Place of Origin: | Zhejiang |
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Location: | Ningbo, Zhejiang, China (Mainland) |
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Business Type: | Manufacturer |
Main Products: | AC Servo Motor |
Model No.: | Tubular roller blinds motor |
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Quick Detail:
Tubular motors for roller blinds
Automatic tubular roller blind motor
230V 120V electric roller blind motor
Torque: 3 N-m ~ 50 N-m
Various tube diameters
Easy installing and maintaining
High quality with competitive price
Suitable for electric roller blinds
Description of tubular roller blinds motor:
Electric roller blinds use tubular motor as drive force to achieve all the overturn and up and down of the blind sheets. The tubular motor is mounted directly in the aluminum driving tube. Furthermore, our tubular roller blinds motor has been time proven over the years and can be widely used in public buildings such as offices, convention centers, hotel, villas and apartment.
When you are looking for tubular roller blinds motor or have any questions about our products, please feel free to contact us and we will reply as soon as possible.
Specifications of tubular roller blinds motor:
Hot sale |
Motor type |
Model |
Rated torque |
Feature |
|
Super quiet type |
DM45QA |
4N-m~8N-m |
Super quiet design, with noise level less than 28dB, you will have fantastic experience if choosing silent bracket |
*** |
Quiet type |
DM35Q, DM35RQ, DM35BQ, DM35EQ, DM45Q, DM45RQ, DM45BQ, DM45EQ, |
3N-m~10N-m |
Quiet design, with noise level less than 30dB, you will have fantastic experience if choosing our silent bracket |
|
Standard type |
DM35S, DM45S,DM35SL, DM45SL |
3N-m~50N-m |
Mechanic limit, precise positioning, supply solution for super short area |
|
Parallel electronic type |
DM35B, DM45B |
3N-m~50N-m |
Electronic limit, parallel wiring with many motors, easy for limit-setting |
|
Electronic built-in receiver type |
DM35E, DM45E |
3N-m~50N-m |
Electronic limit, with three limits setting, especially for super-high roller blinds |
|
built-in receiver type |
DM35R, DM45R |
3N-m~50N-m |
Wireless remote control, mechanic limit |
Note:
Torque (N-M) = Radius x load ÷ 100 = N.M required