Latitude & Longitude Degree Length Calculator
Find how many metres one degree, minute or second of latitude and longitude covers where you are.
One degree across the globe
| Latitude | 1° latitude (m) | 1° longitude (m) | Ratio |
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A degree is an angle, so its length on the ground depends on where you are. Latitude arcs are measured along a meridian, whose radius of curvature grows from about 6,335 km at the equator to 6,400 km at the poles, so a degree of latitude is 110.574 km at the equator and 111.694 km at the poles. Longitude arcs run along a parallel, a circle of radius N cos(latitude) that shrinks to nothing at the poles, which is why a degree of longitude is 111.319 km at the equator and 0 km at 90°. Each value here is the meridian arc over a span one degree wide centred on the latitude — shifted towards the equator at the poles so the span keeps its full width — computed by Simpson's rule with 64 panels over the meridional radius of curvature; minutes and seconds are the same integral over a 1/60 and a 1/3600 degree span, and longitude uses the exact parallel arc. WGS 84, GRS 80, Airy 1830, Clarke 1866, Bessel 1841 and International 1924 are offered because a map drawn on an older ellipsoid has slightly different arcs, a few hundred metres apart at the same place. These are local geometric values on the ellipsoid: they ignore elevation, the geoid, and the difference between grid and ground distance on a projected map, so use a projection-aware tool before converting map distances. Everything is worked out in your browser with no storage, uploads or network access.