VN Njemačke (29. srpnja – 31. srpnja 2016.), Hockenheimring
Satnica:
Petak, 29. srpnja 2016.
Prvi slobodni trening: 10:00 – 11:30
Drugi slobodni trening: 14:00 – 15:30
Subota, 30. srpnja 2016.
Treći slobodni trening: 11:00 – 12:00
Kvalifikacije: 14:00 – 15:00
Nedjelja, 31. srpnja 2016.
Utrka: 14:00
Duljina utrke: 67 krugova (306.46 km)
Broja zavoja: 16 (10 lijevih, 6 desnih)
Udaljenost od pole positiona do prvog zavoja: 310 m
Najbrže dionice: startno-ciljna ravnina i zavoj Ayrton Senna
Najsporiji zavoj: 6. (75 km/h)
Maksimalna brzina: oko 340 km/h
Utjecaj goriva na vrijeme po krugu: 0.33 s na 10 kg
Potrošnja goriva po krugu: 1.49 kg
Duljina kruga koja se vozi punim gasom: 65%
Najduža dionica koja se vozi punim gasom: 1240 m
Promjene stupnjeva prijenosa u jednom krugu: oko 55
Potrošnja goriva: 1 od 3
Potrošnja guma: 3 od 5
Potrošnja kočnica: 4 od 5
Zahtjevi za downforceom: 3 od 5
Maksimalno lateralno ubrzanje: 3.5 G (12. zavoj)
Evolucija površine staze između FP1 i Q: Srednja
DRS zone: dvije (ravnine između prvog i drugog te četvrtog i šestog zavoja)
Rekord kruga (utrka): 1:13.780 (Raikkonen, 2004.)
Karakteristike dosadašnjih utrka na ovoj stazi:
Najniža startna pozicija pobjednika: 18
Pobjednici s pole positiona: 32
Pobjede: Michael Schumacher (4), Nelson Piquet (3), Ayrton Senna (3), Fernando Alonso (3)
Statistika iz 2014.:
Najbrži krug FP1: 1:19.131 (Rosberg)
Najbrži krug FP2: 1:18.341 (Hamilton)
Najbrži krug FP3: 1:17.779 (Rosberg)
Najbrži krug Q1: 1:17.631 (Rosberg)
Najbrži krug Q2: 1:17.109 (Rosberg)
Najbrži krug Q3: 1:16.540 (Rosberg)
Poboljšanje najbržeg vremena (FP1-Q3): 2.591 s
Poboljšanje najbržeg vremena (Q1-Q3): 1.091 s
Najbrži krug utrke: 1:19.908 (Hamilton)
Broj pretjecanja: 65
Nije klasificirano: 4 vozača
Zanimljivosti o gradu i stazi:
• Uz Hockenheimring, najveća atrakcija grada je vodeni toranj sagrađen 1910. godine
• U Hockenheimu se nalazi i automobilistički muzej s više od 200 izložbenih primjeraka
• Prosječni stanovnik Njemačke godišnje pojede više od 61 kilograma mesa
• Više od pola njemačkih autocesta nema ograničenje brzine, ostatak ima potpuna ili djelomična ograničenja
• Ove godine će se održati 62. VN Njemačke. Utrka se nije održavala 1950., 1955. 1960. 2007. i 2015. godine
• Ferrari je najuspješnija momčad na VN Njemačke. Osvajali su je 21. put, a čak 11 puta na Hockenheimringu
• Daniel Ricciardo će na Hockenheimringu po 100. puta startati Veliku nagradu
Eto jedna od najdužih staza u kalendaru, ako ne i najduža sada je postala jedna od najkraćih. Publika na stadionskom dijelu je profitirala utoliko što sada ima prigodu više krugova gledati bolide F1. Osim toga nisu uskraćeni apsolutno ni zašto drugo obzirom da se u stadionskom dijelu staze malo toga i događalo. Sve što je bilo zanimljivo dešavalo se na dugim ravnim dijelovima staze. Tako da su vozači kao i mi ispred malih ekrana uskraćeni za sav spektakl koji i krasi F1.
bio sa tamo 2000 kad je rubns dobio po kiši s 18 mjesta ne razumin zašto su uništili jedan dio staze da se nikad tamo viš ne vozi,ako su vec morali je renovirat onda su mogli staviti tribine i veliki ekran,moglo se ali nije,tilke koljač staza,brnie grobar.
Jer mi može netko objasniti radi ćega su promijenili izgled nekadašnjeg Hockenheima koji je se vozio do 2002. godine? S obzirom da sam tek onda počeo polako pratiti Formulu pa nisam baš skužio.
Hvala.
Vozači su premalo puta prolazili pored startno ciljne ravnine, pa su je genijalci odlučili skratiti. Kao, gledateljima na stazi će biti zanimljivije kad više puta vide vozače. To je mislim bilo službeno objašnjenje.
ma to je bila najbrža staza ikada 365 kmh nego je berni htio da publika gleda procesije to on voli ovo sada je mala brua stadionska staza i niđta više, ono je bilo u šumi voziš punim gaom oni koji ne znaju kako je to bilo nek pogledaju krug na you tube, volim šumske staze ,ovo nije sjena nekadašnjeg hockenheima,webber je prije par godina rekao kad vidim2 zavoj najviše bi volio dati gas i ići u šumu,
Da su je sje…i nakon sto su je skratili.
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
mora se znati da je sjebana stara staza
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
mora se znati da je sjebana stara staza