Płytka frezarska SPKN 1504 EDTR FU25N - PAFANA

Informacje:

• Płytka do frezowania SPKN 1504 wykonana z węglika spiekanego FU25N do obróbki dokładnej i średniodokładnej żeliwa.
• Do frezowania czołowego pod kątem 75°.
• Kierunek skrawania: prawy.
• Płytka SPKN 1504 pasuje do frezów składanych i głowic frezarskich:
  • FB75SP15-080-27A04 (Darmet)
  • FB75SP15-100-27B06 (Darmet)
  • FB75SP15-125-40B08 (Darmet)
  • FB75SP15-160-40B10 (Darmet)
  • R257.1 - 250 - 20 - DOLFAMEX
  • R257.1 - 200 - 20 - DOLFAMEX
  • R257.1 - 160 - 20 - DOLFAMEX
  • R257.1 - 125 - 20 - DOLFAMEX
  • 216.17 - 3236.3 - DOLFAMEX

Operacje obróbkowe:

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" alt="operacje obróbkowe SPKN" 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