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UTM Coordinate Converter

Converts latitude and longitude to UTM zone, easting and northing and back, including the widened Norway and Svalbard zones.

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Enter your figures and press Calculate.
In short First, a warning about the name: this UTM is the Universal Transverse Mercator map projection, and it has nothing whatever to do with the utm_source and utm_medium tags on a marketing link, which are the Urchin Tracking Module. Both have tools on this site and they answer entirely different questions. UTM divides the world into sixty zones of six degrees of longitude each, projects every zone separately, and gives a position in metres east and north rather than in degrees. Easting is measured from a false origin 500,000 m west of the zone's central meridian, so a point exactly on that meridian has easting exactly 500,000 and nothing is ever negative. In the southern hemisphere the northing counts down from a false origin of 10,000,000 m at the equator, for the same reason. Two things catch people out. Zone boundaries are hard walls: two points a hundred metres apart on either side of one have completely different eastings, so subtracting them without converting first produces nonsense. And there are six exceptions to the neat six-degree rule — zone 32 is widened over southern Norway and zones 31, 33, 35 and 37 over Svalbard — which software that implements the plain arithmetic gets wrong, placing points in the neighbouring zone entirely.

How to use the UTM Coordinate Converter

  1. Choose the direction you want to convert.
  2. Enter the coordinates or the zone, easting and northing.
  3. Read the result, and check the zone note if you are near Norway.

About the UTM Coordinate Converter

Latitude and longitude to UTM zone, easting and northing and back, with the Norwegian exceptions handled.

What people use it for

  • Reading a UTM grid reference off a topographic map.
  • Converting survey or GIS data between UTM and lat/long.
  • Checking which zone a point falls in before doing distance arithmetic.

Details

Zones60, each 6° of longitude wide
Central meridian eastingexactly 500,000 m, always
Southern northingscount down from 10,000,000 m at the equator
Exceptionszone 32 over southern Norway; 31, 33, 35 and 37 over Svalbard
Coverage80°S to 84°N — the poles use UPS instead
PrivacyEverything runs in your browser. No coordinate you enter is sent anywhere
Round-tripping through the projection is shown with every result. Inside the standard ±3° zone half-width it is under a millimetre; in the six widened zones a point can sit up to 6° from its central meridian, where the standard series loses a little accuracy and the error reaches a few centimetres.

Where this tool stops

Everything is computed from the WGS84 ellipsoid in your browser — no map service, no lookup and no network. Coordinates on an older datum such as ED50, NAD27 or a national grid will not agree with these figures, sometimes by hundreds of metres. Great-circle distances use a spherical earth of radius 6,371.0 km and differ from ellipsoidal distances by up to about 0.5%, which matters for surveying and not for anything else.

Frequently asked questions

Is this the same UTM as utm_source in a URL?
No. This is the Universal Transverse Mercator projection, a way of writing a position in metres. The utm_ tags on a link are the Urchin Tracking Module, a campaign-tracking convention named after a company Google acquired in 2005. They share three letters and nothing else.
Why is the easting always around 500,000?
Because it is measured from a false origin 500,000 m west of the zone's central meridian, chosen so that no easting anywhere in the zone is ever negative. A point exactly on the central meridian has easting exactly 500,000.
Can I subtract two UTM coordinates to get a distance?
Only if they are in the same zone. Across a zone boundary the eastings are measured from different origins, so the subtraction is meaningless. Convert both to latitude and longitude first, or reproject one into the other's zone.
What are the Norway and Svalbard exceptions?
Six zones that break the regular six-degree pattern: zone 32 is widened to cover southern Norway, and zones 31, 33, 35 and 37 are widened over Svalbard while 32, 34 and 36 are not used there at all. They were added in the 1950s and any implementation that ignores them puts points in the wrong zone.
What happens at the poles?
UTM stops at 80°S and 84°N. Beyond that the Universal Polar Stereographic grid takes over, which is a different projection with its own origin and lettering.
Do I need an account to use the UTM Coordinate Converter?
No charge and no sign-up. There is no free tier to run out of because there is no paid tier — inputtesthub.com is funded by advertising rather than by metering the page.
Can you see what I put into this page?
No. The UTM Coordinate Converter runs entirely in your browser using JavaScript. Your input never reaches inputtesthub.com or any third party — open your browser's Network tab while you use it and you will see no request go out.
Who is the UTM Coordinate Converter for?
In practice it gets used for three things: reading a UTM grid reference off a topographic map. Converting survey or GIS data between UTM and lat/long. Checking which zone a point falls in before doing distance arithmetic. It is built for exactly those cases rather than being a general-purpose tool with this bolted on.
What are the limits of the UTM Coordinate Converter?
Everything is computed from the WGS84 ellipsoid in your browser — no map service, no lookup and no network. Coordinates on an older datum such as ED50, NAD27 or a national grid will not agree with these figures, sometimes by hundreds of metres. Great-circle distances use a spherical earth of radius 6,371.0 km and differ from ellipsoidal distances by up to about 0.5%, which matters for surveying and not for anything else. Knowing where a tool stops being trustworthy matters more than the cases where it works.
What are the reference figures here?
Zones is 60, each 6° of longitude wide. Central meridian easting is exactly 500,000 m, always. Southern northings is count down from 10,000,000 m at the equator. These are printed on the page itself, so you do not have to take them on trust.
Is the number rounded?
The calculation runs in double precision and the result is shown to ten significant figures, so converting a value and converting it back returns the original. What is displayed is rounded for readability; what is copied is not.

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