Hi everyone,
I'm looking for some help to better understand the safety distance calculation for a protective device (e.g., a vertical laser/light curtain) in a robotic cell, specifically when dealing with the "reaching under" scenario.
According to ISO 13855, the formula for this case is:
S = (1600 × T) + 8(de + HDB – 14) + Z
Where:
Am I using the wrong formula in this case? Should the "reaching under" scenario still apply when the gap is too small to allow any intrusion?
Thanks in advance for your help!
I'm looking for some help to better understand the safety distance calculation for a protective device (e.g., a vertical laser/light curtain) in a robotic cell, specifically when dealing with the "reaching under" scenario.
According to ISO 13855, the formula for this case is:
S = (1600 × T) + 8(de + HDB – 14) + Z
Where:
- S is the minimum safety distance,
- T is the overall system stopping time,
- de is the resolution of the detection system,
- HDB is the distance from the reference plane to the bottom edge of the detection zone,
- Z is an additional distance based on intrusion direction and approach speed.
Am I using the wrong formula in this case? Should the "reaching under" scenario still apply when the gap is too small to allow any intrusion?
Thanks in advance for your help!