Привод занавеса червячный ПЗЧ-40 с редуктором 2Ч-40. Назначение и конструкция.
Червячный привод ПЗЧ-40 с редуктором 2Ч-40 предназначен для использования в механизмах подъёма театрального занавеса и выпускается в двух исполнениях:
- С односекционным барабаном для противовесного подъёма.
- С двухсекционным барабаном для беспротивовесного подъёма.
Рассмотрим конструкции обоих механизмов.
В состав привода ПЗЧ-40 с односекционным барабаном входят следующие единицы:
- Червячный одноступенчатый редуктор 2Ч-40 с передаточным отношением 31,5.
- Односекционный барабан.
- Электрический двигатель 0,37 кВт 1500 об/мин.
- Подшипниковая опора.
- Рама лебедки.
- Концевые выключатели.
В данной комплектации отсутствует пусковая аппаратура, а концевые выключатели устанавливаются на нерабочий конец тихоходного вала.
Привод занавеса ПЗЧ-40 (исполнение 1). Технические характеристики и габаритные размеры.
![Устройство и размеры червячного привода занавеса ПЗЧ-40 с односекционным барабаном.](data:image/png;base64,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) |
Наименование параметра |
Значение |
Тяговое усилие, тс |
0,03 |
Диаметр барабана, мм |
92 |
Длина каната, м |
3 |
Диаметр каната, мм |
3 |
Скорость навивки каната, м/с |
0,25 |
Тип редуктора |
2Ч 40-31,5-53 |
Тип электродвигателя |
АИР63B4 |
Мощность электродвигателя, кВт |
0,37 |
Число оборотов двигатель, об/мин |
1500 |
Габаритные размеры L x B x H, мм |
442 х 450 х 187 |
Масса, кг |
35 |
Привод театрального занавеса ПЗЧ-40 с двухсекционным барабаном так же устроен по принципу червячной электрической лебедки и включает в себя:
- Электродвигатель АИР63В4 (или подобный однофазный мотор).
- Редуктор 2Ч 40х20-53.
- Двухсекционный барабан.
- Съёмная рукоятка для ручного привода.
- Контроллер конечных положений.
- Сварная рама.
- Опора с подшипником.
- Электроаппаратура.
Привод занавеса червячный ПЗЧ-40 исполнение 2. Характеристики и размеры.
![Устройство и размеры червячного привода занавеса ПЗЧ-40 с двухсекционным барабаном.](data:image/png;base64,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) |
Наименование параметра |
Значение |
Тяговое усилие, тс |
0,03 |
Диаметр барабана, мм |
109 |
Длина каната, м |
10 |
Диаметр каната, мм |
6,3 |
Скорость навивки каната, м/с |
0,45 |
Тип редуктора |
2Ч 40-20-53 |
Тип электродвигателя |
АИР 63В4 |
Мощность электродвигателя, кВт |
0,37 |
Число оборотов двигатель, об/мин |
1500 |
Габаритные размеры L x B x H, мм |
743х450х189 |
Масса, кг |
50 |
Как купить привод ПЗЧ-40. От чего зависит цена.
Чтобы купить червячный привод подъёма театрального занавеса ПЗЧ-40, изготовленный на базе одноступенчатого редуктора 2Ч-40, необходимо ознакомиться с нашим каталогом и выбрать наиболее подходящую конструкцию. Цена представленных механизмов отличается, что объясняется различной комплектацией изделий.