Zastosowanie
Sito Spiralne Kanałowe typu DF SSP / DF SSB stosowane jest do mechanicznej separacji części stałych zawartych w ściekach komunalnych oraz przemysłowych. Sito jest przeznaczone do montażu w kanałach znajdujących się zarówno wewnątrz obiektów, jak i na wolnym powietrzu. W zależności od wybranego typu, urządzenie może być wyposażone w perforowany element separujący lub szczelinowy bęben obrotowy.
Zasada działania
Przepływające ścieki doprowadzane są do elementu cedzącego którym, w zależności od typu zastosowanego urządzenia jest płyta perforowana lub bębnowe sito szczelinowe. Dobór prześwitu w zakresie 1,0÷10,0mm gwarantuje skuteczną separację skratek o wielkości zgodnej z wymaganiami inwestora.
SSP: Zatrzymane na sicie perforowanym skratki zgarniane są przy pomocy zintegrowanych z podajnikiem ślimakowym szczotek czyszczących. Następnie zanieczyszczenia transportowane są ku górze urządzenia, gdzie następuje ich płukanie oraz odwadnianie w segmencie prasująco-odwadniającym. Odprowadzenie skratek poza sito realizowane jest poprzez rynnę zrzutową.
SSB: Elementem cedzącym jest sito szczelinowe montowane na bębnie obrotowym zintegrowanym z podajnikiem ślimakowym. Po osiągnięciu zadanego stopnia zabrudzenia sita bęben zaczyna się obracać wokół własnej osi jednocześnie załączając proces zintegrowanego czyszczenia wodno-mechanicznego. Zatrzymane skratki są zrzucane do podajnika ślimakowego oraz transportowane w górę urządzenia, gdzie następuje ich płukanie oraz odwadnianie w segmencie prasująco-odwadniającym. Odprowadzenie skratek poza sito realizowane jest poprzez rynnę zrzutową.
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)
Wyposażenie
- sito skośne perforowane (SPP) lub sito skośne bębnowe szczelinowe (SBB),
- podajnik ślimakowy montowany pod kątem 30o÷45o wyposażony w przeciwwstęgę,
- perforacja/bęben o prześwicie 1,0÷10,0 mm,
- układ automatycznego czyszczenia perforacji/bębna,
- system płukania oraz prasowania transportowanych skratek (opcja),
- szafa zasilająco-sterownicza wyposażona w programowany sterownik,
- system workowania skratek (opcja),
- wykonanie urządzenia w wersji Ex (opcja),
- pakiet „zima” umożliwiający lokalizację urządzenia na wolnym powietrzu system sterowany sygnałami z dwóch niezależnych termostatów (opcja),
- wykonanie materiałowe: stal nierdzewna. Na życzenie istnieje możliwość zastosowania innych materiałów konstrukcyjnych.
Cechy produktu
- skuteczne rozwiązanie nawet dla bardzo trudnych do oczyszczenia ścieków,
- możliwość zabudowy w istniejących kanałach,
- hermetyzacja procesu usuwania zanieczyszczeń stałych,
- skuteczna eliminacja części stałych z napływających ścieków,
- odwodnienie skratek w zakresie 20%÷60%,
- redukcja masy skratek w zakresie 30%÷60%,
- redukcja związków organicznych zawartych w separowanych skratkach,
- niskie koszty inwestycyjne oraz eksploatacyjne.