Euro dysk Maxi Soft
Opis:
Dysk jest wykonany z mocnego tworzywa sztucznego. W części roboczej, warstwa tkaniny „rzep” do silnego i szybkiego
zakładania krążków ściernych lub polerskich. Pozwala to na wygodne i skuteczne szlifowanie bądź polerowanie różnych
powierzchni.
Przeznaczenie:
Dysk do szlifierek kątowych i maszyn polerskich. Służy do mocowania krążków samoprzylepnych ściernych i polerskich.
Zastosowanie:
Zależnie od użytego materiału ściernego może być stosowany przez amatorów lub profesjonalistów do szlifowania powierzchni
płaskich: metali, drewna, tworzyw sztucznych, materiałów budowlanych.
Mocowanie:
Gwint M14
Sposób mocowania:
Mocować na wrzecionie szlifierki dokręcając do oporu. krążek ścierny docisnąć do rzepa całą powierzchnią. Zwrócić uwagę
na centryczność ułożenia krążka ściernego na dysku.
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)
Warunki bezpiecznej pracy:
Przed przystąpieniem do pracy należy sprawdzić czy:
• dysk jest dobrze zamocowany i nie posiada żadnych uszkodzeń.
• połączenie dysku z narzędziem uniemożliwia jego obluzowanie
się podczas pracy.
• po uruchomieniu narzędzia bieg dysku jest równomierny
bez wyczuwalnych drgań.
• krążek ścierny nie ślizga się po dysku.
Dyski elastyczne należy chronić przed uderzeniami.
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)