v dng n nh nhitcao hnTrng tm cao hn, km n nh v mt ckh so vi loi thng cha di (dead tank)Khi ch to vi li t ln c th gy titrng ln v mt c kh i vi s cchin.Kh lm mt cccun th cp

    Loi hn hp

    27

    My bin dng in

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    Bin dng chn s (Bushing CTs)28

    My bin dng in

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    Nguyn l:Dng BIt ti trung tnh ca MBA

    Dngin chy qua trung tnh my bin p: I A+IB+IC = 3I0 Sais php o ch do mt BI gy ra:

    chnh cao Tuy nhincn c dy trung tnh t BI

    29

    o lng dng in th t khng (3I0)

    Ia+Ib+Ic=3I0 A

    B

    C

    BItrung tnh 3I0 3I0

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    Nguyn l:Dng 3 BI ringbit

    Dos dng 3 BI ringbit nn s c sai s gia cc BI

    ch bnh thng, pha s cp l i xng: lun c dng in chy quarle do sai s ca BICh s dng o dng chm t ln dng mng in c dng chm t ln:mng in trung tnh ni t trc tip

    30

    o lng dng in th t khng (3I0)

    I a

    I b

    I c

    RoleI a I b I c 3I 0 + + =

    Role

    3I 0

    V rt gn

    Ia+Ib+Ic=3I0

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    BI th t khngu ng: dy ni t v cp chy xuyn quali t

    32

    o lng dng in th t khng (3I0)

    Rle

    V kimloi ca cp

    BI0

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    BI th t khngNgc li - u sai: dy ni t v cp khng chy xuyn qua li t

    Dng in chy qua v cp c th trit tiu dng in s c (honton hoc mt phn): rle c th khng nhn c thng tin s c.

    33

    o lng dng in th t khng (3I0)

    Rle

    V kim loi ca cp

    BI0

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    u ni BI lc thnh phn TTKng dng ca BI th t khng

    Do ch s dng mt li tsai s o lng rt nhS dng cho cc mng in c dng chm t nh (mng in c trung tncch in hoc ni t qua cun dp h quang)

    Do c 3 pha chy qua li tng knh li t ln kch thc BI lnthch hp trang b vi ng cp hoc u cc my pht in

    34

    o lng dng in th t khng (3I0)

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    Bo v chng chm t nhy cao (Aptomat chng git)35

    ng dng dn dng ca BIth t khng

    Nt bm th nghimin tr mch th nghim

    Cun dy mch th nghim

    Ti(VD:Bnh nng lnh) S c chm v(chm t)

    Cun ly tn hiu dngchm t (dng so lch)

    Cun ht ca Aptomat

    Ngun cp

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    Chng 01

    36

    My bin in p(dng cho h thng rle bo v ) Nguyn l hot ng Qui c cc tnh S thay th - Sai s ca my bin in p BU kiu t phn p u, nhc im Phng thc o lngthnh phn dng in th t khng

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    Tn gi: BU, VT, PT (potential transformer)Nhim v

    Bin i t l in p s cp sang in p th cp theo tiu chun(100Vhoc 110V)Cch lymch s cp v cc thit b, ngi vn hnh bn th cp

    Quic cc tnhCc tnh cng tn c nh du : hnh sao, chm trn, chmvung...Trn bn v: cc tnh cng tn v cnh nhau.

    37

    My bin in p (BU)

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    in p danh nh s cp v th cpBU ngoi tri thng s dng in p pha:

    in p danh nh ca cun s cp l in p danh nh ca li in.ng dng o lng: phm vi in p lm vic: 80120%ng dng bo v rle: t 0.05 1.5 hoc 1.9 ln in p danh nh.

    38

    My bin in p (BU)

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    BU kiu tphn pBU loi cm ng in t thng thng

    La chn kinh t nht i vi cp in p ti 145kVBU kiu t phn p (CVT Coupled Voltage Transformer)

    La chn khi dng cp cao p

    Thng c s dng kt hp vi h thng thng tin ti ba PLC

    39

    My bin in p (BU)

    u cao p

    in khng b

    Tphn

    p Mch dp dao ng cng

    hng

    BU cm ngthng thng

    u ra

    K{ hiu trn s

    520kV

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    Cu trc BU kiu tphn p1. Bnh gin du2. Cc t phn p5. in khng b7. BU loi cm ng thng thng

    (in p thp)8. u cc cao p

    40

    My bin in p (BU)

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    BU kiu t phn pin khng b: c tnh ton trit tiu thnh phn dungkhng ca t phn p

    Tng tr ngun nhn t pha ti l xp x 0 cng sut u ra ly raln nhtBdch pha do t phn p gy ra

    Mch gim dao ng cng hng: l in tr ti, c th ni cun

    tam gic h

    41

    My bin in p (BU)

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    S nguyn lca BUt phn p Siemens42

    My bin in p (BU) Tham kho

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    S nguyn lca BUt phn p GE43

    My bin in p (BU) Tham kho

    b

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    Cc loi BUH s gii hn in p Vf

    Khixy ra s c trong HT: U pha c th tng ln ti mt gi tr l Vf lnUdanh nh.Tiu chun IECa ra cc gi tr h s Vf nh sau:

    1.9 i vi cc h thng c trung tnh khng ni t trc tip 1.5 i vi cc h thng c trung tnh ni t trc tip

    Lit ca cc bin in p khng c php bo ho khi in p tngti cp in p gii hn theo h s Vf .

    44

    My bin in p (BU)

    bi i ( )

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    Cp chnh xc theo tiu chun IEC 60044-2

    Cng sut danh nh (cos=0,8)10, 15, 25, 30, 50, 75, 100, 150, 200, 300, 400, 500 VA

    45

    My bin in p (BU)

    Cpchnhxc

    Sai s gii hn

    Ti % in pnh mc

    Sai s ln%

    Sai s gc pha(pht)

    ng dng

    Chun ha dng c otrong cng nghip

    ng h o

    Ti % ti nhmc

    Phng th nghim

    o m chnh xc

    Bo v rle

    Vf: H s gii hn in p

    Bo v rle

    o m tiu chun

    l i h

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    Nguyn l UA+UB+UC=3U046

    o lng in p th t khng (3U0)

    l i h

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    S dng BUt ti trung tnh

    Dng ba BUloi mt pha

    47

    o lng in p th t khng (3U0)

    S cp

    Th cp

    M bi i (BU)

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    B lc in p TTK (U0)Dng BU loi 3 pha 5 tr

    in p TTK ly ra t cun tam gic h

    48

    My bin in p (BU)

    Scp

    Thcc p

    3V 0

    ABC

    A B C N

    o c in p th t khng:o Phi c ng dn cho t thng TTKo Cn thm 2 tr (khng qun dy)o Trung tnh cun s cp phi ni t (nu khng s ch o c thnh phn hi

    N d i hi

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    Auxiliary power supplyCu hnh

    49

    Ngun t dng in p mt chiu

    Anti-paralleling diodesFor preventing high circulating currents

    If one battery be faulty The fullycharged battery cannot discharge into it

    Float charger Charge a battery at a similar rate as a batteryself-discharges Thus maintaining a full capacity battery. Used where the battery rarely gets discharged

    Boost charger Charge a battery at a high current forshortening charging time Enables the quick charging of depletedbatteries.

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    Chng 02

    50

    Cc nguyn lbo v trong HT Nguyn l bo v qu dng/qu dng ct nhanh/ chm t /c hng Nguyn l bo v so lchdng in c hm Nguyn l bo v tng tr thp (BV khongcch)

    Cc nguyn l bo v khc

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    51

    Nguyn lbo v qu dng Nguyn l bo v qu dng c thi gian (51):

    o

    Dng in khi ng- Thi gian t o c tnh lm vic (c lp vs. ph thuc)

    Nguyn l bo v qu dng ct nhanh (50)o Nguyn l m bo chn lc - Dng in khi ng

    Nguyn l bo v qu dng th t khng c thi gian/ ct nhanh

    (50/50N)o Dng in khi ngo nhy

    Nguyn l bo v qu dng in c hng(67)

    Chng02

    N l{ b d thi i

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    Bo v qu dng (I>hoc 50 & 51):Chng li cc dng s c qu dng mt pha, hai pha & ba pha v s cchm t.

    Bo v khi ng khi:Dng in ca mt pha, hai pha hoc c ba pha vt qu mt gi tr c ci t trc trong rle.

    Cth lm vic vi thi gian tr m bo tnh chn lc

    Thi gian tr c th l c lp so vi dng in hoc ph thucvo dng in hai loi c tnh thi gian tc ng

    52

    Nguyn l{ bo v qu dng c thi gian

    Ng l{ b d g thi gi

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    Bo v qu dng vi c tnh thi gian c lp:Thi gian lm vic (tr) ca bo v khng ph thuc vo ln dngn mch

    53

    Nguyn l{ bo v qu dng c thi gian

    +

    Iqua r le

    Thi gian lm vic

    Ikhi ng

    t lm vickhng i theo dng in

    Ng l{ b d g thi gi

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    Bo v qu dng vi c tnh thi gian ph thuc:Thi gian lm vic: ph thuc t l nghch vo ln ca dng ingn mchTrong thc t th thi gian tc ng t l vi t sIngn mch / Ikhi ng

    54

    Nguyn l{ bo v qu dng c thi gian

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    Tnh ton thi gian lm vic

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    m bo tnh chn lc gia cc bo v bng phn cp thi gian Tn gi: bo v qu dng lm vic c thi gian (I> hay 51) Nguyn tc:

    Khi cs c c th nhiu bo v cng khi ngTuy nhin, bo v gn ch s c nht s phi tc ng trc

    S c ti N2: BV2khi ng & BV1 cth cng khi ng cngm thi gianBV2phi tc ng loi tr s c, BV1 khi s tr v t thi gian

    tBV2 I>1 2

    N2

    Tnh ton thi gian lm vic

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    BV2phi tc ng loi tr s c, BV1 khi s tr v t thi giantBV2

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    Nguyn tc: m bo tnh chn lcbng phn cp dng inS c ti phn on no: ch bo v ti c php khi ng

    Ccbo v khng cn phi hp thi gianThi gian tc ng t xp x 0 giy (thng t 50 80ms) tn gi:bo v qu dng ct nhanh (50 hay I>>)Do cchchn lc bng dng in dng in khi ng tnh theo:

    Ik=Kat*Ingn mch ngoi vng max (H s Kat=1,1 1,2)

    Khngbo v c ton b i tng khng s dng lm bo vchnh

    58

    Nguyn l{ bo v qu dng ct nhanh (50 hay

    Nguyn l{ bo v qu dng ct nhanh (50 hay

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    Vngc bo v ct nhanhIk=Kat*Ingn mch ngoi vng max (H s Kat=1,1 1,2)

    Dngngn mch gim dn khiim ngn mch i xa ngun ln dng ngn mch ph thuc vo ch ca h thngV ng cong biu din dng ngn mch Inmax & Inmin dc ng dy

    59

    Nguyn l{ bo v qu dng ct nhanh (50 hay

    L(km)

    I> I>1 2

    IN

    Inmax

    Inmax

    Ik BV1

    Ik BV2

    Lct nhanh min

    Lct nhanh max

    Lct nhanh min=0

    Lct nhanh max

    Phn bit chc nng I> & I>> (51 & 50)

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    Bo v qu dng

    60

    Phn bit chc nng I> & I>> (51 & 50)

    Khi ng khi:Ingn mch >Ikhi ng

    Bo v qu dng c thi gian(I> hay 51)

    Dng khi ng tnh theo dnglm vic ln nht (Ilvmax)Khi xy ra s c c th c bov ti ch v bo v pha trncng khi ngm bo tnh chn lc: phihp phn cp thi gian (t)C th dng lm bo v chnh

    Bo v qu dng ct nhanh(I>> hay 50)

    Dng khi ng tnh theo dngngn mch ngoi ln nht(In ngoi max)

    Khi xy ra s c: ch bo v tiphn on s c khi ngKhng cn phi hp thi gian(ct nhanh)Khng bo v c ton b i

    tng ch l bo v d phng

    Bo v qu dng th t khng (I> hay 51N)

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    S dng b lc dng in th t khng

    Tnh ton dng khi ngch bnh thng:

    Lthuyt: dng qua rle bng 0Thc t : do cc BI c sais dng in qua rle khc 0 rle khng tc ng: t dng khi ng ln hn dng in sinh ra do sais ny

    Gitr ci t: Ikhi ng 51N =(0,10,3)I nh mc BI

    Ch s c: dng in qua rle tng gp nhiu ln bo v tcngDo gitr khi ng t thp bo v c nhy cao

    61

    Bo v qu dng th t khng (I0> hay 51N)

    I a I b I c 3I 0 + + =

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    V d: bo v qu dng cho mt ngn l

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    64

    V d: bo v qu dng cho mt ngn l

    A

    B

    C

    I> I> I>

    I>> I>> I>>

    I0>

    I0>>

    S c hai pha N(2)

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    Bo vqu dng c hng(67)

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    66

    Bo v qu dng c hng (67)

    I> = I> + WI>

    +

    -

    I> 1 I> 5I>4 I>6I> 3I>2HT1 HT2

    Gii php: s dng bo v qu dng loi c nh hngBo v qa dng c hng ch tc ng khi:

    Dng in chy qua bo v theo hng qui nh (hng dng-thng qui c t thanh gp ng dy)Dng in vt qua gi tr khi ng ca bo v

    C th phn chia ra 2 nhm bo v

    Bo vqu dng c hng(67)

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    V phng din bo v rle: ng dy hai ngun cphaimch hnh tia

    67

    Bo v qu dng c hng (67)

    I> 1 I> 5I>4 I>6I> 3I>2HT1 HT2

    I> 1 I> 5I> 3HT1

    I>4 I>6I>2 HT2

    tBV5tBV3=tBV5+ ttBV1=tBV3+ t 0,511,5

    tBV2 tBV4=tBV2+ t tBV6=tBV4+ t0,3 0,8 1,3

    Bo vqu dng c hng(67)

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    Kim tra s lm vic ca bo v:68

    Bo v qu dng c hng (67)

    I> 1 I> 5I>4 I>6I> 3I>2HT1 HT20,511,5 0,3 0,8 1,3

    N1

    I> 1 I> 5I>4 I>6I> 3I>2HT1 HT20,511,5 0,3 0,81,3

    N2

    Phn t nh hngcng sut

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    Phn t nh hng cng sut:Vecto in p thng c dng lm i lng tham chiu

    69

    Phn t nh hng cng sut

    S u ni b phn nh hng

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    B nh hng cng sut:S dng in p lm i lng tham chiuc u ni m bo: rle c nhyv tc ng ng trong mi trng hp.S u ni tiu chun i vi cc rle

    s v rle tnh l s 900

    Chitit phng thc u ni: Dngin t mt phain p dy ca hai pha cn li

    Gi thit cos=1 hay =00 th in p thamchiu v dng in to vi nhau gc 900chnh l tn gi ca s

    70

    S u ni b phn nh hng

    S u ni b phn nh hng

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    L dochn in p l i lng tham chiu:Khixy ra s c ba pha: in p gim thp, nu s dng in p phath rle nh hng c th khng nhy, s dng in p dys tng c gi tr in p a vo rle.

    Khixy ra s c pha-pha v d gia pha 1 & 2: in p U12 c th rtthp (c th bng 0 nu s c gn bo v) rle nh hng khng nhy, trong khi in p U23 vn cn ln phi s dngin p dy vi pha khng s c cn li lm in p tham chiu.

    71

    S u ni b phn nh hng

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    72

    Nguyn lbo v so lch Nguyn l bo v so lch dng in (87) Nguyn l bo v so lch dng in c hm

    o Nguyn l hot ngo La chn h s hmo Ni t BI

    Nguyn l bo v so lch tng tr cao (87H)

    Nguyn l bo v so snh pha dng in

    Chng02

    Nguyn l{ bo v so lch dng in

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    Thit b

    So snh tng dng in i vo &i ra ca i tng c bo

    v: tng dng in ny khc 0bo v tc ng.

    Ch bnh thng:Dng in chy qua rle nh hnh vDng chy qua rle: l dng chnh lch do sai s ca BI cc pha

    73

    Nguyn l{ bo v so lch dng in

    Bnh thng

    Irle= +

    Nguyn l{ bo v so lch dng in

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    Ch s c ngoi vng:Dng in l dng s c c gi tr lnsai s BI ln hnPhn b dng in tng t ch bnh thngDng in chy qua rle s lnchnh nh rle khng tc ng

    dng khi ng ln, gim nhy

    Vng bo v:gii hn bi v tr t cc BI

    74

    Nguyn l{ bo v so lch dng in

    S c ngoi

    Thit b

    Nguyn l{ bo v so lch dng in

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    Ch s c trong vng:Dng in chy qua rle bng tng dng hai phac gi tr lnrle s tc ng ngay

    75

    Nguyn l{ bo v so lch dng in

    S c trong vng

    Thit b

    Irle= +

    Nguyn l{ bo v so lch dng in

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    Tng kt:76

    Nguyn l{ bo v so lch dng in

    Irle= +

    S c trong

    Thit b

    Irle= +

    S c ngoi

    Irle= +

    Bnh thng

    Dng in chy qua rle l do sai s BIDng in chy qua rle l tndng s c

    Nguyn l{ bo v so lch dng in c hm

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    Bo v rle so lch thng thngcc rle c th tc ng

    nhm do:Sai s ln ca cc BI khi ngn mch ngoiChuyn u p...

    Bo v so lch c hm:hot ng da theo t hp ca hai loi

    dng in so lch (Isl ) & hm (Ih):S c ngoi vng: dng hm c gi tr ln dng so lch nhS c trong vng: dng hm nh- Dng so lch ln.

    77

    Nguyn l{ bo v so lch dng in c hm

    Nguyn l{ bo v so lch dng in c hm

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    T hp dng in cho bo v rle so lch c hmS dng cc bin dng trung gian (BITG)T hp thm ra dng in hm (Ih)

    78

    Nguyn l{ bo v so lch dng in c hm

    Nguyn l{ bo v so lch dng in c hm

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    T hp dng in cho bo v rle

    so lch c hm

    Vit phng trnh cn bng sc tng cho cc BITG

    79

    Nguyn l{ bo v so lch dng in c hm

    BITG2 BITG1I1*w1-I2*w1=Isl*w2Chn w

    1=w

    2Isl=I1 - I2

    I1*w3+I2*w4=Ih*w5Chn w

    3= w

    4= w

    w5=2*w Ih=0,5*( I1 + I2)

    Tng qut:Ih=K h*(I1+I2)K h: h s hm, c th iu chnhthayi theo s vng cun w5

    Nguyn l{ bo v so lch dng in c hm

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    Bng cch s dng BI trung gian, cth to ra t hp Xts vn hnh Bo v so lch c hm

    80

    guy { bo v so c d g c 1 2

    1 2

    =( )

    ( ) sl

    h h

    I I I

    I K I I

    I 1 I 2

    I sl

    I h=K h* (I 1+I 2 )

    100% (I 1+I 2 )

    I 1

    I 2

    I sl

    I h=K h* (I 1+I 2 )

    100% (I 1+I 2 )

    (I h)> (I sl ) bo v khng

    tc ng

    (I h)< (I sl ) bo v tc

    ng

    Ch bnh thng hoc s c ngoi Ch s c trong vng

    Nguyn l{ bo v so lch dng in c hm

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    La chn h s hmTng h s hm (Kh): rlehm tt nhy tcng ca rle km i.Hiu ng ngc li khi gimh s hm

    H s hm c th c iuchnh bng cch thay i svng dy cun w5.

    81

    g y { g

    I sl

    I h=K h* (I 1+I 2 )

    100% (I 1+I 2 )

    I 1

    I 2

    I sl

    I h=K h* (I 1+I 2 )

    100% (I 1+I 2 )

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    Bo v so lch c hm

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    Ni t BI

    83

    Ni t ti mt im

    Ccrle c: c lin h trc tipv in gia cc pha

    Phi ni t ring tng mch

    Ccrle s: mch dng ca ccBI cch lyv mt in

    Vn ni t BI vi bo v so lch

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    Ni t BI

    84

    Bo v so lch MF

    Bo v so lch MBA

    BI trunggian

    BI trung gian Rle c

    Rle s

    Bo v so lch c hm

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    Ni t BI

    85

    Bo v so lch tng tr cao

    Rle

    Bo v so lch c hm

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    Ni t BI

    86

    Bo v so lch tng tr cao

    Nguyn l{ bo v so lch tng tr cao (87H)

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    Bo v so lch c th tc ng nhm khi BI b bo ha

    V d hin tng bo ha ca cc BI vi bo v thanh gp

    87

    g y g ( )

    Vng bo v

    S c trong vng bo v

    Vng bo v

    S c ngoi vng bo v

    Bo ha

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    Nguyn l{ bo v so lch tng tr cao (87H)

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    Xts n gin: thanh gp ch gm hai ngn l90

    g y g ( )

    IBI1

    BI2

    Bo ha

    IBI1Ltng

    Z s cp Z th cp

    X

    >> 0 X =0

    Z s cpZ th cp

    BI2Ltng

    Gi tr rt ln(coi lhmch)

    Gitr xp x 0(ni tt)

    Nguyn l{ bo v so lch tng tr cao (87H)

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    Xts n gin: thanh gpch gm hai ngn l91

    g y g ( )

    IBI1Ltng

    Z s cp Z th cp Z s cpZ th cp

    BI2Ltng

    Nhnh song song

    BIb bo ha: khng c dng th cp BI cnli: dng cp ra khp mch qua rle v tng tr th cp BIb boha c dng qua rle rle s tc ng (tc ng sai)Gii php: hn ch dng qua rle bng cch ghp ni tip mt in trc gi tr ln rle so lch tng tr cao

    I

    Z th cp Z th cp

    R>>

    Rle so lch tng tr cao

    Nguyn l{ bo v so lch tng tr cao (87H)

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    Yucu i vi BICc BI c cngt s binNn s dng bin dng cp XBI chns c th s dng nu cc cun dy BIthuc loi qun phnb u

    Cc BI nn c cngthit k in tr cun th cp BI nnchn nh nht c thKhng nnni cc thit b khc ti li dng cho 87Hin p im gp Vk phi ln hn t nht 2 ln in p khi ng carle:

    Nu in p Vk chn thp hn: khi cs c, BIs sinh ra in p c th khng ln lm rle tc ng (chn ln hn 2 ln m bo nhy ti thiu l2)

    92

    in p im gp VK(Knee-point)

    Nguyn l{ bo v so lch tng tr cao (87H)

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    Hot ng vi s c ngoi93

    BI ltng: khng bo ha BIb bo ha

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    Nguyn l{ bo v so snh pha dng in

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    Bo v so snh pha dng in (87PC)

    Rle ch trao i thng tin v pha dng inCh trao i cho nhau hai trng thi: dng in ang chu kz m haydng (logic 0 v 1)Vi cc rle hin i: so snh ring bit ba pha (cp quang)

    Khis dng knh truyn bng thng thp (v d: ti ba PLC):S dng cc thnh phn i xngHoc t hp cc thnh phn i xng theo t l nht nh

    95

    Nguyn l{ bo v so snh pha dng in

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    Nguyn l so snh pha96

    S c trong vng bo vS c ngoi vng bo v

    khng trng khp khng trng khp0

    0 01

    1 trng hon ton trng hon ton

    Nguyn l{ bo v so snh pha dng in

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    Ccyu t nh hng

    ch non ti hoc khng ti: dng in dung c th lm bo v tcng nhmGii php: s dng b phn pht hin s c (phn t qu dng) khi ngtruyn tin.

    Vi cc rle k thut s: sai s v gc pha do vic ly mu tn hiuDo nh hng ca dng in dung: gc ci t cho BV solch phaphi tng ln

    BV solch pha ch nn p dng cho ng dy ti 400km.Tnhti dao ng gc pha do nh hng ca dao ng in

    97

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    Nguyn l{ hot ng

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    Bo v khong cch da trn cc gi tr dng in v in p ti

    im t rle xcnh tng tr s c

    Nu tng tr s c ny nh hn gi tr tng tr ci t trongrle th rle s tc ng rle tng tr thp Z< (hoc 21)

    Tng tr gm hai thnh phn R & X: thun tin phn tch ss dng mt phng tng tr biu din s lm vic ca bov khong cch

    99

    R

    jX

    ZD

    Rle khong cch loi in c n gin

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    Nguyn l{ hot ng

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    Xts n gin:

    Tnh ton tng tr rle o c trong cc ch S c : v d ti 50%ng dy:ZR(sc)=ZDs c=50%ZD < ZD

    im s c di chuyn vo ngtng tr ng dy

    101

    R

    jX

    50%Z D

    ZD

    ZD+Zpt

    imlm viclc bnhthng

    imlm vickhi s

    c

    Nguyn l{ hot ng

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    c tnh lm vic ca rle khong cch

    im lm vic lc bnh thng v khi s c: khi s c im lm vlun ri vo ng tng tr ng dyc th ch cn ch to ctnh tc ng ca rle l mt ng thng trng vi ng tng trng dy

    102

    c tnh tcng l mtng thng

    R

    jX

    ZD

    ZD+Zpt

    imlm vic

    lc bnhthng imlm vickhi s

    c

    Nguyn l{ hot ng

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    c tnh lm vic ca rle khong cch

    Do sai s, do s c c th xy ra qua cc tng tr trung gian nn gtr rle o c khi s c c th ri ra ln cn ng tng tr dy.Nu ch ch to c tnh tc ng l mt ng thng th rle c ts khng lm vic trong cc trng hp ny. khc phc th ccch to thng c { m rng c tnh tc ng v c hai pha cang dy tr thnh vng tc ng.

    103

    R

    jX

    100%Z D

    ZDZD+Zpt

    imlm viclc bnhthng

    im s c ri rangoi rle khng

    tc ng

    c tnh tcng l mt

    ngthng hp

    im s c rivo vng tc ng

    c tnhtc ngc m

    rng

    R

    jX

    ZDZD+Zpt

    imlm viclc bnhthng

    Nguyn l{ hot ng

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    Cc dng c tnh thng gp

    Thc t, c tnh lm vic c m rng theo nhiu dng khc nhaup ng tt hn vi mi loi s c v ch vn hnh ca h thng

    104

    ZD

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    Ci t cc vng bo v

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    Cc vng ci t ca bo v khong cch

    Thng c chnh nh vi 3 vng tc ngVng I: tc ng tc thiVng II & III: tc ng c tr theo nguyn tc phn cp thi gian, phi hvi cc bo v lin k

    106

    Ci t cc vng bo v

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    Vng 1 (Z1) : bo v khong 80-90%ng dy AB Khngth ci t bo v 100%ng dy:

    Sais ca BI, BU: BI cth b bo ha v nh hng ti chnh xcca tng tro c.nh hng ca h s phn b dng inTnh ton tng tr da trn gi thuyt: b qua in dung ng dy, cc pha opha tun t...tuy nhin thc t iu ny khng th hon ton chnh xc.

    107

    Ci t cc vng bo v

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    Vng 2 (Z2) : t i thiu t 120-150% ZAB(gi tr ti thiu m bo s cst thanh gp B (F2, F3, F4) khng b ri vo vng 1 ca BV1)

    Vng 2 ca BV1 l bo v d phng cho BV5 do :Vng 2 ca BV1 khng th bo v vt qu Vng 1 ca cc bo v lin k (BV5; BV7)Phi hp vi ng dy ngn nht (bo v ti 50% ca ng dy ngn nh)

    108

    Ci t cc vng bo v

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    Vng 3 (Z3) : bao trm ng dy di nht t thanh gp B (ng dyBD) Tuy nhin khngc qu vng 2 ca cc bo v BV3; BV5; BV7

    Vng 3: tnh ti kh nng nh hng ca ti nng v trng hp xy radao ng cng sut.

    109

    Ci t cc vng bo v

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    Cc vng ca bo v khong cch

    Vng hng ngc (Z3R)Vng bo v gia tng hiu qu bo v.Bo v d phng cho thanh gpt khong 25% tng tr vng I

    Vng III hng ngc (Z3KR) c th dng c tnh tc ng v hng(hnh trn).

    110

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    Ci t cc vng bo v

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    Minh ha112

    Ngun

    ng dy 1ng dy 2 ng dy 3

    1015% 1015% 1015%Vng I Bo v 2 Vng I Bo v 3A B C D

    Thanh gp B

    Thanh gp A

    Vng It = 0 giy Tng tr

    ng dy

    Vng IIt = t giy

    Vng IIIt = 2t giy

    Vng I Bo v 1

    Thanh gp B

    Thanh gp A

    Vng It = 0 giy Tng trng dy

    Vng IIt = tgiy

    Vng IIIt = 2t

    giy

    Vnghngngc

    f f

    Thut ton tnh ton tng tr

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    Cc mch vng tnh ton tng tr

    S c pha-pha: 3 mch vng tnh tonPht hin s c pha-pha: ch mch vng pha-pha c nh gi

    S c pha-t: 3 mch vng tnh ton

    Pht hin s c pha-t: ch mch vng pha-t c nh gi

    113

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    N X T D f El i P S H i U i i f S i d T h l115

    Thut ton tnh ton tng tr

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    Cc mch vng tnh ton tng tr

    H s b th t khng K0

    Rle o ng gi tr tng tr th t thun nu mt lng dng ibng (K-1)/3 c a thm vo dng in pha.L h s b dng in th t khng cn ci t

    115

    H s bth tkhng

    Ng X T g D t t f El t i P S t H i U i it f S i d T h l g116

    Thut ton tnh ton tng tr

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    Vi cc pha khng s c

    Tng tr tnh ton c ln hn tng tr s cCh mang mt phn dng s cin p thng gim t hn

    116

    Fault Loop Equation

    Single phase to groundAG, BG, CG

    ZAG= VA / (1+k 0) IAZBG= V B / (1+k 0) IBZCG= V C / (1+k 0) IC

    Three phase

    ABC

    ZABC = VA/B/C / IA/B/C

    Double phase

    AB, BC, CA

    ZAB= (VA- VB) / I A- IBZBC= (V B- VC) / I B- ICZCA= (V C- VA) / I C- IA

    Nguyen Xuan Tung Department of Electric Power System Hanoi University of Science and Technology117

    Phi hp lin ng cc bo v khong cch

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    Nu khng c s lin h phi hp gia cc bo v hai u

    ng dy:S c ti 1015%cui ng dy mi pha s c loi tr vi thigian ca vng 2 (tr mt khong t)nh hng n n nh ca h thng

    Khng th s dng h thng t ng li nhanh:My ct hai u khng c ct cng lcs c thong qua dthnh duy tr.

    Khc phc: thc hin lin ng gia cc BVKC thng qua knhtruyn tng tc loi tr s c

    117

    HT11015%

    A B

    HT21015%

    N1N2

    Nguyen Xuan Tung Department of Electric Power System Hanoi University of Science and Technology118

    Phng thc lin ng bo v (Teleprotection)

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    Cc phng php

    Zone 1 Extension Scheme Transfer Tripping Schemes

    Direct Under-reach Transfer Tripping SchemePermissive Under-reach Transfer Tripping (PUTT) Scheme

    Permissive Over-Reach Transfer Tripping (POTT) SchemeNgun yu (Weak Infeed)

    Blocking Over-reaching schemeNgun yu

    So snh s truyn tn hiu cho php v truyn tn hiu kh

    118

    Nguyen Xuan Tung Department of Electric Power System Hanoi University of Science and Technology119

    Phng thc lin ng bo v (Teleprotection)

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    Zone 1 Extensio