SPRĘŻARKI ŚRUBOWE AIRPOL – WERSJA PODSTAWOWA
Projektowane i produkowane przez firmę Airpol sprężarki śrubowe są niezależnymi urządzeniami, które mogą pracować w trybie ciągłym, przy dużym obciążeniu oraz w trudnych warunkach. Sprężarki te są wykonywane w kilku wersjach, z wyposażeniem w zbiornik sprężonego powietrza lub bez niego, a także z przeniesieniem napędu w sposób bezpośredni bądź poprzez przekładnię pasową.
Urządzenia są wykonane w pełnej zgodności z obowiązującymi regulacjami i wymogami polskimi oraz europejskimi, w zakresie dotyczącym maszyn, urządzeń ciśnieniowych, urządzeń elektrycznych oraz zgodności elektromagnetycznej. Gwarancją używania sprężarek najwyższej jakości jest również wdrożony w firmie Airpol system zarządzania jakością. Przestrzeganie restrykcyjnych norm jakościowych odbywa się na etapie projektowania, produkcji oraz serwisowania sprężarek.
![9k=](data:image/jpeg;base64,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)
Wysoka jakość dostarczanego sprężonego powietrza
Sprężarki Airpol, w wersji podstawowej (bez dodatkowych filtrów) pozwalają na utrzymywanie w sprężonym powietrzu bardzo niskiego stężenia oleju (nie przekraczającego poziomu 3 ppm). Tak niska wartość uzyskiwana jest dzięki zastosowaniu w sprężarkach skutecznego systemu podwójnej separacji oleju.
Dostarczane przez sprężarkę sprężone powietrze charakteryzuje się temperaturą wyższą tylko o ok. 10º C od otoczenia, dzięki skutecznej wentylacji i doborze właściwych chłodnic powietrza.
Dane techniczne - Sprężarka śrubowa Airpol K4 13bar 4kW 22m3/h 240L
Pojemność zbiornika
240 l
Wymiary (D x S x W)
1430x510x1470 mm
Zapotrzebowanie powietrza chłodzącego
1200
Stopień ochrony silnika
IP55
Zalecany przekrój przewodu zasilającego
4x2.5 mm2
Sposób przenoszenia napędu
przekładnia pasowa
Przyłącze sprężonego powietrza
G1/2