In Geographic Information Systems (GIS), coordinate systems and map projections are fundamental concepts that define how geographic data is spatially located and represented on maps.
1. Coordinate Systems
A coordinate system is a framework that uses numbers (coordinates) to uniquely determine the position of a point or geographic feature.
Types of Coordinate Systems
- Geographic Coordinate System (GCS):
- Based on a 3D spherical surface (the Earth).
- Coordinates are given in latitude and longitude (angular units, usually degrees).
- Example: WGS 84 (used in GPS).
- Origin: Center of the Earth.
- Projected Coordinate System (PCS):
- A 2D representation of the Earth’s surface, derived from a GCS.
- Uses linear units (meters, feet).
- Requires a map projection.
- Example: UTM (Universal Transverse Mercator).
2. Map Projections
A map projection is a method used to transform the 3D surface of the Earth into a 2D map.
Projection Types (by distortion properties)
Every projection distorts at least one of the following:
- Area (equal-area)
- Shape (conformal)
- Distance (equidistant)
- Direction (azimuthal)
Common Map Projection Classes
- Cylindrical Projections:
- Wrap the globe onto a cylinder.
- Example: Mercator Projection (conformal, distorts area at poles).
- Conic Projections:
- Project the globe onto a cone.
- Best for mid-latitudes.
- Example: Albers Equal-Area Conic.
- Azimuthal Projections:
- Project onto a flat plane.
- Good for polar regions.
- Example: Stereographic.
3. Coordinate Reference Systems (CRS)
A CRS defines how a coordinate system is tied to the Earth’s surface.
- Includes both a datum (model of the Earth) and a projection (if projected).
- Examples:
- EPSG:4326 – WGS 84 (lat/long)
- EPSG:3857 – Web Mercator (used in web maps like Google Maps)
4. Practical GIS Use
Common GIS tools (like QGIS or ArcGIS) support reprojection and coordinate transformation.
Always ensure all layers in a GIS project use the same CRS to avoid misalignment.
Reprojection is the process of converting data from one CRS to another.
Diagram showing how GCS and PCS
