Редуктор ВКУ-500. Применение и конструкция.
Редуктор ВКУ-500 нашёл своё основное и единственное применение в крановом хозяйстве. Собственно, для этого он и проектировался, это же входит в его маркировку – вертикальный крановый усиленный. Редуктор выполняет типичные для подобных приводов функции – преобразует обороты первичного вала в высокий крутящий момент, подаваемый к исполнительному узлу.
Основу конструкции редуктора ВКУ-500 составляет трёхступенчатая косозубая цилиндрическая передача, расположенная в чугунном корпусе. Привод является самым малогабаритным среди редукторов типа ВКУ и имеет общее межосевое расстояние 500 мм. Система смазки редуктора обеспечивает работоспособность механизма при вертикальном и наклонном положении.
Условия эксплуатации редуктора.
Редуктор ВКУ-500 неприхотлив в работе и обеспечивает надёжное функционирование кранового оборудования в любых климатических условиях при умеренной запылённости. Ограничены лишь входные обороты – они не могут превышать 1900 в минуту. Впрочем, это правило распространяется на все промышленные приводные механизмы.
Из чего складывается цена редуктора ВКУ-500. Как заказать и купить привод.
Достаточно запомнить простое правило – если в обозначении схемы сборки редуктора ВКУ-500 присутствует цифра 3, то цена привода будет несколько выше базовой стоимости. Объясняется это увеличением расхода металла при изготовлении механизма. Все стандартные схемы приведены ниже.
![Схемы сборки вертикального кранового усиленного редуктора ВКУ-500](data:image/png;base64,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)
Так же мы настоятельно рекомендуем внимательно ознакомиться с нашим каталогом, прежде чем заказать и купить редуктор. Это позволит вам правильно сформировать заказ.
Обозначение при заказе.
Редуктор ВКУ 500х63-12 У1
Что означает:
- ВКУ – редуктор вертикальный крановый усиленный;
- 500 – суммарное межцентровое расстояние, мм;
- 63 – передаточное отношение;
- 12 – схема сборки;
- У1 – климатические условия и категория размещения.