Мотор-редуктор MRT-120. Назначение и конструкция.
MRT/RT-120A – червячный одноступенчатый приводной механизм, выпускаемый заводом TOS Znojmo, находящимся в Чехии, в двух исполнениях:
- RT-120 – редуктор, с быстроходным валом, предназначенным для установки муфт или шкивов;
- MRT-120 – скомпонованный мотор-редуктор или редуктор с возможностью его компоновки. На чугунном корпусе имеется фланец для крепления электродвигателя, а в червяке – шпоночная полая втулка, соответствующая размерам вала мотора.
Независимо от конструкции, червячный механизм заправлен заводской смазкой, обеспечивающей надёжную и бесшумную работу редуктора в течении всего срока службы. Подобные системы смазки имеются во всей продукции ТОС Зноймо.
Мотор-редукторы MRT-120A имеют унифицированные размеры монтажных фланцев, позволяющие подобрать электродвигатели как импортного, так и отечественного производства. Для выбора возможного варианта компоновки необходимо руководствоваться приведёнными ниже в каталоге материалами.
Размеры фланцев редукторов MRT-120A для электродвигателей
![Размеры фланца червячных одноступенчатых редукторов MRT-120A ТОС Зноймо Чехия для электродвигателей](data:image/png;base64,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) |
Обозначение |
M, мм |
N, мм H7 |
P, мм |
S, мм |
F 130 |
130 |
110 |
160 |
10 |
F 165 |
165 |
130 |
200 |
12 |
F 215 |
215 |
180 |
250 |
15 |
Размеры отверстия в червячном валу редуктора MRT-120
![Размеры отверстия в червячном валу мотор-редуктора MRT-120 (TOS 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) |
Размер IEC двигателя |
ÆD, мм E7 |
E, мм P9 |
F, мм |
90 |
24 |
8 |
27,3 |
100 |
28 |
8 |
31,3 |
112 |
28 |
8 |
31,3 |
Соответсвие IEC электродвигателей редукторам MRT120A
Двигатель |
Диаметр вала |
IEC |
размер фланца, мм (М) |
MRT 120A |
71 |
14 |
B14A |
M=85 |
|
B14B |
M=115 |
|
B5 |
M=130 |
F120S* |
80 |
19 |
B14A |
M=100 |
|
B14B |
M=130 |
F120S* |
B5 |
M=165 |
|
90 |
24 |
B14A |
M=115 |
|
B14B |
M=130 |
F120S |
B5 |
M=165 |
F120M |
100 |
28 |
B14A |
M=130 |
F120S |
B14B |
M=165 |
F120M |
B5 |
M=215 |
F120L |
112 |
28 |
B14A |
M=130 |
F120S |
B14B |
M=165 |
F120M |
B5 |
M=215 |
F120L |
132 |
38 |
B14A |
M=165 |
F120M** |
B14B |
- |
|
B5 |
M=265 |
|
* на вал двигателя устанавливается переходная втулка;
** требуется проточить вал двигателя.
При проектировании новых механизмов с использованием червячных редукторов типа MRT…A, необходимо учитывать коэффициент самоторможения, который зависит от угла подъёма витков червяка. Параметры червячного редуктора RT-120A приведены ниже.
Параметры червяка редуктора MRT(RT)-120
Передаточное число редуктора |
Модуль, мм |
Угол подъёма витка |
Количество заходов |
7,5 |
5,5 |
20°44´ |
4 |
10 |
6 |
19°28´ |
3 |
12,5 |
5 |
19°28´ |
3 |
15 |
6 |
12°50´ |
2 |
20 |
4,5 |
8°56´ |
2 |
25 |
3,75 |
8°18´ |
2 |
30 |
6 |
6°23´ |
1 |
40 |
4,5 |
4°27´ |
1 |
50 |
3,75 |
4° 8´ |
1 |
60 |
3 |
2°53´ |
1 |
70 |
2,75 |
3°22´ |
1 |
80 |
2,5 |
3°38´ |
1 |
100 |
2 |
2°54´ |
1 |
Как купить мотор-редуктор RT/MRT-120. От чего зависит цена.
Цена червячного одноступенчатого мотор-редуктора MRT-120A определяется исполнением по типу монтажа и параметрами двигателя, стоимость редуктора RT-120 – только исполнением по способу монтажа. Возможно купить редуктор на лапах, с фланцем или насадного исполнения.
Обозначение при заказе.
Мотор-редуктор MRT-120-100-14-FF-R-B5/3-1.1
Что означает:
- MRT – обозначение червячного одноступенчатого мотор-редуктора по каталогу производителя;
- 120 – межосевое расстояние червячной передачи, мм;
- 100 – передаточное число редукторной части;
- 14 – частота вращения выходного вала, об/ми;
- FF- исполнение с монтажным фланцем;
- R – фланец расположен справа;
- B5/3 – вертикальное расположение механизма, двигатель снизу;
- 1,1 – мощность двигателя, кВт.