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Understanding Map Projections

Understanding Map Projections

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AZIMUTHAL EQUIDISTANT<br />

Area<br />

Distortion increases outward from the center point.<br />

Direction<br />

True directions from the center outward.<br />

Distance<br />

Distances for all aspects are accurate from the center<br />

point outward. For the polar aspect, the distances<br />

along the meridians are accurate, but there is a<br />

pattern of increasing distortion along the circles of<br />

latitude, outward from the center.<br />

The center of the projection is 0°, 0°.<br />

DESCRIPTION<br />

The most significant characteristic is that both<br />

distance and direction are accurate from the central<br />

point. This projection can accommodate all aspects:<br />

equatorial, polar, and oblique.<br />

PROJECTION METHOD<br />

Planar. The world is projected onto a flat surface<br />

from any point on the globe. Although all aspects<br />

are possible, the one used most commonly is the<br />

polar aspect, in which all meridians and parallels are<br />

divided equally to maintain the equidistant property.<br />

Oblique aspects centered on a city are also common.<br />

POINT OF TANGENCY<br />

A single point, usually the North or the South Pole,<br />

defined by degrees of latitude and longitude.<br />

LINEAR GRATICULES<br />

Polar—Straight meridians are divided equally by<br />

concentric circles of latitude.<br />

Equatorial—The equator and the projection’s central<br />

meridian are linear and meet at a 90 degree angle.<br />

Oblique—The central meridian is straight, but there<br />

are no 90 degree intersections except along the<br />

central meridian.<br />

PROPERTIES<br />

Shape<br />

Except at the center, all shapes are distorted.<br />

Distortion increases from the center.<br />

LIMITATIONS<br />

Usually limited to 90 degrees from the center,<br />

although it can project the entire globe. Polar-aspect<br />

projections are best for regions within a 30 degree<br />

radius because there is only minimal distortion.<br />

Degrees from center:<br />

15 30 45 60 90<br />

Scale distortion in percent along parallels:<br />

1.2 4.7 11.1 20.9 57<br />

USES AND APPLICATIONS<br />

Routes of air and sea navigation. These maps will<br />

focus on an important location as their central point<br />

and use an appropriate aspect.<br />

Polar aspect—Polar regions and polar navigation.<br />

Equatorial aspect—Locations on or near the equator<br />

such as Singapore.<br />

Oblique aspect—Locations between the poles and<br />

the equator; for example, large-scale mapping of<br />

Micronesia.<br />

If this projection is used on the entire globe, the<br />

immediate hemisphere can be recognized and<br />

resembles the Lambert Azimuthal projection. The<br />

outer hemisphere greatly distorts shapes and areas.<br />

In the extreme, a polar-aspect projection centered on<br />

the North Pole will represent the South Pole as its<br />

largest outermost circle. The function of this extreme<br />

projection is that, regardless of the conformal and<br />

area distortion, an accurate presentation of distance<br />

and direction from the center point is maintained.<br />

38 • <strong>Understanding</strong> <strong>Map</strong> <strong>Projections</strong>

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