The incremental shaft encoders have been designed for heavy duty application, especially for use in environments where potentially explosive atmospheres can be expected. This makes the encoder especially suitable for use in petrol, LPG and diesel dispensing systems. The rugged and compact design is also an advantage in other applications such as machine control and monitoring.
Our shaft encoder are tested and granted ATEX, IECEx, UKEX and MID approvals. The encoders are W&M approved in most countries.
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)
Shaft Encoder Type 01-08
The incremental shaft type 01-08 has been designed for heavy duty application, especially for use in environments where potentially explosive atmospheres can be expected.
The 01-08 consists of many variants with different specification like shaft coupling, cable length, type of output, pulses per revolution etc..
Common to all the 01-08 encoders is that they have the same formfactor and they are EX approved (Flameproof enclosures or Intrinsic safe).
Dimension: 121mm x 73 mm
Resolution: Up to 250 ppr
Output: Quadrature
Power Supply: 5–24 VDC, fixed or variable
Temperature: -30°C to +60°
Shaft Encoder Type 01-09
The encoder type 01-09 is a very compact and rugged unit which is suitable for easy mounting in all types of equipment.
Dimension: 81mm x 68.5mm
Resolution: Up to 400ppr
Output: Quadrature, Pulse or Modbus-RTU
Power Supply: 5–24 VDC, fixed or variable
Temperature: -30°C to +60°C
Shaft Encoder Type 02-07
The encoder type 02-07 is a very compact and rugged unit which is suitable for easy mounting in all types of equipment.
Dimension: 48mm x 120.5mm x 21.5mm
Resolution: up to 100PPR
Output: Quadrature
Power Supply: 5 to 24VDC, fixed
Temperature: -20°C to +70°C