SCALA2 3-45 A Grundfos to w pełni zintegrowane samozasysające, kompaktowe urzadzenie hydroforowe do podnoszenia ciśnienia w domowych instalacjach zaopatrzenia w wodę. Zintegrowane sterowanie prędkością obrotową silnika umożliwia utrzymanie idealnego ciśnienia w kranach zgodnie z zapotrzebowaniem. SCALA2 jest montowana w trzech prostych krokach 1.Podłączenie do instalacji
2.Zalanie pompy
3.Po podłączeniu do żródła zasilania pompa jest gotowa do pracy Grundfos SCALA2 jest wyposażona we wszystkie niezbędne elementy, aby zapewnić wymagane ciśnienie: Inteligentny sterownik Zintegrowany napęd z regulacją prędkości prędkości obrotowej Wbudowany zbiornik Wbudowane czujniki do kontroli pracy pompy Wbudowany zawór zwrotny SCALA2 jest pompą samozasysającą Może po zamontowaniu zassać wodę z głębokości do 8 m w czsie krótszym niż 5 minut.Jeżeli wystąpi potrzeba demontażu pompy z instalacji np. wskutek uszkodzenia przewodu ssawnego, to montaż i uruchomienie pompy jest szybkie i łatwe W przypadku wystąpienia suchobiegu, braku wody w korpusie pompy, zbyt wysokiej temperatury cieczy,zablokowaniu wirników - pompa automatycznie zatrzymuje się. SCALA2 posiada funkcję automatycznego kasowania alarmów i ostrzeżeń jeżeli zaniknie przyczyna ich pojawienia.W przypadku suchobiegu lub wystąpienia zakłócenia mogącego uszkodzić pompę zostaje ona zatrzymana.Pompa sprawdza czy spełnione są warunki poprawnej pracy przez 8- krotne próby ponownego uruchomienia w 5 minutowych odstępach. Jeżeli pompa nie zostanie uruchomiona ponowne próby zostaną podjęte po 24 godzinach.Funkcję automatycznego kasowania alarmu i ostrzeżeń można zdezaktywować. Dzięki zoptymalizowanej hydraulice pompy oraz zastosowaniu silnika z magnesami trwałymi chłodzonym wodą, pompa jest bardzo cicha, tylko 47 dB(A). Maksymalny poziom hałasu w skrajnych warunkach wynosi 53 dB(A).Możliwy jest montaż wewnątrz budynku i na zewnątrz. Wbudowany zbiornik ogranicza liczbę załączeń pompy w przypadku małych rozbiorów lub wycieku wody z instalacji. SCALA2 nie wymaga przeglądów serwisowych, ale zaleca się utrzymywanie pompy w czystości, sprawdzanie zaworów zwrotnych i drożności otworów wentylacyjnych. Cechy charakterystyczne: Czynnik tłoczony woda, wydajność nominalna: 3 m3/h, maksymalne ciśnienie pracy: 10 bar, napięcie nominalne: 1 x 200-240 V oraz klasa izolacyjna (IEC 85): F.
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)