ࡱ>  BDV7 bjbjUU f7|7|$lDVj$j$j$j$d$VS%''''(((PPPPPPP$S VP(((((P#@''R#@#@#@(''P#@(P#@#@HKK'% @H]|V#j$C7KKR0SKV#@VK#@VVDavor Franjkovi, dipl. ing. stroj. tel: 01/2304315, 2304050; fax: 01/2300760; e-mail: davorf@fpz.hr Anita Domitrovi, dipl. ing. stroj. tel: 01/2304314, 2304050; fax: 01/2300760; e-mail: anitad@fpz.hr Fakultet prometnih znanosti, Zavod za aeronautiku Vukelieva 4, Zagreb PODZVU NI AERODINAMI KI TUNEL ZA `KOLSKE NAMJENE 1. Uvod Ve prvi konstruktori zrakoplova i teoreti ari u podru ju zrakoplovstva vrlo rano uo ili su potrebu dobivanja kvalitetnih i pouzdanih eksperimentalnih podataka. Takvi podaci, potrebni za rjeaavanje aerodinami kih problema, mogu se dobiti na razli ite na ine: ispitivanjima u letu ili u slobodnom padu, u vodenim tunelima, pomou struje zraka iz slobodnih ventilatora, ispitivanjima modela u mjerilu, balisti kim ispitivanjima te eksperimentima u podzvu nim, visoko podzvu nim, krozzvu nim, nadzvu nim i hipernadzvu nim zra nim tunelima. Svaki od ovih na ina ima svoje prednosti u odreenim podru jima primjene. Jedan od naj eaih i najuobi ajenijih na ina za pribavljanje eksperimentalnih aerodinami kih podataka je ispitivanje umanjenog modela u podzvu nom zra nom tunelu za male brzine. Pri tome izraz  male brzine podrazumijeva brzine strujanja zraka kod kojih se utjecaj stla ivosti zraka mo~e zanemariti. Aerodinami ki tuneli koriste se prvenstveno za aeronauti ke i astronauti ke namjene, a potim i za niz drugih namjena: ispitivanje optereenja vjetrom zgrada, mostova, dimnjaka, antena i sl, ispitivanje aerodinamike cestovnih vozila i brodova, balisti ke namjene, iskoriatavanje energije vjetra, ispitivanje aerodinamike zemljine povraine, let ptica i kukaca i drugo. Glavni dijelovi aerodinami kog tunela sa zatvorenim tokom strujanja su test sekcija, konvergentna mlaznica, umiriva ka sekcija, difuzor, ventilator, motor, usmjeriva i zraka te povratni vod. Test sekcija je najzna ajniji dio aerodinami kog tunela, gdje se posti~e tra~eni oblik strujanja i izvode mjerenja. Kroz konvergentnu mlaznicu ubrzava se fluid do ~eljene brzine uslijed su~avanja popre nog presjeka mlaznice. U umiriva koj sekciji posti~e se tra~eni stupanj turbulencije odnosno laminarnost strujanja. Motor pokree ventilator koji uzrokuje strujanje zraka. Usmjeriva i zraka postavljeni su u kutovima tunela i ubla~avaju vrtlo~enje zraka. Da bi se odredila potrebna snaga motora i karakteristike ventilatora za postizanje ~eljene brzine fluida u test sekciji, potrebno je prora unati energetske gubitke tunela zbrajanjem gubitaka u pojedinim sekcijama. Dijelovi tunela se meusobno razlikuju po svojoj geometriji pa se prora un koeficijenata gubitaka razlikuje od sekcije do sekcije. Danas u Hrvatskoj ne postoji niti jedan aktivni aerodinami ki tunel, iako je bilo pokuaaja koji do sada nisu dali konkretne rezultate. Nedavno se pojavila mogunost realizacije podzvu nog aerodinami kog tunela malih brzina sa zatvorenim krugom strujanja zraka na Fakultetu prometnih znanosti. Realizirani aerodinami ki tunel na Fakultetu prometnih znanosti koristio bi se prije svega u edukacijske svrhe, za izvoenje nastave iz aerodinami kih predmeta, dok se u drugoj fazi takoer mo~e razmotriti i koriatenje tunela za prije spomenute konkretne namjere. U ovom radu dan je openiti opis aerodinami kog tunela i njegovih komponenti s posebnim osvrtom na tunel odnosno komponente tunela na FPZ. 2. Podjela aerodinami kih tunela Prema svojoj konstrukciji postoje dvije osnovne vrste aerodinami kih tunela. Prva vrsta su otvoreni tuneli, joa se nazivaju  Eiffel ili  NPL tuneli (Eiffel tuneli imaju otvorenu radnu sekciju, a NPL tuneli zatvorenu). Kod otvorenih tunela nema povratnog strujanja zraka koji je proaao kroz tunel ponovno u ulaz tunela, odnosno na ulaz tunela uvijek dolazi svje~i zrak. Shematski prikaz otvorenog tunela dan je na Slici 1.  Slika 1. Otvoreni aerodinami ki tunel Druga vrsta su zatvoreni tuneli ili tuneli s povratnim strujanjem zraka, joa se nazivaju  Prandtl ili  Gttingen tuneli. Kod ovakvih tunela postoji jedan ili viae povratnih vodova kojima se jednom ve upotrebljeni zrak ponovno vraa u zatvorenom krugu kroz tunel. Zatvoreni tuneli se dalje dijele prema broju odnosno obliku povratnih vodova na tunele: s jednim povratnim vodom, s dva povratna voda i s prstenastim ili obuhvatnim povratnim vodom. Naj eae se koriste tuneli s jednim povratnim vodom jer su najjednostavniji, a uz to daju ujedna enu i umirenu struju zraka kroz test sekciju, viae nego ato se to mo~e postii kod druge dvije vrste zatvorenih tunela, koje imaju svoje prednosti u ispitivanjima turbulentnog strujanja i u slu ajevima kada tunel treba raditi s visokim nadtlakom. Shematski prikaz zatvorenog tunela s jednim povratnim vodom dan je na Slici 2.  Slika 2. Zatvoreni aerodinami ki tunel Sljedea podjela mo~e se napraviti prema obliku test sekcije. Ukoliko se promatra popre ni presjek test sekcije, on mo~e biti: kvadrati an, pravokutan, pravokutan sa zaobljenim kutovima, osmerokutan, kru~ni ili elipti an. Test sekcija mo~e biti potpuno ili djelomi no zatvorena ili mo~e biti otvorena kada zrak slobodno prestrujava od izlaza mlaznice do ulaza u difuzor. Bez obzira je li test sekcija otvorena ili zatvorena, podaci testiranja moraju se korigirati zbog utjecaja granica na strujanje oko modela, kako bi dobiveni rezultati odgovarali podacima o letu u realnim uvjetima. Prema namjeni ili na inu rada, tuneli se joa mogu dijeliti na: tunele s regulacijom tlaka, tunele s promjenljivom gustoom radnog medija, tunele za ispitivanja prototipa u punoj veli ini, tunele s dimom za vizualizaciju strujanja, tunele za ispitivanje slobodnog leta (model nije u vraen na nosa ), tunele za ispitivanje spiralnih manevara, za ispitivanje stabilnosti leta, za ispitivanje uvjeta zaleivanja na zrakoplovu, za ispitivanja V/STOL zrakoplova, za ispitivanja aerodinamike automobila i brodova, kao i za druge namjene. Tunel ije komponente se nalaze na Fakultetu prometnih znanosti je zatvoreni tunel s jednim povratnim vodom (po konstrukciji sli an je tunelu prikazanom na Slici 2.), test sekcija je elipti na u popre nom presjeku i djelomi no zatvorena. 3. Parametri va~ni za ispitivanja u aerodinami kim tunelima Pri gibanju tijela kroz zrak ili medij openito nastaju sile meudjelovanja koje su posljedica viskoznosti, inercije i elasti nosti medija te gravitacije. Inercijska sila proporcionalna je masi zraka i ubrzanju koje je dano toj masi. Ako se masa m (kg( prika~a kao umno~ak gustoe r (kg/m3( i volumena k(l3 (m3(, gdje je l (m( karakteristi na dimenzija, a k (-( konstanta ovisna o obliku tijela; dobiva se:  EMBED Equation.3 , odnosno  EMBED Equation.3 ,(1) gdje su:  EMBED Equation.3 (m/s( - srednja brzina strujanja, a (m/s2( - ubrzanje i t (s( - vrijeme. Sila uslijed viskoznosti medija, prema svojoj definiciji, mo~e se napisati:  EMBED Equation.3 ,(2) gdje je:  EMBED Equation.3  (Pas( - koeficijent dinami ke viskoznosti. Gravitacijska sila je jednostavno proporcionalna:  EMBED Equation.3 ,(3) gdje je: g (m/s2( - ubrzanje Zemljine gravitacije. Sila elasti nosti odnosno sila koja nastaje uslijed stla ivosti zraka proporcionalana je modulu elasti nosti E (N/m2( i povraini l2 (m2(: sila elasti nosti EMBED Equation.3 . Budui da je brzina zvuka u zraku a (m/s( povezana s modulom elasti nosti zraka E prema sljedeoj jednakosti:  EMBED Equation.3 , izraz za silu elasti nosti postaje: sila elasti nosti EMBED Equation.3 .(4) Postavljajui odgovarajue sile u omjer, dobivaju se va~ni bezdimenzijski parametri koji zna ajno utje u na provoenje ispitivanja u aerodinami kim tunelima, a to su Reynoldsov broj Re, Machov broj Ma i Froudeov broj Fr:  EMBED Equation.3 ;(5)  EMBED Equation.3 ;(6)  EMBED Equation.3 .(7) Veina eksperimenata u aerodinami kim tunelima zna ajno je osjetljiva na utjecaj Reynoldsovog broja. Uslijed svoje viskoznosti, zrak u blizini povraine modela postupno se usporava od odreene lokalne brzine podalje od modela do nule na samoj povraini modela. Podru je u kojem se dogaa takva promjena brzine zove se grani ni sloj, a mo~e biti laminaran ili turbulentan. Debljina grani nog sloja i otpor koji nastaje zbog njega ovisni su o Reynoldsovom broju. Laminarni grani ni sloj stvara manji otpor u usporedbi s turbulentnim, ali takoer ima ni~u razinu energije pa kod njega prije dolazi do separacije od povraine u slu aju hrapavosti povraine ili kada postoji skretanje struje zraka pod nekim kutom. Odr~avanja laminarnog grani nog sloja postaje sve te~e s poveanjem Reynoldsovog broja, ali se mo~e potpomoi ukoliko se postigne da gradijent tlaka opada u smjeru strujanja. Jedan od na ina za odr~avanje grani nog sloja laminarnim je usisavanje zraka kroz otvore na povraini ime se smanjuje debljina grani nog sloja i mogunost separacije. Kada se postigne jednakost Reynoldsovog i Machovog broja na modelu koji se ispituje i stvarnom zrakoplovu u letu, sile i momenti koji djeluju na model odnosno zrakoplov mogu se direktno usporeivati u odreenom mjerilu. Oblik strujanja oko modela i zrakoplova biti e u tom slu aju sli an. Ako se ispituju gravitacijski modeli (slobodni pad, spiralna propadanja, dinami ki modeli), potrebno je uspostaviti jednakost Froudeovog broja u realnom okru~enju i onog u uvjetima ispitivanja. Na sreu, gotovo nikad nije nu~no osigurati istovremeno jednakost sva tri spomenuta bezdimenzijska parametra (u nekim specifi nim slu ajevima postoje i drugi bezdimenzijski brojevi, npr. Strouhalov broj St kod ispitivanja periodi kih gibanja odnosno vibracija i Weberov broj We povezan s povrainskim naprezanjem). Tako pri ispitivanjima kod kojih je model zavjeaen na nosa u, postizanje jednakosti Froudeovog broja gubi va~nost. U uvjetima kada je Machov broj manji od pribli~no 0,4, i njegov utjecaj odnosno utjecaj stla ivosti zraka takoer se mo~e zanemariti. U inci Reynoldsovog broja kad on prijee vrijednosti iznad 1,5(106 mogu se predvidjeti s dovoljnom preciznoau. Osim toga, postoje i mogunosti korekcije Reynoldsovog i Machovog broja na modelu poveanjem ili smanjenjem tlaka zraka u tunelu ili koriatenjem nekog drugog plina ili medija (ili dodavanjem aditiva u zrak) ija svojstva bolje odgovaraju tra~enim uvjetima za provoenje eksperimenta. 4. Komponente aerodinami kog tunela Konstruiranje aerodinami kog tunela zapo inje odreivanjem njegove osnovne namjene odnosno vrste istra~ivanja koja e se provoditi na njemu, ime je uvelike odreena vrsta i oblik test sekcije i brzina strujanja u njoj. Takoer je potrebno predvidjeti broj radnih sati tunela i troakove potroanje energije kako bi se postigla optimalna djelotvornost. Prora unom i sumiranjem energetskih gubitaka u svim sekcijama tunela (test sekcija, difuzor, kutne sekcije, povratni vod, sae, mlaznica) dobiva se podatak o potrebnoj ulaznoj snazi. Postoje neke ope odrednice u konstrukciji aerodinami kih tunela da bi se ostvario optimum izmeu zahtjeva za ni~im troakovima izgradnje i im vee efikasnosti tunela u eksploataciji. Uobi ajeno je da duljina difuzora iznosi tri, etiri ili viae duljina test sekcije, kutne sekcije trebale bi biti meusobno sli ne radi pojednostavljenja izrade. Povratni vod naj eae se postavlja u horizontalnu ravninu, a kada se ~eli postii uateda u prostoru ili kada nema dovoljno prostora, u obzir mo~e doi smjeatanje u vertikalnoj ravnini. 4.1 Test sekcija Kao ato je ve spomenuto, konstrukcija aerodinami kog tunela polazi od odreivanja vrste istra~ivanja i uvjeta koje treba ostvariti da bi se istra~ivanja mogla provoditi. Ti uvjeti uklju uju oblik i dimenzije test sekcije (Slika 3.) i ~eljenu brzinu strujanja u njoj, ato dalje odreuje potrebnu snagu za rad tunela. Drugim rje ima, veli ina test sekcije i brzina strujanja mogu se interpretirati kao postizanje ~eljenog Reynoldsovog broja u test sekciji kao osnovnog kriterija sli nosti izmeu strujanja oko realnog zrakoplova i strujanja oko modela. Vee test sekcije mogu koristiti i vee modele i pri tom davati zadovoljavajue rezultate pri ni~im brzinama. Premda se jednaki Reynoldsov broj mo~e postii u tunelu dvostruko veih dimenzija uz potroanju dvostruko manje energije, treba voditi ra una da troakovi izgradnje toliko veeg tunela mogu biti i do etiri puta vei od troakova za manji tunel.  Slika 3. Model u test sekciji Mnogobrojni razlozi utjecali su u proalosti na odabir oblika test sekcije. Usvajani su razli iti oblici popre nog presjeka: kru~ni, elipti ni, kvadrati ni, pravokutni, pravokutni sa zaobljenim kutovima, kru~ni i elipti ni s ravnim donjim, gornjim ili bo nim dijelovima i mnogi drugi oblici kao kombinacije iz ovih pobrojenih. Trenje na povrainama test sekcije, koje znatno odreuje energetske gubitke u test sekciji, a time i ukupno potrebnu snagu, nije zna ajno ovisno o obliku presjeka test sekcije. Tako se kao kriterij za odabir oblika test sekcije nameu aerodinami ki zahtjevi i zahtjevi za upotrebljivosti, korisnosti i pogodnosti za provoenje istra~ivanja. Za odreenu povrainu presjeka test sekcije, vea airina presjeka mo~e biti povoljna za ispitivanje modela veeg raspona, ali ako odnos visine i airine padne ispod pribli~no 0,7, utjecaj zidova mo~e prili no varirati du~ raspona modela tako da preciznost podataka postaje upitna. Duljina test sekcije u praksi kree se od jedne do dvije duljine najvee dimenzije presjeka sekcije. Energetski gubici rastu s poveanjem duljine, ali postoji viae razloga zbog kojih je vea duljina test sekcije vrlo pogodna. Debljina grani nog sloja na zidovima test sekcije poveava se prema kraju sekcije, zbog ega se smanjuje efektivna povraina presjeka, poveava brzina strujanja i smanjuje stati ki tlak. Na taj na in nastaje otpor koji  vu e model nizstrujno i naziva se  horizontalni uzgon , a iji utjecaj treba biti korigiran. Ovaj problem mo~e se donekle premostiti poveanjem presjeka prema kraju sekcije kako bi se osigurala konstantna vrijednost stati kog tlaka cijelom duljinom test sekcije. Prakti ni detalji u konstrukciji test sekcije su instalacija dovoljno prozora od neprobojnog stakla u zidovima sekcije da bi model bio vidljiv sa svih potrebnih strana. Odgovarajue osvjetljenje takoer treba biti postavljeno, a posebno u slu ajevima kada se ispitivanja fotografski ili video snimaju. Sve gore navedeno odnosi se na zatvorene test sekcije, budui da se takve naj eae pojavljuju u upotrebi. Dva su osnovna nedostatka otvorenih test sekcija u usporedbi sa zatvorenim: nosa i modela i mjerne opreme su slo~eniji i esto oklopljeni, tako da je potrebno uva~iti odreene korekcije na granicama strujanja koje su opet znatno slo~enije nego kod zatvorenih test sekcija, potrebna snaga za tunel s otvorenom test sekcijom mo~e biti i do tri puta vea od snage potrebne za tunel jednakih karakteristika, ali sa zatvorenom test sekcijom. Ako se koristi otvorena test sekcija, ulazni promjer difuzora mora biti vei od izlaznog promjera mlaznice. U nekim slu ajevima, po etni dio difuzora (oko polovine duljine test sekcije) mo~e biti konstantnog promjera da bi se strujanje zraka stabiliziralo. 4.2 Difuzor i povratni vod Difuzor i povratni vod su po konstrukciji, a donekle i po namjeni, sli ne komponente pa se razmatraju zajedno. Budui da su energetski gubici u aerodinami kom tunelu proporcionalni s treom potencijom brzine strujanja, po~eljno je im viae poveati povrainu popre nog presjeka povratnog voda i difuzora i tako u im veoj mjeri smanjiti lokalnu brzinu. To je osobito va~no postii prije prve kutne sekcije jer se tamo dogaaju najvei gubici. Poveanje povraine presjeka je ograni eno mogunoau ekspanzije zraka bez separacije od stijenki, s obzirom da separacija donosi daljnje velike energetske gubitke. Kut izmeu nasuprotnih stijenki difuzora ne bi trebao prelaziti 7 stupnjeva, a najpovoljnija je vrijednost 5 stupnjeva. Kod difuzora s veim kutom koristi se nekoliko vrsta sredstava koja odr~avaju zadovoljavajui oblik strujanja: mre~e (screens) odr~avaju strujanje bez vrtlo~enja i separacije i pri znatno veim kutovima od preporu enih 5 stupnjeva, nedostatak im je ato proizvode dodatne gubitke i sama njihova cijena, generatori vrtloga (vortex generators) su jednostavno vrlo kratka krilca postavljena da proizvedu vrtloge koji e poveati razinu energije u strujanju s niskom razinom energije u blizini stijenki, obi no se smjeataju u nizstrujnom kraju test sekcije, a koriste se za difuzore s kutom izmeu stijenki od 7 do 10 stupnjeva ili u pravokutnim difuzorima gdje se ne mogu instalirati slobodni ventilatori, slobodni ventilatori (windmills) su ventilatori ili propeleri koje pokree struja zraka u podru ju visokog dinami kog tlaka da bi se prenijela energija u podru ja niskog dinami kog tlaka, zbog jednostavnosti mogu se koristiti lopatice konstantne duljine tetive, bez vitoperenja, pod napadnim kutom od 45 stupnjeva i one daju zadovoljavajue poboljaanje slike strujanja, razdjelnice (splitters) su ravne plo e koje se postavljaju preko raspona difuzora i smanjuju kut izmeu stijenki na taj na in da od jednog prolaza s velikim kutom naprave dva ili viae prolaza s manjim kutovima, procijepi za upravljanje grani nim slojem (boundary layer control slots) koriste se u otvorenim tunelima kod kojih je test sekcija na tlaku koji je ni~i od ambijentalnog, dovoljno je napraviti procijepe na po etku difuzora koji zna ajno poboljaavaju sliku strujanja. U povratnom vodu ili difuzoru, izmeu test sekcije i ventilatora, postavlja se mre~a od ~ice visoke vrstoe koja slu~i za zaustavljanje dijelova ukoliko doe do loma modela ili ulaska stranog tijela u tunel. Ovakva mre~a proizvodi dodatne energetske gubitke i da bi se oni im viae smanjili, mre~a se postavlja u podru je najni~ih brzina. Daljnja uateda posti~e se pravilnim odabirom gustoe mre~e i stavljanjem na mjesto gdje je najvea vjerojatnost pojave dijela modela ili stranog tijela. Mre~a ima pozitivan u inak smirivanja strujanja i ako je postavljena ispred ventilatora, smanjivat e vibracije ventilatora. Difuzor i povratni vod mogu imati pristupna vrata i prozore da bi se osigurala vidljivost i mogunost pristupa za odr~avanje i popravak. Otvori za drena~u na najni~em dijelu tunela slu~e za odvoenje kondenzirane, ili na neki drugi na in pridoale vode. 4.3 Ventilator Openito je prihvaeno da se ventilator postavlja nizstrujno iza druge kutne sekcije, a manje se koristi smjeatanje izmeu prve i druge kutne sekcije. Ventilator posti~e najveu korisnost ako je postavljen u struju visoke brzine, a njegova cijena je pribli~no proporcionalna kvadratu promjera. Zbog toga se za smjeatanje ventilatora naj eae koristi povratni vod. Ventilator proizvodi nepovoljno rotacijsko gibanje u struji zraka koje se prevenira na nekoliko na ina: postavljanjem krilaca za  izravnavanje struje zraka iza ventilatora, postavljanjem rotirajuih krilaca ispred ventilatora (u tom slu aju obi no postoje i gore spomenuta krilca za  izravnavanje iza ventilatora), postavljanjem joa jednog ventilatora ije lopatice rotiraju u suprotnom smjeru. Za tunele prosje nih veli ina i snaga jednostruki ventilator je sasvim dovoljan, a pravilno konstruirana sredstva za  izravnavanje struje zraka uklanjaju sva rotacijska klizanja za cijeli raspon ulaznih snaga i brzina. Ventilator s mogunoau regulacije napadnog kuta lopatica osigurava vrlo brzu i kvalitetnu kontrolu brzine strujanja, mnogo br~u nego kada je upravljanje brzinom ostvareno promjenom broja okretaja pogonskog motora. Vibracije ventilatora esto su uzrokovane asimetri noau brzine nadolazee struje zraka kao rezultat nejednolikog skretanja u kutnim sekcijama ili separacije na stijenkama. Prora un, konstrukcija i optimizacija ventilatora i njegove pratee opreme zasniva se na teoriji ventilatora koja predstavlja posebno podru je prou avanja. Zbog toga se pri konstrukciji aerodinami kog tunela vrlo pa~ljivo mora pristupiti prora unu i izradi ventilatora da bi se zadovoljili potrebni rasponi ulaznih i izlaznih veli ina ventilatora. 4.4 Pogonski motor Potisak koji daje ventilator i otpor razli itih komponenti tunela mijenjaju se s kvadratom broja okretaja ventilatora iz ega bi se moglo zaklju iti da se regulacija brzine u tunelu mo~e bolje ostvariti kontrolom broja okretaja ventilatora nego promjenom napadnog kuta lopatica. Iako ovakav zaklju ak mo~e vrijediti u tunelima s niskim omjerom kontrakcije, u veim tunelima, osobito onima koji su opremljeni mre~ama i unutarnjim izmjenjiva ima topline, on ne vrijedi. Mnogi aerodinami ki tuneli koji imaju obadvije mogunosti za regulaciju brzine koriste promjenu napadnog kuta kao br~i i jednostavniji na in. Neke od vrsta pogonskih motora i sustava koji omoguavaju kontrolu brzine su sljedee: 1. Generator i motor istosmjerne struje. Generator istosmjerne struje pokree se sinhronim motorom i koristi za pogon motora istosmjerne struje. Ovaj sustav zadovoljava do snaga veli ine 150 kW, iznad toga troakovi postaju previsoki. Posti~e se vrlo dobra regulacija brzine. 2. Tandem pogon. Kombinacija istosmjernog motora za niske snage i jednobrzinskog indukcijskog motora za visoke snage zadovoljava u irokom rasponu snaga od 200 do 15000 kW. U ovakvoj izvedbi istosmjerni motor koristi se kao pogon pri malim snagama i za ubrzavanje indukcijskog motora do radne brzine pri visokim snagama. 3. Sustav s magnetskom spojkom. Sinhroni motor mo~e se koristiti za pogon ventilatora preko magnetske spojke promjenjive brzine. Ovo je jedna od najjeftinijih vrsti pogona, a daje vrlo kvalitetnu kontrolu brzine u airokim rasponu od niskih brzina sve do maksimalne brzine budui da je promjena brzine postepena i glatka, bez naglih i skokovitih promjena. Obi no se koristi za snage do 4000 kW, ali postoje izvedbe za snage ak do 13500 kW. 4. Pogon promjenjive frekvencije. Obi no se upotrebljava za snage do 2500 kW. Sastoji se od sinhronog motora koji pokree generator istosmjerne struje iji izlaz pokree motor istosmjerne struje, a ovaj dalje pogoni alternator. Izlaz alternatora pogoni motor ventilatora, koji mo~e biti sinhroni ili indukcijski motor. Ovaj sustav daje dobre rezultate, ali je prili no slo~en i skup. 5. Viaebrzinski kavezni motor. Indukcijski motor izveden tako da ima viae operativnih brzina, u sprezi s ventilatorom s promjenjivim kutom lopatica, predstavlja zadovoljavajui pogon. Nedostaci su ograni enje maksimalne snage na 2000 kW i visoko po etno optereenje. 6. Indukcijski motor s kratkospojenim rotorom. Od ovakvog motora ne mogu se o ekivati prevelike performanse, premda u kombinaciji s ventilatorom s promjenjivim kutom lopatica mo~e davati dobre rezultate. Prednost su mu niski po etni troakovi i male dimenzije motora ato je pogodno za tunelske instalacije. 7. Indukcijski motor s dvostrukim pogonom. Ovakva izvedba zahtjeva izvor energije promjenjive frekvencije koja se dovodi u rotor indukcijskog motora. Potrebni su visoki investicijski troakovi, ali ova vrsta pogona je najviae u upotrebi za pogone s vrlo visokom snagom i gdje se posti~e velika korisnost. 8. Motor s unutraanjim izgaranjem. Upotreba ovakvih motora je nepo~eljna zbog visokih operativnih troakova i manje pouzdanosti za du~i radni vijek. Daljni nedostatak su ispuani plinovi jer je motor za pogon tunela smjeaten stacionarno za razliku od takvog motora na vozilu koje se giba. Promjer gondole motora treba biti od 0,3 do 0,7 promjera ventilatora da bi dala najbolje uvjete strujanja zraka za ventilator. Normalni smjeataj je u povratnom vodu koji treba imati kut airenja izmeu stjenki 5 do 6 stupnjeva. Gondole koje bi davale odli ne rezultate u slobodnoj struji zraka, prekratke su za upotrebu u zatvorenom strujnom kanalu. Provjera efektivne povraine strujnog kanala esto pokazuje da pri kraju gondole kut difuzije mo~e narasti i do 15 stupnjeva ime se ostvaruju uvjeti za nastanak separacije. Zbog toga je potrebno koristiti vrlo duge gondole kod kojih kut airenja strujnog kanala ne prelazi 7 stupnjeva. 4.5 Kutne sekcije U konstrukciji aerodinami kih tunela nije prakti no raditi kutne sekcije toliko postepene da bi struja zraka mogla pratiti njihovu zakrivljenost s malim gubicima, jer bi takve kutne sekcije bile prevelikih dimenzija, zauzimale bi previae prostora i imale previsoke troakove konstrukcije i izrade. Zbog toga se uobi ajeno koriste kutne sekcije s naglim zakretanjem struje zraka, a gubici strujanja pokuaavaju se odr~ati na minimalnoj razini upotrebom lopatica (profila) za skretanje struje. Otpori kutne sekcije uslijed trenja zraka o stjenke i gubitaka uslijed separacije pojavljuju se kao pad tlaka Dp. Koeficijent gubitaka u kutnoj sekciji h mo~e se izraziti kao omjer lokalnog pada tlaka Dp i dinami kog tlaka q: h = Dp / q . U krajnje nepovoljno konstruiranoj kutnoj sekciji, koeficijent gubitaka h mo~e narasti teoretski do vrijednosti 1, odnosno 100%, a u dobro izvedenim sekcijama vrijednosti koje se mogu postii su reda veli ine 0,15. Na Slici 4. prikazane su lopatice pogodne za kutne sekcije s pripadajuim koeficijentima gubitaka.  h = 0,11 h = 0,14 h = 0,20 Slika 4. Profili za usmjeriva e zraka s koeficijentima gubitaka Osnovna ideja je da se kutna sekcija podijeli lopaticama za skretanje struje zraka u niz kutnih procijepa visokog aspektnog odnosa. Povoljni omjer airine procijepa i tetive lopatice je oko 1 : 3 do 1 : 4, a bolji rezultati posti~u se s veim brojem lopatica krae tetive. 4.6 Saa i mre~e U tunelima starije izvedbe koristila su se saa u umiriva koj sekciji da bi se poboljaale karakteristike strujanja u test sekciji. Obi no su saa graena od okruglih, kvadratnih, pravokutnih, aesterokutnih ili osmerokutnih elija ija duljina je 5 do 10 puta vea od airine. Na Slici 5 prikazani su neki oblici saa s njihovim koeficijentima gubitaka. Noviji tuneli s visokim stupnjevima kontrakcije rjee koriste saa. Korisnijima od saa pokazale su se mre~e i u modernim aerodinami kim tunelima uglavnom se one koriste za umirivanje strujanja. Obi no se postavljaju jedna ili dvije mre~e, a kod tunela s niskim stupnjem turbulencije i aest ili viae mre~a. Ugradnja mre~a u tunel predstavlja prili no veliki problem. Ako se mre~e ugrauju u ve postojei tunel, postavljaju se u obodni prsten koji se vijcima pri vrauje za stijenke tunela. Vrlo prikladno rjeaenje pri konstrukciji novog tunela je izrada mre~a na posebnim okvirima koji se mogu jednostavno bo no umetati i vaditi. Pritom je potrebno osigurati dobro brtvljenje na spojevima izmeu okvira s mre~ama i ostalih djelova tunela.  K = 0,30 K = 0,22 K = 0,20 Slika 5. Oblici elija za saa s koeficijentima gubitaka 4.7 Konvergentna mlaznica Oblik konvergentne mlaznice treba biti pa~ljivo odabran da bi se postiglo kontinuirano poveanje brzine od umiriva ke sekcije do test sekcije. Na stijenkama mlaznice mo~e se dogoditi separacija grani nog sloja ukoliko je su~enje popre nog presjeka previae naglo ili skokovito. Zbog toga je potrebno pa~ljivo odrediti profil su~avanja mlaznice. Stupanj kontrakcije i dimenzije mlaznice odreuju gabarite i troakove cijelog tunela, tako da se prora un mlaznice ne mo~e provoditi odvojeno od prora una tunela. Zadovoljavajui oblik mlaznice dobiva se kroz viae iteracija u kojima se mijenjaju podaci u prora unu, prije svega brzina strujanja u test sekciji i snaga tunela. U nedostatku analiti kih izraza za oblik profila mlaznice, esto se koriste eksperimentalni podaci. 5. Energetska bilanca tunela Logi an pristup prora unu energetskih gubitaka aerodinami kog tunela sa zatvorenim tokom strujanja dao je Wattendorf. Postupak je zasniva na tome da se tunel rastavi na: cilindri ne sekcije, kutne sekcije, ekspandirajue ili divergentne sekcije (difuzore) i kontrahirajue ili konvergentne sekcije (mlaznice). Prora unom i sumiranjem energetskih gubitaka svih sekcija dobiva se ukupna energetska bilanca tunela. U svakoj sekciji dogaa se gubitak energije koji se obi no predstavlja kao pad stati kog tlaka Dp ili kao koeficijent gubitaka K = Dp / q . Koeficijent gubitaka pojedine sekcije K svodi se na dinami ki tlak u test sekciji:  EMBED Equation.3 (8) gdje su: q (Pa( - lokalni dinami ki tlak i q0 (Pa( - dinami ki tlak u test sekciji. Budui da je dinami ki tlak obrnuto proporcionalan promjeru tunela na etvrtu potenciju, slijedi:  EMBED Equation.3 (9) gdje su: D (m( - promjer odreene sekcije (ukoliko presjek sekcije nije kru~ni, izra unava se ekvivalentni promjer) i D0 (m( - promjer ili ekvivalentni promjer test sekcije. S ovako definiranim koeficijentom gubitaka, energetski gubici u pojedinoj sekciji su:  EMBED Equation.3 ,(10) odnosno ako se svedu na test sekciju:  EMBED Equation.3  pa je kona no:  EMBED Equation.3 (11) gdje su: A (m2( - povraina lokalnog popre nog presjeka i A0 (m2( - povraina popre nog presjeka test sekcije. Omjer gubitaka energije u test sekciji i ukupnih gubitaka (energy ratio, ER) jednak je:  EMBED Equation.3 .(12) Gornja formula ne uklju uje stupanj djelovanja pogonskog motora i ventilatora. 5.1 Prora un gubitaka u cilindri nim sekcijama U cilindri nim sekcijama pad tlaka po duljini sekcije je  EMBED Equation.3 , a koeficijent gubitaka je  EMBED Equation.3  pa je koeficijent gubitaka sveden na test sekciju iz izraza (9):  EMBED Equation.3 (13) gdje su: l (-( - koeficijent trenja i l (m( - duljina sekcije. Za strujanje u hidrauli ki glatkim cijevima pri dovoljno visokim vrijednostima Reynoldsovog broja mo~e se koristiti se von Krmnovo rjeaenje:  EMBED Equation.3 .(14) Za otvorene cilindri ne sekcije (na primjer otvorena test sekcija) prihvatljiva vrijednost za koeficijent trenja je l = 0,08, dok je za zatvorene cilindri ne sekcije pribli~no deset puta manja. 5.2 Gubici u divergentnim sekcijama U divergentnim sekcijama dogaaju se energetski gubici uslijed trenja i uslijed ekspanzije struje zraka. Izraz za koeficijent gubitaka sveden na test sekciju obuhvaa obadvije vrste gubitaka:  EMBED Equation.3 (15) gdje su: a (-( - kut divergencije izmeu stijenki (ne vei od 7 stupnjeva), D1 (m( - promjer na u~em kraju sekcije i D2 (m( - promjer na airem kraju sekcije. Iz izraza (15) vidi se da e manji gubici biti pri manjem kutu divergencije a sve do to ke u kojoj prirast gubitaka po inje rasti uslijed doprinosa povrainskog trenja. Deriviranjem izraza (15) i izjedna avanjem s nulom dobiva se da je kut pri kojem je koeficijent gubitaka K0 minimalan:  EMBED Equation.3 .(16) Za prosje ne vrijednosti koeficijenta trenja od pribli~no 0,01 dobiva se da je najvea korisnost odnosno najmanji gubici kod kuta divergencije od oko 5 stupnjeva. Meutim, ograni enja u pogledu raspolo~ivog prostora, kao i troakovi izgradnje, obi no zahtjevaju primjenu neato veih kutova divergencije ato e poveati troakove eksploatacije tunela. Energetski gubici u divergentnoj sekciji su dva do tri puta vei nego gubici u odgovarajuoj cilindri noj sekciji. Treba rei da se, pored kuta divergencije, brzina prirasta tlaka namee kao ak i va~niji parametar za ocjenu kvalitete izvedbe difuzora. Dva difuzora s jednakim kutom divergencije, ali s razli itim ulaznim promjerima imat e posve razli ite priraste tlaka. Slijedei takvu logiku veliki broj tunela ima vee kutove divergencije u povratnim vodovima. Takoer, poremeaji u struji zraka koje uzrokuje model u test sekciji mogu ograni iti zadovoljavajui kut divergencije ispod vrijednosti za mirnu,  glatku struju. 5.3 Gubici u kutnim sekcijama U kutnim sekcijama, trenje u lopaticama za skretanje struje ini pribli~no jednu treinu gubitaka, a ostale dvije treine uzrokuje samo skretanje struje. Za kutne sekcije s lopaticama kao ato su prikazane na Slici 4. primjenjuje se za odreivanje koeficijenta gubitaka iskustveni izraz koji se temelji na prosje nim vrijednostima pada tlaka Dp / q = 0,15 i Reynoldsovog broja Re = 500000:  EMBED Equation.3 .(17) 5.4 Gubici u konvergentnim sekcijama U pravilno konstruiranim konvergentnim sekcijama gubici nastaju samo uslijed trenja, pa pad tlaka iznosi:  EMBED Equation.3 , a koeficijent gubitaka je:  EMBED Equation.3 .(18) Pretpostavljajui prosje nu vrijednost za koeficijent trenja  EMBED Equation.3 , koeficijent gubitaka bit e:  EMBED Equation.3 (19) gdje je: Lk (m( - ukupna duljina konvergentne sekcije. Budui da ne ukupne gubitke u konvergentnim sekcijama otpada do 3 % ukupnih gubitaka tunela, greaka uslijed aproksimacije u prora unu mlaznice ima malo zna enje. 5.5 Gubici u sau Gubici u sau mogu se izra unavati prema izrazu (9) na osnovu poznatih, naj eae eksperimentalno dobivenih, koeficijenata gubitaka K. Vrijednosti koeficijenata gubitaka K za neke oblike saa dani su na Slici 5. Te veli ine koeficijenata vrijede ako je omjer duljine i promjera elije pribli~no jednak 6, a povraine elija su meusobno jednake. Gubici u sau obi no ne prelaze 5 % ukupnih gubitaka tunela. 6. Zaklju ak injenica je da danas u Hrvatskoj ne postoji niti jedan aktivni aerodinami ki tunel, iako je bilo pokuaaja da se to ostvari. Zbog toga je joa vea odgovornost da se iskoristi prilika koja je nastala preuzimanjem komponenti podzvu nog aerodinami kog tunela na Fakultetu prometnih znanosti. Posebnu pa~nju treba posvetiti ekonomi nosti konstrukcije i eksploatacije tunela. To se mo~e postii postupnim razvojem i nadogradnjom osnovne izvedbe tunela i nabavkom relevantne mjerne opreme. Postoje mogunosti komercijalnog koriatenja tunela u suradnji s gospodarstvom i takve mogunosti treba maksimalno poticati i koristiti. U ovom radu dane su ope smjernice za konstrukciju aerodinami kog tunela s posebnim osvrtom na podzvu ni tunel sa zatvorenim tokom strujanja kakav je i tunel na Fakultetu prometnih znanosti. Literatura ((( Alan Pope, John J. Harper: Low-Speed Wind Tunnel Testing, John Wiley & Sons, Inc., New York, London, Sydney, 1966. (2( Petar Kesi, Ana Maria Ljuatina, Davor Franjkovi: Eksperimentalna istra~ivanja aerodinami kih karakteristika, elaborat, znanstveni projekt MZT i FSB br. 120046, Fakultet strojarstva i brodogradnje, Zagreb, 1999. (3( Robert W. Fox, Alan T. McDonald: Introduction to Fluid Mechanics, 4th edition, John Wiley & Sons, Inc., New York, Chichester, Brisbane, 1994. (4( Arnold M. Kuethe, Chuen-Yen Chow: Foundations of Aerodynamics - Bases of Aerodynamic Design, 5th edition, John Wiley & Sons, Inc., New York, Chichester, Weinheim, 1998. (5( John D. Anderson, jr: Fundamentals of Aerodynamics, 2nd edition, McGraw-Hill, Inc, New York, St. Louis, San Francisco, 1991. (6( Richard S. Shevell: Fundamentals of Flight, 2nd edition, Prentice Hall, Inc, Englewood Cliffs, New Jersey, USA, 1989. SA}ETAKSUMMARY Davor Franjkovi Anita Domitrovi Podzvu ni aerodinami ki tunel za akolske namjene U ovom radu obraene su osnovne postavke koje treba zadovoljiti pri konstrukciji aerodinami kog tunela. Dana je podjela tunela prema nekoliko kriterija. Navedeni su bezdimenzijski parametri zna ajni za provoenje ispitivanja: Reynoldsov, Machov i Froudeov broj. Opisane su komponente tunela s posebnim naglaskom na tunel sa zatvorenim tokom strujanja: test sekcija, difuzor, kutne sekcije, pogon tunela (motor i ventilator), povratni vod, mlaznica, saa i mre~e. Na kraju, dan je postupak i izrazi za izra unavanje energetske bilance, odnosno energetskih gubitaka tunela, po pojedinim sekcijama. Davor Franjkovi Anita Domitrovi Subsonic Wind-tunnel for Educational Purposes The paper describes basic principles of wind tunel design. Wind tunnels are classified according to several criteria. Dimensionless parameters important in test runs are listed: Reynolds, Mach and Froude numbers. The wind tunnel components are described with a special emphasis on closed-circuit wind tunnel: test section, diffuser, corner section, drive motor, fan, return passage, entrance cone, honeycomb and screens. Finally, the procedure and equations for calculation of energy losses of wind tunnel sections are given. 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