ࡱ> Z\WXY_y+-./01Dc d e f g h i I q bjbjt+t+ YAAZ)]]$P|\5( :Z Z qYT>3@3@3@3@3@3@3$57bd3QO"qQQd3Z (QZ ( >3Q>3i0h@>3 4 [4jQH3> mr.sc. Sandra Hutter, dipl.ing. Prof. dr.sc. Ivo Ugleai, dipl.ing. FER - Zagreb mr.sc. Sreko boji, dipl.ing. Institut za elektroprivredu i energetiku d.d., Zagreb MODELIRANJE TROPOLNO OKLOPLJENIH PLINOM SF6 IZOLIRANIH VN POSTROJENJA ZA PRORA UNE VRLO BRZIH PRIJELAZNIH PRENAPONA sa~etak U radu je prikazano modeliranje tropolno oklopljenih plinom SF6 izoliranog VN postrojenja za kompjuterske simulacije unutarnjih i vanjskih vrlo brzih prenapona, uzrokovanih sklopnim operacijama rastavlja a. Za prora un prijelaznih elektromagnetskih pojava je koriaten najpoznatiji program za ovakvu vrstu simulacija EMTP-ATP. Modelirane su slijedee komponente: tropolno i jednopolno oklopljene sabirnice, rastavlja i i prekida i, zemljospojnici, strujni i naponski transformatori, energetski transformatori, provodni izolatori, kabelski priklju ci, oklop postrojenja, uzemljiva ke trake i glavni uzemljiva . Dobiveni ra unski rezultati usporeeni su sa izmjerenim vanjskim tranzijentima na prelasku energetskih kabela u postrojenje u vremenskoj i frekvencijskoj domeni. Klju ne rije i: vrlo brzi prijelazni prenaponi, plinom izolirano postrojenje, tropolno oklopljeno sabirnice, sklopna operacija, rastavlja , elektromagnetska kompatibilnost, EMTP model. ModelING of the THREE PHASE ENCAPSULATED Gas SF6 Insulated HV Switchgear for the Calculation of Very Fast Transient Overvoltages SUMMARY This paper describes modeling of the three phase encapsulated gas SF6 insulated HV switchgear applied in computer simulations for calculation of inner and outer very fast transient overvoltages, due to disconector switching operation. For the calculation of the electromagnetic transients was used the most well known program for this type of simulation EMTP-ATP. Following components were modeled: three-phase and one-phase encapsulated bus bars, disconnectors and circuit breakers, earth switches, power transformers, gas to air bushings, GIS/cable junctions, GIS enclosure, ground straps and earthing grid. Obtained calculation results were compared with the measured outer transients on the GIS/cable junction in time and frequency domain. Key words: very fast transient overvoltages(VFTO), gas insulated substation (GIS), three phase encapsulated bus bar, switching operation, disconnector, electromagnetic compatibility (EMC), EMTP model. Uvod Mjerenja vrlo brzih prenapona na postrojenju u pogonu su zahtijevna i iziskuju sofisticiranu opremu i iskustvo, te ih nije uvijek mogue provesti. S druge strane kompjuterski prora uni daju dobru procjenu amplituda, vremena porasta i frekvencijskog spektra prenapona koji se javljaju u postrojenju kao i utjecaja na mjernu, zaatitnu i kontrolnu opremu u sekundarnim krugovima. Trenuta no su hrvatskom EES-u u pogonu samo 123 kV tropolno oklopljena plinom izolirana postrojenja (engl. GIS). Zbog toga je za prora une unutraanjih i vanjskih vrlo brzih prenapona razvijen tropolni model postrojenja. Modelirane su sve tri faze unutar postrojenja, i uzet je u obzir i utjecaj izmeu faza. Modeliranje komponenti tropolno oklopljenog postrojenja Pri modeliranju komponenti tropolno oklopljenog postrojenja za kompjuterske simulacije vrlo brzih prenapona (VFTO) koriste se ekvivalentni strujni krugovi koji se sastoje od diskretnih elemenata; koncentriranih parametara (C, L i R) i vodova sa distribuiranim parametrima predstavljenih valnim otporima i vremenom prolaska putnog vala (elektri nom duljinom). Vrijeme prolaska vala mo~emo lako dobiti za svaku komponentu pretpostavimo li da se valovi rasprostiru brzinom svjetlosti. Kako se kod vrlo brzih prenapona javljaju frekvencije od nekoliko stotina kHz do desetaka MHz kod veine komponenata e dominantni utjecaj u odnosu na ostale parametre imati kapacitet. To nost simulacija ovisi o ispravnosti prikaza svake pojedine komponente GIS-a. Elektromagnetski val se unutar postrojenja airi izmeu vodi a (sabirnica) i unutarnje strane oklopa. Nakon izlaska iz postrojenja val putuje izmeu vanjske strane oklopa i uzemljiva a (referentnog potencijala). a) b)  Slika 1. Izgled a) transformatorskog i b) vodnog polja u presjeku Za prora un valnih impedancija pojedinih komponenti koriaten je programski modul CABLE CONSTANTS koji predstavlja dio ATP-EMTP programa. Komponente su prikazane trofazno pri emu su uzete u obzir i elektromagnetske veze izmeu pojedinih faza. Rezultati prora una su matrice faznih vrijednosti valnih impedancija i brzine propagacije elektromagnetskog vala. Kod prora una prijelaznih pojava svi ulazni parametri prijenosnih vodova zadaju se u modalnom obliku, kako bi se eliminirao meusobni utjecaj izmeu faza. Fizikalno zna enja takvog prikaza predstavlja transforamiciju n-faznih napona u n-meusobno neovisnih modalnih napona (i struja), od kojih svaki putuje s vlastitom brzinom u neovisnom modu, pri emu se kao mod ozna ava na in, odnosno put airenja vala. U slu aju tropolno oklopljenih postrojenja postoje tri moda unutar oklopa i jedan mod oklop-zemlja. Jednopolno i tropolno oklopljene sabirnice U prora unima VFTO sabirnice se mogu prikazati kao vodovi bez gubitaka. Programski modul CABLE CONSTANTS ima mogunost prora una impedancija i admitancija: 1 - koaksijalnog kabela koji se sastoji od jezgre, plaata i oklopa, 2 - viae koaksijalnih kabela unutar oklopa koji ima kona nu debljinu stijenke i 3 - kabela polo~enih iznad zemlje. U slu aju plinom izoliranog postrojenja mo~e se konfiguracija u kojoj se sabirnice i drugi elementi postrojenja (npr. prekida i) nalaze unutar oklopa promatrati upravo kao slu aj kabela polo~enog iznad zemlje. U [Lit. 1] je prikazan prora un matrica impedancija i admitancija i matemati ki postupak koji je ovdje implementiran u prora une. Primijenjen je prora un matrica impedancija i admitancija za slu aj viae koaksijalnih kabela unutar oklopa na tropolno oklopljene sabirnice. Jednopolno oklopljene sabirnice su ra unate kao za slu aj koaksijalnog kabela koji se sastoji od jedne jezgre (bez vanjske izolacije) i plaata. Matrice valnih impedancija, brzine i vremena prolaska putnih valova izra unate su iz slijedeih geometrijskih dimenzija sabirnica: a) Jednostruko oklopljene sabirnice: Polumjer sabirnice rv = 0.04 [m] Unutraanji polumjer oklopa Ru = 0.2 [m] Valna impedancija jednostruko oklopljenih sabirnica: Zps = 95.3 - j 0.32 [ EMBED Equation.3 ] . b) Tropolno oklopljene sabirnice: Polumjer sabirnice rv = 0.04 [m] Unutranji polumjer oklopa Ru = 0.3 [m] Polumjer na kojem se nalaze sabirnice rs =0.144 [m]  EMBED Word.Picture.8  Slika 2. Presjek tropolno oklopljenih sabirnica Matrica [Zgs] faznih vrijednosti valnih impedancija tropolno oklopljenih sabirnica u [ EMBED Equation.3 ] je: 105.57 -0.4618.76 -0.2018.76 -0.2018.76 -0.20105.57 -0.4618.76 -0.2018.76 -0.2018.76 -0.20105.57 -0.46 Velik broj komponenti oklopljenog postrojenja, a tako i zatvoreni prekida i i rastavlja i su modelirani kao vodovi bez gubitaka s pripadajuim valnim impedancijama i vremenima prolaska koja se mogu izra unati iz istih izraza kao i za tropolno oklopljene sabirnice. Mjerni transformatori Induktivni naponski transformatori se za kompjuterske simulacije vrlo brzih prenapona mogu nadomjestiti koncentriranim kapacitetom iznosa od 100 pF do 200 pF. Meutim da bi se dobili preneseni prenaponi u sekundarnim krugovima potrebno je razviti model koji e uzimati u obzir kapacitivni prijenos kod visokih frekvencija. Tranzijentni prenaponi se prenose u sekundarne krugove prvenstveno preko rasipnih kapaciteta, koji ovise o konstrukciji zaatitnih elektroda u transformatorima. Podaci o kapacitetima su preuzeti iz [Lit. 2] i [Lit. 3]. Kod modeliranja strujnih mjernih transformatora za visoke frekvencije je takoer potrebno poznavati vrijednosti rasipnih kapaciteta.  EMBED Word.Picture.8  C1 - kapacitet primarnog namota C2 - rasipni kapacitet prema sekundarnom namotu C3 - kapacitet sekundarnog namota LV - induktivitet vodi a sekundarnog kruga Rt, Lt - parametri teretaSlika 3. Model naponskog mjernog transformatora  EMBED Word.Picture.8 C1 - kapacitet vodi a (sabirnice) prema zaatitnoj elektrodi C2 - kapacitet sekundarnih zavoja prema jezgri LE1 - induktivitet zaatitne elektroda (VN ekran) LE2 - induktivitet uzemljiva ke trake LV - induktivitet vodi a sekundarnog kruga Rt, Lt , Ct - parametri teretaSlika 4. Model strujnog transformatora za visoke frekvencije Energetski transformator Po etna raspodjela napona uzdu~ namotaja transformatora kod prenapona strmog ela je izrazito neravnomjerna i ovisi o (rasipnim) kapacitetima namota. Kod vrlo visokih frekvencija se namot transformatora ponaaa kao kapacitivna mre~a, koja se sastoji od kapaciteta izmeu zavoja spojenih u seriju, te popre nih kapaciteta namota prema uzemljenim dijelovima (jezgri ili kotlu). Uobi ajena praksa je da se energetski transformatori modeliraju ekvivalentnim kapacitetom VN namota. Ako se promatraju preneseni prenaponi potrebno je uzeti u obzir i kapacitet izmeu namota i kapacitet NN namota prema zemlji. Ekvivalentni kapacitet transformatora je:  EMBED Equation.3  EMBED Equation.3  (1) Prora un serijskog kapaciteta prelo~enog namota je detaljno opisan u [Lit. 4]. Serijski kapacitet VN namota za transformator nazivne snage 40 MVA iznosi oko Cs = 60 pF, a ukupni kapacitet prema zemlji Cg = 3000 pF. Kapacite provodnih izolatora, koji je protrebno pribrojiti ekvivalentnom kapacitetu transformatora je Ciz = 200 pF, pa je transformator nadomjeten ukupnim kapacitetom po fazi od 625 pF. Modeli provodnog izolatora i kabelske glave Kod modeliranja provodnih izolatora u ATP-EMTP programu koristi se nadomjesni model s idealnim transformatorom [Lit. 5]. Zavretak GIS-a i prijelaz na provodne izolatore zra nih vodova mogue je prikazati pomou spoja tri prijenosna voda, svakog karakteriziranog sa svojom valnom impedancijom (slika 5.a) ). Provodni izolator SF6/zrak ima relativno tanko porculansko kuiate, pa se za elektromagnetske utjecaje mo~e pretpostaviti da ono ne postoji. Zato se dio provodnog izolatora koji se nalazi izvan oklopljenog postrojenja mo~e promatrati kao nadzemni vodi . Na provodni izolator nastavlja se priklju ni vod prema transformatoru koji se modelira valnom impedancijom. Serijsko ra vanje valnih impedancija uzeto je u obzir u prora unima ATP programom uz pomo idealnog transformatora prijenosnog omjera 1:1, kako je prikazano na slici 5.b). a)b) EMBED Word.Picture.8  Slika 5. a) Zavraetak GIS-a i prijelaz na provodne izolatore i b) model provodnog izolatora Kabelski priklju ak izmeu oklopljenog postrojenja i kabela modeliran je na istom principu kao i provodni izolator SF6/zrak, pri emu su upotrebljena dva idealna transformatora za modeliranje oklopa postrojenja i kabelskog plaata prema slici 6.  EMBED Word.Picture.8  Slika 6. Nadomjesna shema kabelskog priklju ka Vanjska strana oklopa i uzemljiva ki sustav Kod visokofrekvencijskih prijelaznih pojava kakve se javljaju u GIS-u nakon proboja unutar plina, visokofrekvencijske struje teku po povraini vodi a zbog skin efekta. Unutraanja i vanjska strana oklopa su stoga elektri ki odvojene. Tranzijentni prenaponi nastali unutar oklopljenog postrojenja na to kama diskontinuiteta prelaze na vanjsku stranu oklopa. Takve to ke u GIS-u predstavljaju prijelazi oklopljenog postrojenja na provodne izolatore i na kabelske glave. Kod modeliranja GIS-a za prora un vanjskih prenapona potrebno je modelirati cjelokupni oklop postrojenja i uzemljiva ki sustav. Poteakou kod prora una vanjskih prenapona predstavlja nepravilna, a ponekad i nepoznata geometrija elementa (kod ukopanih uzemljiva a). Uslijed vrlo visokih frekvencija vanjski prenaponi teako i polako prodiru u udaljenije dijelove uzemljiva a. Oklop postrojenja kao dio vanjskog prijenosnog sustava modeliran je kao vodi  iznad zemlje, valne impedancije odreene prema izrazu:  EMBED Equation.3  (2) U ovome slu aju RV predstavlja vanjski polumjer oklopa, a hsr srednju visinu oklopa iznad tla. Putujui vanjskom stranom oklopa prvi diskontinuitet na koji nailaze putni valovi predstavljaju uzemljiva ke trake. Utjecaj uzemljiva kih traka na smanjenje amplitude vala mo~e se promatrati kroz dva mehanizma [Lit. 6]. Kad putni val naie na uzemljiva ku traku, doi e do loma i refleksije vala, kao u slu aju kad val nailazi na voriate sa dvije valne impedancije. Faktor prolaska prolaznog naponskog vala u tom slu aju je:  EMBED Equation.3  (3) gdje je: Zut - valna impedancija uzemljiva ke trake, a Z3 - valna impedancija oklopa prema zemlji. Kako je impedancija uzemljiva ke trake obi no puno vea od impedancije oklopa, faktor prolaska iznosi oko 0.8.  EMBED Word.Picture.8  Slika 7. Refleksija putnog vala pri nailasku na uzemljiva ku traku Drugi mehanizam koji zna ajnije uti e na amplitudu vala je posljedica refleksije vala na uzemljiva u. Dio vala koji putuje po uzemljiva koj traci se reflektira kad naie na malu impedanciju glavnog uzemljiva a, te se vraa natrag sa suprotnim predznakom do oklopa gdje umanjuje upadni val. Vrijeme potrebno da se val vrati je jednako dvostrukom vremenu propagacije vala po uzemljiva koj traci. Prikaz uzemljiva ke trake sa konstantnom visokofrekvencijskom valnom impedancijom nije u potpunosti to an. Valna impedancija uzemljiva ke trake se zapravo kontinuirano mijenja, tako da dolazi do stalnog reflektiranja vala tokom njegove propagacije du~ trake. Preporuka je [Lit. 7] da se za kratke trake sa vremenom prolaska manjim od duljine trajanja ela vala upotrebi model sa nadomjesnom konstantnom valnom impedancijom, dok je du~e trake potrebno podijeliti na dijelove koji se tada modeliraju svaki sa svojom valnom impedancijom. Valna impedancija uzemljiva kih traka Fe/Zn 40 x 3 mm se ra una prema: Z = 60 ln (4 (2 EMBED Equation.3 ) [(] (4) gdje je: h - srednja visina iznad tla; d - airina trake. Du~e uzemljiva ke trake ne predstavljaju efikasno uzemljenje, jer kod kratkih vremena porasta vrlo brzih prenapona, reflektirani val ne uti e na amplitudu. Osim toga, uzemljiva ka traka ima zbog velike duljine i vei induktivitet, ato zna i da kod visokih frekvencija impedancija trake, EMBED Equation.3  poprima joa vee vrijednosti. Prikaz glavnog uzemljiva a kod vrlo visokih frekvencija je vrlo slo~eno. Kod vrlo brzih prenapona koji se aire vanjskom stranom oklopa dominantnu ulogu igraju dijelovi uzemljiva a neposredno vezani uz oklop. Prenaponi koji prodiru dalje u uzemljiva ki sustav vrlo brzo se priguauju. U pojednostavljenom modelu glavni uzemljiva ki sustav mo~e se nadomjestiti s koncentriranim radnim otporom i induktivitetom. priguaenje prijelazne pojave Kod visokih frekvencija skin efekt uzrokuje zna ajno poviaenje otpora i time priguaenje prijelazne pojave. Meutim, u oklopljenim postrojenjima je priguaenje uslijed uzdu~nog otpora uzrokovano skin efektom slabo izra~eno, pa se u prora unima uglavnom zanemaruje. Time se dobivaju neato vee vrijednosti prenapona od stvarnih. Zna ajan utjecaj na priguaenje visokofrekvencijske prijelazne pojave ima otpor elektri nog luka. Prilikom paljenja mijenja se otpor luka od nekoliko M EMBED Equation.3 , prema vodljivom stanju sa otporom od svega nekoliko  EMBED Equation.3 . Taj otpor je potrebno uzeti u obzir kod odreivanja maksimalnih vrijednosti prenapona u SF6 postrojenju. Promjena otpora elektri nog luka na mjestu proboja je odreena pomou Cassey-Mayerovog zakona, koji pru~a pravu fizikalnu sliku, te uzima u obzir dovedenu i odvedenu koli inu toplinske energije. Ovaj model koristi varijabilne parametre, te se ovdje radi o dinami kom modelu elektri nog luka. EMBED Equation.3 [S] (5) pri emu je: EMBED Equation.3 - vremenski promjenjiva vodljivost elektri nog luka; EMBED Equation.3 - struja luka; EMBED Equation.3 - snaga hlaenja; EMBED Equation.3 - vremenska konstanta promjene elektri nog luka. U fazi paljenja:  EMBED Equation.3  [MW] (6) U fazi gorenja:  EMBED Equation.3  [MW] (7) Gornju jednad~bu je mogue rijeaiti prelaskom na male vremenske korake  EMBED Equation.3  unutar kojih se mo~e rei da su EMBED Equation.3 i EMBED Equation.3 konstantni. Kod modeliranja prijelaznih pojava u tropolno oklopljenom postrojenju mo~e s ra unati sa vrijednosti EMBED Equation.3.Tada slijedi: EMBED Equation.3 (8) Kod rjeaavanja ove jednad~be kree se od poznate po etne vrijednosti vodljivosti go = g (to) te se za tu vrijednost rjeaavaju jednad~be mre~e i dobiva se vrijednost struje i (to). Sa tom vrijednosti i EMBED Equation.3i EMBED Equation.3ra una se za slijedei vremenski korak EMBED Equation.3. Slika 8. Dijagram toka  Koriaten je programski modul TACS koji koristi ulazne podatke (vrijednosti struja) iz glavnog programa EMTP. Za svaki vremenski korak se ra una vrijednost Pab i vraa podatak o otporu luka u trenutku  EMBED Equation.3 . Pojednostavljeni model elektri nog luka mo~e se predstaviti Toeplerovim zakonom, koji koristi konstantne parametre. Otpor elektri nog luka je u tom slu aju dan kao funkcija prostrujalog naboja: EMBED Equation.3 [(] (9) gdje je: KT - Toeplerova konstanta; Lluka - duljina elektri nog luka; Qt - naboj koji je prostrujio do vremena t; i - struja luka. Usporedba rezultata dobivenih prora unom i mjerenjem Rezultati prora una su usporeeni sa mjerenjima provedenim u TS Trpimirova, kako bi se provjerila valjanost modela. Uklopno stanje pri manipulacijama rastavlja em u TS Trpimirova je prikazano slikom 9. Usporeivani su vanjski prenaponi na prelasku energetskih kabela u oklopljeno postrojenje u vremenskoj i frekvencijskoj domeni [Lit. 8].  EMBED Word.Picture.8  Slika 9. Uklopno stanje TS Trpimirova pri manipulacijama rastavlja em a)  EMBED Word.Picture.8   EMBED Word.Picture.8  b)  EMBED Word.Picture.8   EMBED Word.Picture.8  Slika 10. Usporedba vanjskih prenapona na plaatu kabela (TS Trpimirova): a) mjerenje: Umax = 3.6 kV i b) prora un: Umax B = 3.4 kV Usporedba je provedena za jedan od niza preskoka meu kontaktima koji se deaavaju prilikom uklopa. Dobivene maksimalne vrijednosti napona se razlikuju manje od 10%. Amplituda prenapona ovisi naravno o naponu kod kojeg je simuliran preskok. Prora uni prenapona za 123 kV postrojenje TS Dobri Provedeni su i prora uni prenapona koji se javljaju unutar postrojenja i prijelaznih porasta potencijala oklopa za 123 kV postojenje TS Dobri. Ovo postojenje je joa u fazi projekta, tako da rezultate prora una nije bilo mogue usporediti s mjerenjima. Uklapan je rastavlja  glavnih sabirnica, a promatrani su prenaponi u postrojenju, na oklopu i plaatevima kabela. Kod rastavlja a je simuliran jedan od povratnih preskoka prilikom uklopa bez zaostalog naboja na dijelu sabirnica. Uklopno stanje prikazano je na slici 11. Konfiguracija obuhvaa transformatorsko polje E1, vodno polje E3 i glavne sabirnice. Modeliran je oklop za cijelo postrojenje. Otpor luka je odreen prema Toeplerovom zakonu.  EMBED Word.Picture.8  Slika 11. Uklopno stanje TS Dobri Na slici 12. prikazan je tipi an izgled prenapona koji se javljaju u 123 kV postrojenju TS Dobri. U fazi u kojoj nastupa preskok pojavljuju se i najvei prenaponi. U veini slu ajeva prenaponi unutar postrojenja nee imati kriti ne vrijednosti s obzirom na izolacionu razinu opreme. UmaxA = 125.4 kV, Umin A = 72.0 kV UmaxB = -34.4 kV, Umin B = -60.3 kV Slika 12. Napon na strujnom transformatoru (Rasklopno postrojenje TS Dobri)    Umax A= 8764 V, t = 39 ns Umax B = 3726 V t = 443 ns Umax C = 3781 V, t = 182 ns Slika 13. Napon na platevima kabela u sve tri faze (Rasklopno postrojenje TS Dobri)  EMBED Word.Picture.8   EMBED Word.Picture.8   EMBED Word.Picture.8  faza A faza B faza C Slika 14. Frekvencijski spektar napona na platevima kabela u sve tri faze Najvei vanjski prenaponi se javljaju kod prelaska oklopa na zra ne provodne izolatore, a esto i krajevi glavnih sabirnica mogu predstavljati kriti no mjesto zbog viaestrukih refleksija. Frekvencijski spektar je tipi no od nekoliko 100 kHz do 50 MHz i ovisi o konfiguraciji postrojenja. Iste, dominantne frekvencije pojavljuju se na razli itim mjestima u postrojenju (i u sekundarnim krugovima) bez obzira na visinu prenapona. zaklju ak U radu je prikazan tropolni model metalom oklopljenog plinom SF6 izoliranog 123 kV postrojenja. Razvijeni model poslu~io je za prora une prenapona unutar i izvan oklopljenog postrojenja pri sklapanjima rastavlja em. Uslijed visokih frekvencija prijelaznih pojava i male dubine prodiranja elektromagnetskih valova, mogu se komponente postrojenja s unutarnje i vanjske oklopa modelirati odvojeno. Pritom je lakae modelirati unutarnje dijelove postrojenja od vanjskih. Simetri ni izgled postrojenje u presjeku i relativno pravilna graa dijelova unutar oklopa, omoguuju prora un trofaznih valnih impedancija. Komponetne s vanjske strane oklopa, poput uzemljiva kih traka, je te~e modelirati zbog razli itih nepravilnosti u geometriji. U modelu je posebno razraen model elektri nog luka iji je utjecaj na priguaenje prijelazne pojave najvei. Provedena usporedba rezultata dobivenih prora unom i izmjerenih u stvarnom postrojenju pokazala je da razvijeni model mo~e poslu~iti za procjenu naponske razine i frekvencijskog spektra prenapona koji se pojavljuju prilikom sklopnih operacija; za odreivanje kriti nih mjesta u postrojenju s aspekta prenapona, te za procjenu ispravnosti uzemljenja ili analizu mjera za poboljaanje EMC u postrojenju. literatura [1] A.Ametani, "A General Formulation of Impedance and Admitance of Cables", IEEE Trans. on Power Apparatus and Systems, vol.99, br. 3, str.902-910, svibanj/lipanj 1980. [2] A.M. Miri Z.Stojkovi" Transient Electromagnetic Phenomena in the Secondary Circuits of Voltage- and Current Transformers in GIS (Measurements and Calculations)" IEEE Trans. on Power Delivey, vol.16, br. 4, str.571-575, listopad 2001. [3] K.Ragaller, "Surges in High Voltage Networks", Plenum Press, New York, 1980 [4] B. ui, "Raspodjela udarnog napona po prelo~enom namotu transformatora", magistarski rad, Zagreb, 2001. [5] A. Welsh, "Outcoupling and external phenomena of Very Fast Transients (VFT) in GIS", Sixth ISH, New Orleans, USA,1988. [6] N. Fujimoto, E. P. Dick, S. A. Boggs et al., G.L.Ford, "Transient Ground Potential Rise in Gas Insulated Substations- Experimental Studies", IEEE Trans. on Power Apparatus and Systems, vol.101, br. 6, str.3602-3609, listopad 1982. [7] J.A. Martinez, D.Povh, P. Chowdhuri, R. Iravani, A.J.F. Keri, "Modeling Guidelines for Very Fast Transients in Gas Insulated Substations", IEEE PES Special Publication Modeling and Analysis of System Transients, 1998. [8] S. Boji, I. Ugleai, "Researching the Efficiency of Measures for Decreasing the Transient Enclosure Voltage Rise of the Gas Insulated Switchgears", Proceedings Vol. I, str. 25 - 30, Rio de Janeiro, 24.-28. lipanj 2001.  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BCDEF%'% @ ,-k,.  rBYCDEFYYY @`*&&  rBYCDEFY @`*&&N  3 *&&  rBYCuDEFYYuY @`.%@&  rBYCuDEFYuu @`.%@&N  3 .%@&  rBXCDEFX @`**& +&  rBXCDEFXXX @`**& +&T  C **& +&  rBXC< DEFXX< X @`,%,(  rBXC< DEFX< < @`,%,(T  C ,%,(  rBCXDEFXXX @`(i)){)  rBCXDEFX @`(i)){)N  3 (i)){)   rB/CXDEF/X/X/X @`+i) ,{)   rB/CXDEF/X/ @`+i) ,{)T   C +i) ,{)   rBQCXDEFQXQXQX @`s)i)P*{)   rBQCXDEFQXQ @`s)i)P*{)N  3 s)i)P*{)  rBOCoDEFoOOo @`P*r)`*)  |BOCoDEFoOOo @P*r)`*)  rBoCODEFOOoOO @`P*r)f*)  |BoCODEFOOoOO @P*r)f*)  rBoCMDEFoMOMoM @`P*c)f*r)  |BoCMDEFoMOMoM @P*c)f*r)  rBOCnDEFO!nO! @`P*\)`*r)  |BOCnDEFO!nO! @P*\)`*r)  rBNCnDEFN!NnN @`@*\)P*r)  |BNCnDEFN!NnN @@*\)P*r)  rBnCMDEF MnM @`:*c)P*r)  |BnCMDEF MnM @:*c)P*r)  rBnCODEF On @`:*r)P*)  |BnCODEF On @:*r)P*)  rBNCoDEFONoNO @`@*r)P*)  |BNCoDEFONoNO @@*r)P*)  rBXCuDEFXXuX @`j))|))   rBXCuDEFXuu @`j))|))N ! 3 j))|)) " rBXCDEFXXX @`>)F)O)) # rBXCDEFX @`>)F)O))N $ 3 >)F)O)) % rBuC DEFuON uO @`T*)+z) & rBuC DEFu' u @`L*)*z) ' BC DEFOu' O @L*)+z) ( rBXCDEFX @`*F) +) ) rBXCDEFXXX @`*F) +)T * C *F) +) + rBoCMDEFoMOMoM @` ,c) ,r) , |BoCMDEFoMOMoM @ ,c) ,r) - rBOCnDEFO!nO! @` ,\),r) . |BOCnDEFO!nO! @ ,\),r) / rBNCnDEFN!NnN @`+\) ,r) 0 |BNCnDEFN!NnN @+\) ,r) 1 rBnCMDEF MnM @`+c) ,r) 2 |BnCMDEF MnM @+c) ,r) 3 rBnCODEF On @`+r) ,) 4 |BnCODEF On @+r) ,) 5 rBNCoDEFONoNO @`+r) ,) 6 |BNCoDEFONoNO @+r) ,) 7 rBOCoDEFoOOo @` ,r),) 8 |BOCoDEFoOOo @ ,r),) 9 rBoCODEFOOoOO @` ,r) ,) : |BoCODEFOOoOO @ ,r) ,) ; rB9CDEF99n9 @`+& ,& < rB9CbDEF9Ob9 @`+& ,' = B9CDEF99nO9 @+& ,' > rBC8DEFO8 @`+&+3' ? rBCDEFn @`+'+3' @ BC8DEFOn88 @+&+3' A rBC9DEFn9 @`+3'+r' B rBbC9DEF9b @`+3'+r' C BC9DEFn9 @+3'+r' D rB9CDEFMO9M @`+b' ,' E rBCDEF` @`+b' ,' F B9CDEFMO9`9M @+b' ,' G rB9CDEF9 @` ,r'I,' H rB9C`DEF`9M` @` ,b'I,u' I B9CDEF`9M @ ,b'I,' J rBC9DEFN9N9 @`9,3'c,r' K rBCDEFa @`9,3'c,b' L BC9DEFN9aN9 @9,3'c,r' M rBC8DEF888 @`I,&c,3' N rBaC8DEFa8NOa8 @`9,&M,3' O BC8DEF8a8ON8 @9,&c,3' P rB9CDEF99 @` ,&I,' Q rBCDEFn @` ,&9,' R B9CDEF9n9 @ ,&I,' S rBCYDEFYYY @`M&_& T rBCYDEFY @`M&_&N U 3 M&_& V rBCXDEFXXX @`f$x$ W rBCXDEFX @`f$x$N X 3 f$x$ Y rB/CXDEF/X/X/X @`+f$ ,x$ Z rB/CXDEF/X/ @`+f$ ,x$T [ C +f$ ,x$ \ rB/CYDEF/Y/Y/Y @`+M& ,_&@ ?4D( &Q ^ rB/CYDEF/Y/ @`+M& ,_&T _ C +M& ,_& ` rBOCnDEFnONn @`V&$l& a |BOCnDEFnONn @V&$l& b rBoCNDEFONoON @`V&+f& c |BoCNDEFONoON @V&+f& d rBoCODEFoOOOoO @`F&+V& e |BoCODEFoOOOoO @F&+V& f rBOCoDEFO oO @`@&$V& g |BOCoDEFO oO @@&$V& h rBMCoDEFM MoM @`@&V& i |BMCoDEFM MoM @@&V& j rBoCODEF"OoO" @`F&V& k |BoCODEF"OoO" @F&V& l rBoCNDEF"No @`V&f& m |BoCNDEF"No @V&f& n rBMCnDEFNMnMN @`V&l& o |BMCnDEFNMnMN @V&l& p rBRCYDEFRYRYRY @`7M&_& q rBRCYDEFRYR @`7M&_&N r 3 7M&_& s rBuC DEFuON uO @`T*%+^& t rBuC DEFu' u @`L*%*^& u BC DEFOu' O @L*%+^& v rBOCoDEFoOOo @`o$$$ w |BOCoDEFoOOo @o$$$ x rBoCODEFOOoOO @`o$+$ y |BoCODEFOOoOO @o$+$ z rBoCODEFoOOOoO @`_$+o$ { |BoCODEFoOOOoO @_$+o$ | rBOCoDEFO oO @`Y$$o$ } |BOCoDEFO oO @Y$$o$ ~ rBMCoDEFM MoM @`Y$o$  |BMCoDEFM MoM @Y$o$  rBoCODEF"OoO" @`_$o$  |BoCODEF"OoO" @_$o$  rBoCODEF"Oo @`o$$  |BoCODEF"Oo @o$$  rBMCoDEFOMoMO @`o$$  |BMCoDEFOMoMO @o$$  rBRCXDEFRXRXRX @`7f$x$  rBRCXDEFRXR @`7f$x$N  3 7f$x$  rBYCvDEFYYvY @`.$@$  rBYCvDEFYvv @`.$@$N  3 .$@$  rBYCDEFYYY @`C$$  rBYCDEFY @`C$$N  3 C$$  rBXCDEFX @`*C$ +$  rBXCDEFXXX @`*C$ +$T  C *C$ +$  rBuC DEFuON uO @`T*$+w$  rBuC DEFu' u @`L*$*w$  BC DEFOu' O @L*$+w$  rBXCRDEFXXRX @`,$,%  rBXCRDEFXRR @`,$,%T  C ,$,%  rBoCNDEFoNONoN @` ,% ,%  |BoCNDEFoNONoN @ ,% ,%  rBOCoDEFO!oO! @` ,%,%  |BOCoDEFO!oO! @ ,%,%  rBNCoDEFN!NoN @`+% ,%  |BNCoDEFN!NoN @+% ,%  rBnCNDEF NnN @`+% ,%  |BnCNDEF NnN @+% ,%  rBnCNDEF Nn @`+% ,%  |BnCNDEF Nn @+% ,%  rBNCnDEFNNnNN @`+% ,%  |BNCnDEFNNnNN @+% ,%  rBOCnDEFnONn @` ,%,%  |BOCnDEFnONn @ ,%,%  rBoCNDEFONoON @` ,% ,%  |BoCNDEFONoON @ ,% ,%  rBoCODEFoOOOoO @` ,F& ,V&  |BoCODEFoOOOoO @ ,F& ,V&  rBOCoDEFO oO @` ,@&,V&  |BOCoDEFO oO @ ,@&,V&  rBNCoDEFN NoN @`+@& ,V&  |BNCoDEFN NoN @+@& ,V&  rBnCODEF OnO @`+F& ,V&  |BnCODEF OnO @+F& ,V&  rBnCNDEF Nn @`+V& ,f&  |BnCNDEF Nn @+V& ,f&  rBNCnDEFNNnNN @`+V& ,l&  |BNCnDEFNNnNN @+V& ,l&  rBOCnDEFnONn @` ,V&,l&  |BOCnDEFnONn @ ,V&,l&  rBoCNDEFONoON @` ,V& ,f&  |BoCNDEFONoON @ ,V& ,f&  rBXCSDEFXXSX @`,$,$  rBXCSDEFXSS @`,$,$T  C ,$,$  rBCDEF>?> @`+$=,%  rBCDEF| @`+$=,&%  BCDEF>?> @+$=,&%  rBCDEF?|? @`+$=,&%  rBCDEF> @`+$0,&%  BCDEF?>? @+$=,&%  rBoCODEFoOOOoO @` ,_$ ,o$  |BoCODEFoOOOoO @ ,_$ ,o$  rBOCoDEFO oO @` ,Y$,o$  |BOCoDEFO oO @ ,Y$,o$  rBNCoDEFN NoN @`+Y$ ,o$  |BNCoDEFN NoN @+Y$ ,o$  rBnCODEF OnO @`+_$ ,o$  |BnCODEF OnO @+_$ ,o$  rBnCODEF On @`+o$ ,$  |BnCODEF On @+o$ ,$  rBNCoDEFONoNO @`+o$ ,$  |BNCoDEFONoNO @+o$ ,$  rBOCoDEFoOOo @` ,o$,$  |BOCoDEFoOOo @ ,o$,$  rBoCODEFOOoOO @` ,o$ ,$  |BoCODEFOOoOO @ ,o$ ,$~  6=(?,H ~  6( D,)    BRCDEFR> @&!'`"  tBCDE F@&3"&`"  tBCpDE Fp@&I"'`"  tBC,DE F,,@'"'"  tBCDE F@'!'"  tBCJDE FJJ@': )!  tBCDE F@'!'!  tBCDE F@'!,(!  tB9CDE F89@3_!4`!  tB9CDE F89@3!4!  |BCDEF @I4'!4!  tBCDE F@I4f!|4g!  tBCDE F@I4!4!  BCDEF?^ @4'!4!  tB;CDE F:;@&/_!/`!  tB;CDE F:;@&/!/!  |BCDEF @/'!0!  tBCDE F@/f!/g!  tBCDE F@/!0!  BCDE<FD??^[{?{;[ @C0'!0!  tB:CDE F9:@+_!$,`!  tB:CDE F9:@+!$,!  |BCDEF @V,'!,!  tBCDE F@V,f!,g!  tBCDE F@V,!,!  BCDE@FH?<{<8[x?x X!$@,'!'-!  tB9CDE F89@1"_!"`!  tB9CDE F89@1"!"!  |BCDEF @"'!'#!  tBCDE F@"f!#g!  tBCDE F@"!'#!  |BCDEF; @M#'!#!  tBCDE F@#'!#!  tB9CDE F89@_!7 `!  tB9CDE F89@!7 !  |BCDEF @j '! !  tBCDE F@j f! g!  tBCDE F@j ! !(  BCDEHFP|? ?\<8\x?x X%(@ '!:!!  tB:CDE F9:@_!>`!  tB:CDE F9:@!>!  |BCDEF @p'!!  tBCDE F@pf!g!  tBCDE F@p!!X  BCDE`Fh|^[^  8^x<x|8|[<^ [14@'!;!  rBQCYDEFQYQYQY @`''  rBQCYDEFQYQ @`''T  C ''  rBC&DEFJ& @`''  rBCDEFT @`''  BCCDEFJTC& @''  rBTCsDEFTs @`' (  rBTCVDEFTVT:T @`' (  BTCsDEFTTWs @' (   rBCBDEFTB @`(D(   rBCBDEFB @`(D(   BCBDEFTB @(D(   rB9CDEF99n9 @`' '   rB9CbDEF9Ob9 @`' '  B9CDEF99nO9 @' '  rBC9DEFO9 @`''  rBCDEFn @`''  BC9DEFOn99 @''  rBC:DEFn: @`'#(  rBbC:DEF:b @`'#(  BC:DEFn: @'#(  rB9CDEFOO9O @`( =(  rBCDEFa @`( =(  B9CDEFOO9a9O @( =(  rB9CDEF9 @` #(J=(  rB9CaDEFa9Oa @` (J&(  B9CDEFa9O @ (J=(  rBC:DEFO:O: @`:'c#(  rBCDEFb @`:'c(  BC:DEFO:bO: @:'c#(  rBC9DEF999 @`J'c'  rBbC9DEFb9OOb9 @`:'M'   BC9DEF9b9OO9 @:'c' ! rB9CDEF99 @` 'J' " rBCDEFn @` ':' # B9CDEF9n9 @ 'J' $ rB9CDEF99n9 @`S1'1' % rB9CbDEF9Mb9 @`S1'1'@ -f$1. P ' B9CDEF99nM9 @S1'1' ( rBC9DEFO9 @`:1'c1' ) rBCDEFm @`:1'c1' * BC9DEFOm99 @:1'c1' + rBC:DEFm: @`:1'S1#( , rBaC:DEF:a @`O1'c1#( - BC:DEFm: @:1'c1#( . rB9CDEFOM9O @`S1(1=( / rBCDEFa @`c1(1=( 0 B9CDEFOM9a9O @S1(1=( 1 rB8CDEF8 @`1#(1=( 2 rB8CaDEFa8Oa @`1(1&( 3 B8CDEFa8O @1(1=( 4 rBC:DEFN:N: @`1'1#( 5 rBCDEFb @`1'1( 6 BC:DEFN:bN: @1'1#( 7 rBC9DEF999 @`1'1' 8 rBbC9DEFb9NOb9 @`1'1' 9 BC9DEF9b9ON9 @1'1' : rB8CDEF88 @`1'1' ; rBCDEFn @`1'1' < B8CDEF8n8 @1'1' = rBC&DEFJ& @`1'>1' > rBCDEFT @`1'>1' ? BCCDEFJTC& @1'>1' @ rBTCsDEFTs @`1'1 ( A rBTCVDEFTVT:T @`1'1 ( B BTCsDEFTTWs @1'1 ( C rBCBDEFTB @`1(41D( D rBCBDEFB @`1(>1D( E BCBDEFTB @1(>1D( F rBZC DEFZZ Z @`'0%90i( G rBZC DEFZ @`'0%90i(T H C '0%90i( I rBuCYDEFYuYY @`/7-0I- J rBCYDEFY @`/7-0I- K BCYDEFuYYuY @/7-0I- L rB CuDEFY uY @`/7-00- M rB CDEF u  @`/7-00- N B CDEFY  uY @/7-00- O rBiCDEFi @`00I-x0- P rBCDEFiY @`007-0- Q BCDEFuiYu @007-0- R rBmCDEFmm @`51-K1l- S rBfCDEFfQ!f @`%1-:1l- T BCDEFf!Q @%1-K1l- U rB3CDEF33 @`0,51- V rB CDEF >@  @`0,%1- W BqCDEFq @>q @0,51- X rBCrDEF2r2 @`0f,0, Y rBCrDEFr"Rr @`0f,0, Z BCrDEF2rR"2 @0f,0, [ rBCDEFll @`00Q,0w, \ rBCDEFY @`00Q,0w, ] BCDEFlYl @00Q,0w, ^ rBClDEFYl @`/Q,00f, _ rBCeDEF"e @`/c,00w, ` BCDEFY"l @/Q,00w, a rBC2DEFR2 @`h/f,/, b rBC DEF@  @`h/w,/, c BCrDEFR@r2 @h/f,/, d rBqCDEF1q@1 @`+/,t/- e rBqCDEFqQq @`+/,t/- f BqCDEF1q@Q1 @+/,t/- g rBCDEFm!m @`/-;/l- h rBCDEFX @`/-;/l- i BCDEFm!Xm @/-;/l- j rBmCDEFXm @`/l-+/- k rBfCDEFf @`&/l-;/- l BCDEFXm @/l-;/- m rB1CDEF#Q1# @`+/-h/4. n rB CDEF  @`;/-t/4. o BqCDEF#Qq1# @+/-t/4. p rBCrDEF?@r? 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