Oringi Wymiary - jak mierzyć?
2020-07-21
Jak poprawnie odczytać wymiary z nazw uszczelnień typu Oring.
Wybierając pierścienie uszczelniające musimy zwrócić uwagę na 4 parametry:
- Materiał z którego wykonana jest uszczelka
- Średnicę Wewnętrzną
- Przekrój
- Twardość (wyrażaną w skali twardości Shore'a - ShA)
Wymiary zawsze podawane są w milimetrach [mm]
Wzór: Oring średnica_wewnętrzna x przekrój twardość_materiał kolor
Wzór: Oring średnica_wewnętrzna x przekrój twardość_materiał kolor
![](data:image/png;base64,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)
Objaśnienia dotyczące materiałów stosowanych do produkcji Oringów
NBR - kauczuk akrylonitrylo-butadienowy (od -40°C do +100°C)
FPM - kauczuk fluorowy (od -20°C do +205°C)
EPDM - kauczuk etylenowo-propylenowo-dienowy (od -50°C do +150°C)
Si - kauczuk silikonowy (od -60°C do +210°C)
HNBR - kauczuk akrylonitrylo-butadienowy uwodorniony (od -40°C do +150°C)
Pokaż więcej wpisów z
Lipiec 2020
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Siłownik Hydrauliczny Tłokowy CJ2F 63/36/100
561,70 zł brutto/1szt.Najniższa cena produktu w okresie 30 dni przed wprowadzeniem obniżki 510,63 zł/1szt.Cena regularna 591,26 zł brutto/1szt.
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Siłownik Hydrauliczny Tłokowy CJ2F 50/28/400
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