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πŸ—ΊοΈ Map Projection Guide

Understand the major map projections β€” how they distort shape, area, distance, and direction, and which is right for your mapping purpose.

Projection Properties Comparison

ProjectionShape (conformal)Area (equal-area)DistanceDirectionBest for
Mercatorβœ“ Excellentβœ— Distorted at polesβœ— Distortedβœ“ Rhumb lines straightNavigation
Web Mercator (EPSG:3857)βœ“ Good (not exact)βœ— Significantβœ— Distortedβœ“ ApproxWeb maps (Google/OSM)
Robinson~Compromise~Compromise~Moderate~ModerateGeneral world maps
Mollweideβœ— Distorted at edgesβœ“ Accurateβœ—βœ—Density/distribution maps
Winkel Tripel~Good~Good~Good~GoodWorld maps (National Geo)
Azimuthal Equidistantβœ— Distortedβœ— Distortedβœ“ From centreβœ“ From centreRadio/aviation circles
Lambert Conformal Conicβœ“ Excellentβœ—~Along standard parallelsβœ“ LocalAeronautical charts, mid-latitudes
UTM (Universal Transverse Mercator)βœ“ Excellent (local)~Near zone centreβœ“ Near zoneβœ“ LocalTopographic maps, GPS coordinates
Gall-Petersβœ— Stretchedβœ“ Equal-areaβœ—βœ—Area comparison, political maps
Stereographicβœ“ Conformalβœ—βœ—~Polar maps
🌍 No perfect projection: It is mathematically impossible to represent a sphere on a flat surface without distortion. Every projection preserves some properties at the expense of others. The choice of projection is always a compromise β€” or a deliberate choice about what to show accurately.
πŸ“ Greenland vs Africa: On a Mercator map, Greenland (2.17 million kmΒ²) looks similar in size to Africa (30.4 million kmΒ²). Africa is 14Γ— larger. This is the classic example of Mercator's area distortion at high latitudes. Equal-area projections (Mollweide, Gall-Peters) show this correctly but distort shapes.
πŸ›©οΈ Great circles: The shortest path between two points on a sphere is a great circle route. On a Mercator map, this appears as a curve β€” not a straight line. On an azimuthal equidistant map centred at your starting point, it appears as a straight line radiating from centre.