Назначение и конструкция редуктора Ч2-40/80.
Редуктор червячный Ч2-40/80 предназначен для изменения в большую сторону крутящего момента в составе малогабаритных приводов со сложной кинематической схемой. Варианты сборки редуктора, представленные в нашем каталоге ниже, позволяют передавать тягу в любом направлении, включая соосно или перпендикулярно относительно входного вала.
Варианты сборки редуктора.
![Варианты расположения червячных пар.](data:image/png;base64,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)
Варианты расположения червячных пар.
Двухступенчатая червячная конструкция редуктора Ч2-40/80 является ничем иным, как комбинированным приводом, состоящим из двух червячных одноступенчатых редукторов. Первой ступенью является редуктор 2Ч-40, а второй ступенью служит редуктор 2Ч-80. Возможна компоновка из редукторов РЧУ-40 и РЧУ-80А. Преимуществом такой конструкции является большое передаточное число, позволяющее достигнуть относительно высокого крутящего момента. Недостаток – невысокий КПД, обусловленный потерями на трение в каждой из червячных ступеней. Корпуса составных частей из алюминиевого сплава, каждый со своими пробками и отдушинами. Смазка каждой ступени обеспечивается независимо друг от друга. Может крепиться на лапах – вариант крепления 2, и без них – вариант 1.
Из чего складывается цена. Как купить редуктор Ч2-40/80.
Цена червячного двухступенчатого редуктора Ч2-40/80 складывается из стоимости сопрягаемых редукторов, соединительных элементов и временных затрат на производство. Влияет и исполнение валов. Редукторы, у которых в варианте сборки присутствует цифра 3, будут стоить дороже остальных. Чтобы купить редуктор, необходимо полностью и правильно его обозначить, то есть указать в маркировке его характеристики.
Обозначение редуктора Ч2-40/80 при заказе.
Редуктор Ч2-40/80-400-12-21-1-2-У3
Что означает:
- Ч2 – редуктор червячный двухступенчатый,
- 40 – межцентровое расстояние первой ступени,
- 80 – межосевое расстояние второй червячной ступени,
- 400 – общее передаточное число,
- 12 – вариант сборки,
- 21 – вариант расположения червячных пар,
- 1 – вариант крепления,
- 2 – категория точности редуктора,
- У3 – климатическое исполнение и категория размещения.