
Y13D0 series rotary damper
Category:
Rotary damper

Hotline:
- Detailed
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Product Specifications
model torque Torque output direction Y13D0-B301
3±0.6N·cm
300±60gf.cm
Bidirectional Y13D0-B501
5±1.0N·cm
500±100gf.cm
Bidirectional Y13D0-B701
7±1.4N·cm
700±140gf.cm
Bidirectional Y13D0-B901
9±1.8N·cm
900±180gf.cm
Bidirectional Y13D0-B112
11±2.2N·cm
1100±220gf.cm
Bidirectional
Y13D0-B132
13±2.6N·cm
1300±260gf.cm
Bidirectional Y13D0-B152
15±3.0N·cm
1500±300gf.cm
Bidirectional Note 1) The standard torque is 30 rpm and the temperature is 23±2 degrees Celsius;
Note 2) Special torque customization can be provided by changing the viscosity of the damper viscous oil.
product description
Maximum use angle 300°
Maximum use rotation speed 50 rpm (single direction rotation) Maximum operating temperature range -5~50℃
Material of housing and end caps POM plastic Rotary shaft material PC plastic use oil silicone oil Instructions for use
①The matching gap between the rotating shaft hole and the matching parts should be minimized. If there is a gap, the buffering effect of the damper will also be affected;②The rotation angle of the rotary damper is 300°. If the rotation exceeds the angle, the damper itself will be damaged. Please design a stop positioning mechanism externally;
Damper Characteristics
① The torque of the rotary damper changes according to the change of the rotation speed. The changing law can refer to the technical data. The torque increases when the speed is increased, and the torque decreases when the speed is slowed down.② The torque of the rotary damper changes according to the change of the ambient temperature. The change rule is that when the ambient temperature increases, the torque decreases, and the action time is accelerated. When the ambient temperature decreases, the torque increases and the action time slows down. This is because the viscosity of the viscous oil also changes when the ambient temperature changes. But when the ambient temperature returns to normal temperature, the torque will also return to its original value.
Dimensions
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