Map projection
A map projection is a systematic method for representing a round surface—usually Earth—on a flat map. Because flattening a curved surface inevitably distorts spatial properties, projections are designed to preserve selected qualities, such as area, local shape, direction or distance, for particular uses.
Representing a curved surface
A map projection converts locations on a curved surface, described by a coordinate system such as latitude and longitude, into positions on a plane. The term covers mathematical and geometric methods used to make paper maps and digital maps. A globe represents the whole Earth without flattening it, but is cumbersome and shows little detail at small scale; a flat map is easier to carry, print, display and combine with other data.
Families and properties
Many projections are grouped by the geometric surface used in their construction: cylindrical, conic, or planar (often called azimuthal). These families describe a way of constructing the projection, not the property it preserves. A conformal projection preserves local angles and the shapes of very small areas, but can greatly distort area. An equal-area projection represents relative surface areas correctly but distorts shapes. Equidistant projections preserve distances only along particular lines or from a chosen center, not all distances everywhere. Projection families may also include compromise methods that balance several kinds of distortion rather than eliminating one.
Choosing a projection
Cartographers consider a map's purpose, geographic extent, orientation, scale and the properties users need to compare. The Mercator projection, introduced by Gerardus Mercator in 1569, is conformal and represents constant-bearing rhumb lines as straight lines, a useful feature in some navigation. It is not equal-area: scale and the apparent area of places increase markedly toward high latitudes, so a world map in this projection can mislead comparisons of land area. Equal-area projections are often preferable when the map's purpose is to compare the relative sizes or distribution of regions. The same projection may behave differently at different scales, so projection choice is part of a map's design rather than a neutral finishing step.
Key facts
- Definition
- A map projection systematically represents a round surface on a flat plane.
- Distortion
- Every flat map distorts at least one property of the curved surface it represents.
- Common construction families
- Cylindrical, conic and planar (azimuthal) are common geometric families of projections.
- No universal best
- Projection choice depends on the map's purpose, geographic extent, scale and desired properties.
- Mercator
- The 1569 Mercator projection is useful for representing constant-bearing lines, but greatly exaggerates area near the poles.
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References
- 1.How are different map projections used?
U.S. Geological Survey · other · reliability: high · retrieved 20 October 2026
Supports: Definition of a map projection, unavoidable distortion, the effects of scale, and the uses and limitations of Mercator and other projections.
- 2.Map Projections
U.S. Department of the Interior, U.S. Geological Survey · other · reliability: high · retrieved 20 October 2026
Supports: Definitions and comparisons of commonly used projections, their properties and uses, and historical information about the Mercator projection.
- 3.Selecting a Map Projection
National Geographic Society · other · reliability: high · retrieved 20 October 2026
Supports: How projection choice depends on purpose and the trade-offs among shape, area, distance and direction.
References are suggested by the research engine and may be incomplete. Unverified URLs are omitted rather than guessed.
Article history
- Version 120 October 2026 · EditorCreated by Zapia