Specifications Overview:
The document provides detailed specifications for the TM series motors, including TM3, TM6, TM12, and TM18 models. Key parameters include winding type, motor type, ultimate force, peak force, continuous force, maximum speed, motor force constant, and motor constant.

Performance Specifications:
- Winding Type: Varies between S, Z, and N depending on the model.
- Motor Type: 3-phase synchronous with a maximum voltage of 400 Vac, rms (565 Vdc).
- Ultimate Force: Ranges from 120 N to 720 N depending on the model.
- Peak Force: Ranges from 105 N to 630 N.
- Continuous Force: Ranges from 60 N to 360 N.
- Maximum Speed: Varies significantly, with TM6 reaching up to 32 m/s.

Electrical Specifications:
- Ultimate Current: Ranges from 4.1 Arms to 25.1 Arms.
- Peak Current: Ranges from 3.1 Arms to 18.9 Arms.
- Continuous Current: Ranges from 1.5 Arms to 9.3 Arms.
- Back EMF: Varies between 11 Vdc/m/s and 65 Vdc/m/s.
- Resistance and Induction: Resistance per phase and induction per phase are specified for each model.

Thermal Specifications:
- Continuous Power Loss: Ranges from 49 W to 296 W.
- Thermal Resistance: Ranges from 0.25 K/W to 1.5 K/W.
- Thermal Time Constant: 75 seconds.
- Temperature Sensor: PTC 1kΩ / KTY 83-122.

Mechanical Specifications:
- Coil Unit Mass: Ranges from 0.6 kg to 2.3 kg.
- Coil Unit Length: Ranges from 93 mm to 336 mm.
- Motor Attraction Force: Ranges from 300 N to 1300 N.
- Magnet Pitch: 24 mm.
- Cable Specifications: Includes details on cable mass, type, life, and bending radius.

Additional Information:
The TM series motors come with a standard 3m long FLEX power cable. Magnet plates can be butted together, and specific mounting instructions and requirements are available in the iron core installation manual. CAD files and manuals can be downloaded from the company's website.

Notes:
1. Continuous force values are applicable when the mounting surface is at 20°C and the motor is driven at continuous current.
2. Maximum speed values depend on bus voltage.
3. Cable life depends on bending radius, velocity, and acceleration.