🗺️ Spherical Projections

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Equirectangular
Type:Compromise
Area:Distorted
Angles:Distorted
Shape:Cylindrical
Simple lat/lon grid. No distortion at equator; area and shape errors grow toward poles.
Projection: Equirectangular
Graticule
Tissot (area ×1.0)

🗺️ Spherical Projections — Map Distortion

Compare five map projections: Equirectangular, Mercator, Mollweide, Lambert Azimuthal Equal-Area and Sinusoidal. Tissot's indicatrices reveal how each projection distorts area, shape and angles.

🔬 What It Demonstrates

No flat map can perfectly represent a sphere — every projection makes trade-offs. Mercator preserves angles (conformal) but wildly distorts area near the poles. Mollweide preserves area but distorts shapes. Tissot's indicatrices show these distortions as ellipses.

🎮 How to Use

Switch between projections to see the graticule reshape. Tissot's indicatrices are coloured by area-ratio distortion. Toggle layers to compare distortion patterns.

💡 Did You Know?

Greenland appears the same size as Africa on a Mercator map, but Africa is actually 14× larger. The Peters projection (equal-area) sparked a 'map war' in the 1970s over which projection schools should teach.