Назначение кранового редуктора Ц2-650.
Редуктор Ц2-650 является цилиндрическим двухступенчатым приводом, предназначенным для горизонтального позиционирования. Как и во всех редукторах типа Ц2, в быстроходной первой ступени используется шевронное зацепление. Число в маркировке редуктора обозначает общее межосевое расстояние двух ступеней. Редуктор Ц2-650 предназначен для эксплуатации в крановом хозяйстве на механизмах подъёма груза.
Допускаемые условия работы редуктора.
Редуктор крановый двухступенчатый Ц2-650 допускается эксплуатировать при следующих условиях:
- вращение валов в любую из сторон;
- климатические условия умеренного или тропического климата при категориях размещения 2 и 3;
- неагрессивная окружающая среда при умеренной запылённости;
- обороты входного вала не должны превышать 1800 в минуту.
Цена редуктора Ц2-650. Как купить привод.
Стоимость редуктора Ц2-650 в некоторой степени зависит от передаточного отношения, но основным фактором, влияющим на цену, является вариант сборки редуктора. Механизм с валом в виде зубчатой полумуфты или двухстороннего исполнение стоит дороже. Помимо этого, возможно купить редуктор с включёнными в стоимость транспортными расходами.
![Схемы сборки редуктора Ц2-650](data:image/png;base64,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)
Схемы сборки редуктора Ц2-650.
Немаловажно при заказе продукции из каталога правильно обозначить редуктор, что позволит избежать ошибок при его изготовлении.
Пример обозначения редуктора типа Ц2 при заказе.
Редуктор Ц2 650-40-13 У3, что означает:
- Ц2 – тип редуктора;
- 650 – общее межосевое расстояние, мм;
- 40 – передаточное отношение;
- 13 – вариант сборки редуктора;
- У3 – климатическое исполнение и категория размещения.