Редуктор Ц2УН-250. Назначение и конструкция.
Запущенный в серийное производство в 1975 году редуктор Ц2УН-250 предназначался для преобразования имеющейся угловой скорости в необходимое тяговое усилие тихоходного вала. Редуктор изменял показания частоты вращения в пределах следующих передаточных чисел – 8, 10, 12,5, 16, 20, 25, 31,5, 40 и 50.
Конструкция рассматриваемого редуктора Ц2УН-250 аналогична устройству современного механизма – цилиндрическому двухступенчатому редуктору Ц2У-250. Основным отличием является наличие в редукторе Ц2УН-250 зацепления Новикова и увеличенного передаточного отношения - до 50. Из мелких различий – исполнение корпусных деталей. Если в редукторе боковые крышки ставятся в пазы, то в редукторе Ц2УН-250 они крепятся болтами.
Корпус редуктора Ц2У-Н имел сверху большой люк, позволяющий оценить техническое состояние механизма без его разборки. Так же имелись необходимые для обеспечения смазки отдушины, сливные отверстия и маслоуказатели.
С развитием технологий химико-термической обработки шестерен производство среднеразмерных промышленных редукторов с зацеплением Новикова стало нерентабельным, уступив позиции редуктора с эвольвентным зацеплением зубьев, прошедших цементацию или азотирование. По этой же причине был прекращен выпуск редукторов Ц2УН-250.
Как купить редуктор Ц2УН-250. От чего зависит цена.
Необходимо сразу отметить, что купить «свежий» редуктор Ц2УН-250 практически не возможно. При возникшей необходимости замены вышедшего из строя механизма, можно вести речь только о его ремонте или замене на аналоги. Цена ремонта редуктора Ц2УН-250 зависит от схемы сборки и формы валов. Все эти данные приведены ниже в каталоге.
![Схемы сборки цилиндрического двухступенчатого редуктора Ц2УН-250](data:image/png;base64,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)
Технические характеристики редуктора Ц2УН-250
Допустимый крутящий момент на тихоходном валу, кгс.м. |
Максимальная частота вращения быстроходного вала, об/мин |
Допускаемая консольная нагрузка в середине выходного вала для схем сборок, кгс |
КПД |
Масса, кг |
Быстроходный вал |
Тихоходный вал |
11 - 13 |
31 - 33 |
11 - 13 |
31 - 33 |
400 |
1500 |
300 |
150 |
1600 |
800 |
0,97 |
280 |
Подшипники, применяемые в редукторе
Пример обозначения.
Редуктор Ц2УН-250-50-12 КЦ У2
Что означает:
- Ц2УН – цилиндрический узкий редуктор с зацеплением Новикова;
- 250 – межцентровое расстояние тихоходной ступени, мм;
- 50 – суммарное передаточное отношение редуктора;
- 12 – вариант сборки редуктора;
- К – конический быстроходный вал;
- Ц – цилиндрический тихоходный вал;
- У2 – климатическое исполнение и категория размещения.