Płytka frezarska APKT 100308 PDTR FU25N - PAFANA
Cena regularna:
Cena regularna:
towar niedostępny
dodaj do przechowalni
Opis
Informacja:
- Płytka do frezowania APKT 100308 PDTR wykonana z węglika spiekanego FU25N do obróbki stali.
- Frezowanie 90°
- Do frezowania rowków, występów i frezowania czołowego
- Kierunek skrawania: prawy
- Pasuje do frezów składanych:
- R510.22-2020-10
- R510.22-2525-10
- R510.22-3232-10
- R510.25-2503-10
- R510.25-3203-10
- R610.21-040-10
- R610.21-050-10
- R610.21-063-10
- R570-3232AP10
-
Produkt sprzedawany w opakowaniu zastępczym!
Operacje obróbkowe:
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alt="operacje obróbkowe APKT" 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Dane techniczne
| Kierunek skrawania | prawy |
| Długość boku płytki | 10 |
| Grubość płytki | T3 |
| Szerokość płytki | 0,5 mm |
| Promień | 90° |
| Typ | APKT |
| Rozmiar | 6 |









Wyświetlane są wszystkie opinie (pozytywne i negatywne). Nie weryfikujemy, czy pochodzą one od klientów, którzy kupili dany produkt.