GPS Coordinates Converter

Convert coordinates between DD, DMS, and DDM formats instantly. Type in any field and the other formats update automatically.

Understanding Coordinate Formats

The same location on Earth can be written in three common formats. They all describe identical coordinates — only the notation differs.

Decimal Degrees (DD)

Latitude and longitude expressed as decimal numbers. Negative values indicate south or west.

Example

37.5665, 126.9780

Commonly used in

Web maps, GIS software, programming APIs, GPS data files

Degrees Minutes Seconds (DMS)

The traditional format dividing each degree into 60 minutes and each minute into 60 seconds.

Example

37°33'59.4"N 126°58'40.8"E

Commonly used in

Nautical charts, aviation, surveying, printed maps

Degrees Decimal Minutes (DDM)

A hybrid format using whole degrees with decimal minutes. Standard in marine and aviation GPS devices.

Example

37°33.990'N 126°58.680'E

Commonly used in

Marine navigation, aviation GPS, geocaching

What about UTM?

UTM (Universal Transverse Mercator) is a projected coordinate system that expresses positions in meters within zones instead of degrees. It is widely used in surveying and military applications. This converter focuses on the three degree-based formats; UTM support may be added in the future.

How the Conversion Works

Converting between formats is simple arithmetic. Here is how it works using Seoul (37.5665°N) as an example.

DD to DMS

Take the whole number as degrees, multiply the remainder by 60 for minutes, and multiply the new remainder by 60 again for seconds.

degrees = floor(37.5665) = 37°

minutes = floor(0.5665 × 60) = 33'

seconds = (33.99 − 33) × 60 = 59.4"

37.5665° → 37°33'59.4"N

DMS to DD

Divide minutes by 60 and seconds by 3600, then add everything together. Use a negative sign for south or west.

DD = degrees + minutes/60 + seconds/3600

DD = 37 + 33/60 + 59.4/3600

37°33'59.4"N → 37.5665°

Precision Tip

Five decimal places in DD (about 1.1 m) is enough for most uses. Six decimal places gives about 11 cm of precision — more than consumer GPS devices can actually measure.

Frequently Asked Questions