DAMIAO · Joint modules

DAMIAO DM-J8520 planetary joint motor

Fifty newton-metres continuous and 176 peak at 1.4 kg: the frame that takes DM-J out of the wrist and into knees, hips and heavy lift axes. 20:1 is a compromise ratio — enough reduction to hold, enough speed to move.

Full specification

ParameterValue
FrameΦ90 × 70 mm
Ratio20:1 · planetary
Rated torque50 N·m
Peak torque176 N·m
Weight1,392 g
Supply24 V nominal · 24–48 V supported
EncoderDual encoder (2EC) · single-turn absolute on the output side
CommsCAN / CAN FD
BrakeNone
Torque sensorNone

Source: DAMIAO 2026 product selection catalogue, DM-J planetary series. Figures verified November 2026 — confirm the exact variant against the datasheet issued with your order.

When this is the right choice

  • 176 N·m peak — the highest in the DM-J range short of the 10422, in a 1.4 kg package.
  • Knee and hip on a light biped or a quadruped. Planetary shock tolerance is an advantage in a leg.
  • 20:1 holds a static load without a brake in most geometries, because the reduction is high enough to resist backdriving.
  • Same CAN tooling as the small frames, so one controller runs the whole robot.

When it is the wrong choice

  • Precision wrist work. Backlash rules it out of a hand or a fine wrist.
  • Force-controlled contact. No torque sensor at any DM-J frame.
  • Absolute power-off safety. No brake — backdriving resistance is not the same as a brake.

Alternatives at a similar level

Quote this model

Model, quantity and destination is enough to start — we come back with price, availability and the datasheet.

Quoting for DM-J8520

One business day reply. Prefer email? [email protected].

DM-J8520 FAQ

Can a 20:1 planetary hold a knee without a brake?

It resists backdriving far better than a 9:1, but resistance is not a brake and it is not a safety device. If the axis must hold with power off, specify a brake separately.

Is 176 N·m peak usable?

For impact and acceleration yes; it is a burst figure. Continuous is 50 N·m, and the thermal time constant is what governs a repeated cycle.

Why not a harmonic at this torque?

Cost and shock tolerance, mostly. A harmonic gives better precision and holding; a planetary gives better impact behaviour and a lower price at the same torque.

How long does it take to ship?

Confirmed per order at quotation.

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