Optical sensors (Distance)
Type of Product : Sensors & Image Processing
Type of Business :
Automation & Control ,Automotive ,Electronic ,Metal ,Plastic
Brand :
Product Details
Distance sensors
Highlights
- Fast and accurate measurement, precise positioning and detection of a wide range of materials
- IO-Link sensors can be operated in IO-Link mode or standard I/O mode
- Our distance sensors cover a wide range of applications:
- Triangulation sensors for near-field applications
- Time-of-flight sensors for long working distances
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)
Distance sensors for all operating ranges
Triangulation for close range
The measurement principle of optical triangulation is suitable for the precise determination of distances at close range. With the help of special receiver optics and a position-sensitive detector (e.g. a photodiode line), the sensor can determine the object distance regardless of its reflectivity (see illustration below). The color and surface properties (e.g. highly reflective) thus have practically no effect on measurement accuracy.
Time-of-flight for long distances
SensoPart uses time-of-flight technology to measure longer distances (up to 250 m). The sensor emits pulsed laser light that is reflected by the target object. The distance to the object is determined by the time taken between emission and reception of the light. The use of pulsed light provides reliable background suppression and very high immunity to ambient light.