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What accuracy should a laser rangefinder have at 10 km, and is 2 m enough?

At 10 km the dominant error is usually not the constant term but the proportional term and the beam geometry. A module quoting ±2 m may additionally quote a scale error per kilometre — at 10 km a 0.7 ‰ scale term is another 7 m. Ask for both numbers plus the beam divergence and the target angle before deciding whether 2 m is enough.

Matching modules from the catalogue

ModelWavelengthPublished rangeAccuracyMassInterface
LRF1829C1535 nm23 km±2 m400 gRS-422
LRF1830C1.54 µm23 km±2 m400 gUART + RS-422
LRF1525C1.54 µm15 km±2 m400 gRS-422
LRF1221C1.54 µm12 km±2 m275 gRS-422
LRF1222C1.54 µm12 km±2 m335 gRS-422
LRF1831C1535 nm12 km±2 m410 gRS-422

The conditions behind those numbers

Full detail and the manufacturer's original wording: accuracy and error budget · all 59 range conditions · filter the catalogue yourself

Questions people ask about this

Why is ±2 m not the whole error at 10 km?

Because most modules publish accuracy as a constant plus a per-kilometre term. The constant dominates at 1 km and disappears against the scale term at 10 km.

What else adds error?

Beam divergence and target geometry: a slanted target returns from a spread of distances, so the reported range depends on which return the detector accepts first or last.

How do I compare two modules fairly?

Ask each for constant term, scale term, divergence, repetition rate and the target the test used. Any of the four missing makes the comparison meaningless.

Send the requirement, not a part number Target size, reflectance, required range, mass budget, interface, quantity. Two candidates and their limiting factor come back. Email tommy@erdimail.com All answers

Figures transcribed from manufacturer pages on 2026-10-24. Conditions are quoted verbatim; nothing here extrapolates a range to a target the manufacturer did not test.