Мотор-редуктор МВз-63. Назначение и конструкция.
Волновой мотор-редуктор МВз-63 воплотил в своей конструкции все преимущества и недостатки волновой зубчатой передачи. К последним можно отнести малый крутящий момент даже для такого малогабаритного привода. Однако большие передаточные числа редукторной части обеспечивают точное позиционирование исполнительного узла оборудования, чем и обусловлено основное предназначение мотор-редуктора – автоматические линии фармацевтической промышленности. Мотор-редуктор МВз-63 допускает как горизонтальное, так и вертикальное расположение. Направление вращения вала – не принципиально. В пределах допускаемой нагрузки данный привод прекрасно выполняет свои функции.
Редукторная волновая часть производится с передаточными числами от 78 до 158. В различной технической литературе, возможно, встретить такие обозначения – 2МВз-63 или 3МВз-63.
Как купить волновой мотор-редуктор. От чего зависит цена.
Частота вращения вала волнового мотор-редуктора 2МВз-63 и его монтажное исполнение являются определяющими характеристиками при формировании его стоимости. Возможные позиции привода представлены в каталоге ниже.
![Монтажные позиции мотор-редуктора волнового 3МВз-63](data:image/png;base64,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)
Отдельно стоит отметить, что фланцевое исполнение является довольно редким для данного типа редукторов и цена его гораздо выше, чем на лапах. Возможно, имеет смысл купить более доступные аналоги с подобными характеристиками..
Обозначение при заказе.
Мотор-редуктор МВз-63-16-110-УЗ 380
Что означает:
- МВз - мотор-редуктор волновой зубчатый;
- 63 - внутренний диаметр гибкого зубчатого элемента, мм;
- 16 - частота вращения выходного вала, об/мин;
- G110 - конструктивное исполнение по способу монтажа – на лапах;
- УЗ - климатическое исполнение и категория размещения;
- 380 - номинальное напряжение сети переменного тока, В.