Червячный одноступенчатый редуктор РЧН-180 с расположением червяка над червячным колесои предназначен, как и все подобные механизмы, для увеличения крутящего момента на выходе путём уменьшения входных оборотов.
Наибольшее применение РЧН-180 нашли в различных грузоподъёмных механизмах при соблюдении следующих условий:
- нагрузка как постоянная, так и переменная
- вращение валов допускает реверсивную работу
- режим работы постоянный и с перерывами
- вращение в любую сторону
- рабочая температура от -400С до +500С
- рабочая зона - неагрессивная, взрывобезопасная
Схемы сборки редуктора червячного РЧН 180.
![Схемы сборки редуктора РЧН-180](data:image/png;base64,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)
ПРИМЕР УСЛОВНОГО ОБОЗНАЧЕНИЯ РЕДУКТОРА:
РЧН 180 12,5-61-1-К-Ц-У3 где:
- РЧН - тип редуктора;
- 180 - межосевое расстояние, мм;
- 12,5 - номинальное передаточное число;
- 61 - вариант сборки;
- 1 - вариант расположения червячной пары;
- К - конический конец быстроходного вала;
- Ц- цилиндрический конец тихоходного вала;
- У3 - климатическое исполнение и категория размещения.