Полимерный-композитный баллон Supreme 33.3 л KLF
Обзор
- Объем: 33,3 л
- Высота: 650 мм
- Диаметр: 330 мм
- Масса пропана: 14 кг
- Масса бутана: 16,5 кг
- Масса пустого баллона: 7,6 кг
- Рабочее давление: 20 бар
- Испытательное давление: 30 бар
- Температура эксплуатации: От -40 до +50 °С
- Резьба вентиля: Левая 1/2 KLF
![](data:image/png;base64,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)
Отзывы
С этим товаром покупают
-
Цена указана за 1 погонный метр
Внутренний диаметр: 9 мм
Наружный диаметр: 15 мм
Рабочее давление: 0,63 мПа
Цвет: черный
-
Габаритные размеры: 27х115х60 мм (ВxШxГ)
Рабочее давление на входе в регулятор: 0,3 - 7,5 Bar
Давление на выходе из регулятора: 20 - 60 mBar
Страна производитель: Италия
-
Диаметр: 21,8 мм
Длина: 26 мм
Резьба: левая
Материал: латунь
Вес: 70 гр
Страна производитель: Германия