SPRĘŻARKI TŁOKOWE ATLAS COPCO DWUSTOPNIOWE LT ZE SMAROWANIEM OLEJOWYM
Zasada działania sprężarek tłokowych dwustopniowych polega na tym, że uprzednio przefiltrowane powietrze trafia tylko do jednego cylindra, niskociśnieniowego. Zasila on drugi cylinder, wysokociśnieniowy, w którym ciśnienie sprężonego powietrza osiąga maksymalną wartość roboczą – 15, 20 lub 30 bar (w zależności od wersji). Obniżenie temperatury sprężonego powietrza w trakcie jego przepływu pomiędzy dwoma cylindrami pozwala na osiągnięcie bardzo wysokiej sprawności sprężania.
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)
Najwyższa jakość i niezawodność
Sprężarki serii LT dają niespotykaną bezawaryjność i najniższe temperatury sprężonego powietrza, jednocześnie dostarczając powietrze o bardzo niskiej resztkowej zawartości oleju. Podzespoły sprężarek są wykonane z materiałów najwyższej jakości. Dzięki temu sprężarki serii LT funkcjonują długo i bezawaryjnie.
Ekonomiczna eksploatacja, łatwa konserwacja
Bardzo dobra dostępność podzespołów konstrukcyjnych oraz części serwisowych sprawia, że sprężarki tłokowe Atlas Copco są bardzo opłacalne w eksploatacji.
Dane techniczne - Sprężarka tłokowa Atlas Copco LT3FF TM270 15BAR 400V
Pojemność zbiornika
270 l