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Map Projections.

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Presentation on theme: "Map Projections."— Presentation transcript:

1 Map Projections

2 The Earth needs to be transformed.
The Earth is a spheroid A mathematical conversion must be used to create a flat map sheet from the three-dimensional surface. The Earth needs to be transformed.

3 Projection is a mathematical procedure of representing the globe on a flat surface.

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5 How do you put a round surface on a flat paper ?
Mathematically, a projection is a process of transforming global location to a planar position. Planar coordinate systems: Have two dimensions, X measures distance in a horizontal direction Y measures distance in a vertical direction Measures of length, angle, and area are constant across the dimension

6 Different Acronyms UTM = Universe Transverse Mercator
WGS = World Geodetic System NAD = North American Datum GRS = Geodetic Reference System Oblate Ellipsoid or Spheroid

7 The Earth is not a ball 1924 measurements were: e = 6,378,206.4
P = 6,356,538.8 m Or: f = 1/297 1980 (GRC80) Geodetic Reference System 1983 (NAD83) WGS84 World Geodetic System F = 1/300 e p F = 1-p/e NAD1927 (North American Datum)

8 Any representation of the earth’s surface in two dimensions:
Causes some distortion: 4 types of distortion: Shape area distance direction Different projections produce different distortions

9 Some commonly used map projections in the U.S. and North America

10 UTM a Planar Coordinate System

11 Latitude and Longitude
Is a geographic referencing system NOT a projection

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13 UTM Zone 13

14 Lambert Conformal Conic

15 Albers Equal-Area Conic

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19 Assignment – Projections of the World
Create a map showing at least 4 different world projections (different data frames). Indicate on the map each projection Include a title, and scale of each map Design your layout to maximize your space Print your map on 17 x 11 inch paper


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