Understanding Map Projections
Understanding Map Projections
Understanding Map Projections
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ORTHOGRAPHIC<br />
PROPERTIES<br />
Shape<br />
Minimal distortion near the center; maximal<br />
distortion near the edge.<br />
Area<br />
The areal scale decreases with distance from the<br />
center. Areal scale is zero at the edge of the<br />
hemisphere.<br />
Direction<br />
True direction from the central point.<br />
Central meridian is 0°, and latitude of origin is 90° S.<br />
DESCRIPTION<br />
This perspective projection views the globe from an<br />
infinite distance. This gives the illusion of a threedimensional<br />
globe. Distortion in size and area near<br />
the projection limit appears more realistic to our eye<br />
than almost any other projection, except the Vertical<br />
Near-Side Perspective.<br />
Distance<br />
The radial scale decreases with distance from the<br />
center and becomes zero on the edges. The scale<br />
perpendicular to the radii, along the parallels of the<br />
polar aspect, is accurate.<br />
LIMITATIONS<br />
Limited to a view 90 degrees from the central point,<br />
a global hemisphere.<br />
USES AND APPLICATIONS<br />
Uses of this projection are aesthetic more than<br />
technical. The most commonly used aspect for this<br />
purpose is the oblique.<br />
PROJECTION METHOD<br />
Planar perspective projection, viewed from infinity.<br />
On the polar aspect, meridians are straight lines<br />
radiating from the center, and the lines of latitude are<br />
projected as concentric circles that become closer<br />
toward the edge of the globe. Only one hemisphere<br />
can be shown without overlapping.<br />
POINT OF CONTACT<br />
A single point located anywhere on the globe.<br />
LINEAR GRATICULES<br />
All aspects—The central meridian of the projection.<br />
Equatorial aspect—All lines of latitude.<br />
Polar aspect—All meridians.<br />
74 • <strong>Understanding</strong> <strong>Map</strong> <strong>Projections</strong>