Sick DFS60E-BEEA01024
DFS60 Incremental Encoder
- Compact installation depth
- High resolution up to 16 bits
- Optionally programmable: Output voltage, zero pulse position, zero pulse width and number of pulses
Item Number:
DFS60E-BEEA01024
The price is not final. Please check with the manager!
Contact our experts
- Overview
- Comments
Specification:
| Part Number | 1037408 |
| Resistance to shocks: | 50 g (according to EN 60068-2-27) |
| Start up torque: | 0.8 Ncm (+20 °C) |
| Initialization time: | 40 ms |
| Permissible movement radial static/dynamic: | ± 0.3 mm, ± 0.1 mm |
| Resistance to vibration: | 20 g, 10 Hz ... 2,000 Hz (according to EN 60068-2-6) |
| Permissible relative humidity: | 90 % (condensation of the optical scanning not permitted) |
| Permissible movement axial static/dynamic: | ± 0.5 mm, ± 0.2 mm |
| Pulses per revolution: | 1,024 |
| Shaft diameter: | 12 mm |
| Storage temperature range: | -40 °C ... +100 °C, without package |
| EMC: | (according to EN 61000-6-2 and EN 61000-6-3) |
| Reference signal, position: | 90 °, electronically, gated with A and B |
| Shaft material: | Metal |
| Load current max.: | 30 mA |
| Mass: | 0.2 kg |
| Maximum operating speed: | 6,000 /min |
| Operating voltage range: | 10 V ... 32 V |
| Enclosure rating: | IP 65 (according to IEC 60529), shaft side, IP 67 (according to IEC 60529), housing side |
| Connection type: | Connector M23, 12-pin, radial |
| Measuring step: | 90 ° / electronically/number of lines |
| Mechanical interface: | Blind hollow shaft |
| Maximum output frequency: | 300 kHz |
| Power consumption: | 0.5 W (without load) |
| Error limits: | ± 0.3 ° |
| Electrical interface: | 10 V ... 32 V, HTL/Push pull, Connector M23, 12-pin, radial |
| Working temperature range: | 0 °C ... +85 °C |
| Max. angular acceleration: | 500,000 rad/s? |
| Moment of inertia of the rotor: | 40 gcm? |
| Operating torque: | 0.6 Ncm (+20 °C) |
| Reference signal, number: | 1 |
| MTTFd: mean time to dangerous failure: | 300 a (EN ISO 13849-1) |
| Bearing lifetime: | 3.6 x 10^10 revolutions |
Comments
No comments yet