Płytka frezarska XOLT 130410 ER S6N FP40M

Opis

Informacje:

Płytka do frezowania XOLT 130410 ER wykonana z węglika spiekanego FP40M, który jest przeznaczony do obróbki stali nierdzewnej i kwasoodpornej .
Frezowanie 25°
Do frezowania rowków, występów i frezowania czołowego
Kierunek skrawania: prawy
Łamacz wióra S6N do sredniodokładnej obróbki.
Pasuje do frezów składanych:
- R55X.22-3532XO13
- R55X.21-3532XO13-250
- R65X.21-050XO13
- R65X.21-063XO13
- R65X.21-080XO13
- R65X.21-100XO13

Operacje obróbkowe:

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" alt="operacje obróbkowe XOLT" 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