conformal projection
- noun
- /kənˈfɔrməl prəˈdʒɛkʃən/
- Specialized
- The Mercator projection is a famous example of a conformal projection used for navigation.
Examples
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Some world maps use a conformal projection to preserve angles but distort areas near the poles.
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A conformal projection accurately represents roads and buildings in small city maps.
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A conformal projection maintains the shapes of small areas accurately.
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The conformal projections used in this atlas are very precise.
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A conformal projection accurately represents local shapes, making it ideal for small area maps.
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In a conformal projection, angles are preserved, which is essential for creating detailed city plans.
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The conformal projection allows users to measure distances accurately on local maps despite size distortion.
Synonyms
A way of drawing the Earth on a flat map that keeps small areas in their true shape and angles
Surface Forms
Morphology
The phrase is a straightforward adjectival combination: 'conformal' (=preserving local angles) modifies 'projection' (=a map projection), so the meaning "a map projection that preserves local angles/shapes" is directly derivable from the parts. This follows a common composition pattern (adjective + noun) and would be understandable to learners who know both constituent words.
Etymology
Conformal projection comes from map-making: conformal means 'keeping small shapes the same' and projection is a way to show the globe on flat paper, like shining a light from a globe onto a screen. So a conformal projection 'keeps local shapes and angles' correct even if it stretches or shrinks area.