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
Jeśli chodzi o bezpieczeństwo warto współpracować z najlepszymi! Dowiedz się, dlaczego oryginalne klocki i tarcze hamulcowe Toyoty zapewniają siłę hamowania, której możesz zaufać
Układ hamulcowy jest jednym z najważniejszych elementów odpowiedzialnych za bezpieczeństwo w Twojej Toyocie. Zatrzymywanie i zwalnianie samochodu w szczególności w trudnych warunkach drogowych i w nieprzewidywanych sytuacjach zależy od wydajności Twoich hamulców.
Jak działa układ hamulcowy?
Gdy wciskasz pedał hamulca w przewodach hamulcowych wzrasta ciśnienie płynu hamulcowego, a klocki hamulcowe zostają dociśnięte do tarczy. Tarcie występujące pomiędzy tymi elementami prowadzi do zwalniania i w ostateczności zatrzymania pojazdu.
Z czasem klocki hamulcowe zużywają się i wymagają wymiany. Jazda z zużytymi klockami hamulcowymi może być niebezpieczna. Jeżeli klocki hamulcowe zużywają się nierównomiernie, pojazd podczas hamowania może zboczyć z trasy. Oznaką zużytych klocków jest piszczenie oraz niska skuteczność hamowania
Klocki hamulcowe należy koniecznie wymienić jeżeli grubość powierzchni ciernej jest mniejsza od niezbędnego minimum. Poznaj cztery najważniejsze powody dla których zalecamy stosowanie oryginalnych klocków hamulcowych Toyoty:
Wszystkie oryginalne klocki Toyoty są zaprojektowane w taki sposób aby zapewnić maksymalne bezpieczeństwo. Na każdym etapie zużycia wydajność hamowania wciąż wynosi 100%.
Tak wysoka wydajność wymaga zastosowania materiałów o bardzo wysokiej jakości. Właśnie takie materiały znalazły zastosowanie w oryginalnych klockach hamulcowych Toyoty.
Hamulce które działają efektywnie nie piszczą i nie skrzypią. Oryginalne klocki hamulcowe Toyoty posiadają wysoką żywotność - dzięki czemu zapewniają pożądaną wydajność hamulców przez długi czas.
Oryginalne klocki hamulcowe Toyoty są zaprojektowane z myślą o konkretnej specyfikacji danego modelu samochodu. Pozwala to na ich to błyskawiczną wymianę z jednoczesnym wyeliminowaniem problemów z dopasowaniem.
Sprawne wydajne hamulce są istotne dla Twojego bezpieczeństwa. Klocki hamulcowe Toyoty zostały stworzone w oparciu o specjalistyczną wiedzę o samochodach Toyoty, którą tylko posiada wyłącznie koncern Toyota. Aby zapewnić bezpieczną jazdę, zaleca się regularne sprawdzanie układu hamulcowego w Autoryzowanej Stacji Obsługi Toyoty .
https://www.youtube.com/watch?v=Nwv39GPvDpE
Najlepszymi Doradcami ds. Serwisu dla Państwa będą:
Marek Wolski - Doradca ds. Serwisu
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Tomasz Haj - Doradca ds. Serwisu
T +48 14 622 30 26
K +48 519 535 054