Estimate how many robots are needed to cover a target area after allowing for usable coverage and overlap. This planning model converts nominal coverage per autonomous mobile robot into effective coverage, then rounds up to a whole-unit requirement and shows installed capacity and reserve coverage.
The main result is rounded up because a fraction of a device cannot cover the remaining area. Reserve shows how much modeled effective coverage remains after satisfying the target.
Uniform coverage is assumed. Split the site into zones when aisles, walls, radio shadows, restricted areas, or travel paths make coverage uneven.
For 18,000 m² with 650 m² nominal coverage, 80% usable coverage, and 10% overlap, each unit contributes 468.0 effective m². The rounded requirement is 39 robots.
Nominal coverage often assumes ideal geometry. The usable factor accounts for boundaries, obstructions, inaccessible zones, and other site constraints.
Overlap reduces unique effective coverage per unit, so a higher overlap percentage can increase the rounded number of units required.
Any uncovered remainder still needs a complete unit, so the result uses a ceiling rather than ordinary rounding.
Yes. Use the same area unit for both target area and per-unit coverage; the unit count is unchanged.
Calculate each zone separately and add the rounded unit counts, because units usually cannot share fractional coverage across disconnected areas.
| Variable | Effect on result |
|---|---|
| Target area | Total area the robots must serve |
| Nominal coverage | Ideal area served by one autonomous mobile robot |
| Usable factor | Reduction for geometry and access constraints |
| Overlap | Coverage reserved for continuity or redundancy |