Przyczepy wywrotki serii DBL to doskonałe rozwiązanie dla transportu produktów rolnych, balotów słomy lub sianokiszonki. Uniwersalność przyczep DBL to połączenie szczelności oraz dłuższej powierzchni ładownej.
Szczególne cechy tego typu przyczep to:
- odpowiednia pojemność skrzyń ładunkowych, która zapewnia załadunek takiej ilości produktów rolniczych jaka wskazana jest w ładowności przyczepy
- gwarantowana szczelność nadwozi przyczep umożliwia łatwy i pewny przewóz i rozładunek materiałów sypkich
- mocna i trwała konstrukcja przyczep sprawdzona w warunkach polowych, dzięki zastosowaniu komponentów takich jak: osie, dyszle, obrotnice czy koła tylko renomowanych producentów europejskich
- trójstronny wywrót skrzyni ładunkowej
Wyposażenie standardowe:
w pneumatycznym układzie hamulcowym automatyczna regulacja siły hamowania
dostosowanie do 40km/h
hamulec ręczny
elektryczna instalacja oświetleniowa
drabina
zawór odcinający automatycznie hydraulikę przy maksymalnym kącie wywrotu przyczepy
klin podporowy
resory paraboliczne
błotniki na kołach tylnych
zamek centralny (otwieranie) burt
nadstawa 0,5m
okno do rozładunku strumieniowego z lejem zsypowym
wyprowadzenie instalacji do podłączenia drugiej przyczepy - hydrauliczna, hamulcowa, oświetleniowa
Ładowność techniczna (kg): |
10 000 |
Prędkość technicznie dopuszczalna (km/h): |
40/60 |
Prędkość homologacyjna (km/h): |
30 |
Masa własna (kg): |
3850 |
Liczba osi: |
2 |
Standardowe zawieszenie osi: |
resor paraboliczny |
Standardowy rozmiar ogumienia: |
385/65 x 22,5' |
Długość skrzyni ładunkowej (mm): |
5250 |
Wysokość skrzyni ładunkowej: |
05 + 0,5 |
Szerokość skrzyni ładunkowej (mm): |
2420 |
Pojemność skrzyni bez/z nadstawą (m3): |
6,3/12,7 |
Długość całkowita (mm): |
7630 |
Szerokość całkowita (mm): |
2550 |
Wysokość platformy ładunkowej przy ogumieniu standardowym (m): |
1,48 |
Wysokość skrzyni z II nadstawą siatkową 0,8m / Poj skrzyni m3: |
1,8 / 22,8 |
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)