Podnośnik dwukolumnowy elektromechaniczny 2.30 EASY LIFT:
Charakterystyka:
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podnośnik elektromechaniczny o ramowej konstrukcji,
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zsynchronizowane mechanicznie kolumny wykonane ze stali walcowanej na gorąco,
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ruchome ramiona obrotowe,
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wózek z 6-cioma bezobsługowymi łożyskami,
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amortyzujący ogranicznik drzwi,
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regulowane pady podprogowe (ok. 20 mm),
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blokada podnoszenia podczas awarii nakrętki,
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automatyczna blokada ramion podczas podnoszenia,
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zamknięta skrzynka sterująca z krańcówką,
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nakrętka robocza ze stopu brązu,
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klasa ochrony IP54, certyfikat GS, DIN EN 1493, certyfikat CE.
Gwarancja: 12 miesięcy.
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)
Parametry techniczne |
Model |
2.30 EASY LIFT |
Udźwig [t] |
3,0 |
Zasilanie [V/Hz] |
400/50 |
Moc silnika [kW] |
3 |
Szer. całkowita [mm] |
2930 |
Wys. całkowita[mm] |
2565 |
Max. wys. podnoszenia [mm] |
1900 |
podnośnik warsztatowy
WS1648
WS 1648
podnośnik samochodowy
Podnośnik dwukolumnowy
Consul 2.30 Easy Lift
podnośnik coframa
podnośnik consul
2.30 easy lift
ws1648
ws 1648