Introduction to GIS & RS: Coordinate Systems & Projections

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34 question-and-answer flashcards covering definitions, historical measurements, ellipsoids, geoids, datums, coordinate systems, map projections, choosing projections, and coordinate conversions from the lecture notes.

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36 Terms

1
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What does a georeferencing system do?

Positions objects in 2-D or 3-D space.

2
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Define geodesy.

The science of measuring the Earth’s shape and establishing earth datums.

3
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What is a geodetic datum?

A reference model (ellipsoid) that relates a coordinate system to the Earth and is realized through monumented points with known coordinates.

4
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What are coordinate systems used for?

Locating and measuring geographic features on the Earth’s surface.

5
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What is a map projection?

The systematic transformation of coordinates from the curved Earth to a flat map.

6
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Name the three main factors that complicate defining coordinates.

Projection distortion, the Earth’s irregular shape, and measurement imprecision.

7
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Which early Greek measured Earth’s circumference using shadows at Syene and Alexandria?

Eratosthenes.

8
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Eratosthenes’ estimate of Earth’s circumference differed from modern value by roughly what percentage?

Less than 4 %.

9
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Which Greek used zenith angles to estimate Earth’s circumference and got ≈ 38 600 km?

Posidonius.

10
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What shape did Isaac Newton propose for Earth due to rotation?

An oblate ellipsoid (flattened at the poles).

11
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What are the two characteristic dimensions of an ellipsoid?

Semi-major axis (equatorial radius) and semi-minor axis (polar radius).

12
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How is the flattening factor of an ellipsoid expressed for Earth?

About 1/300 shorter at the poles than at the equator.

13
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Differentiate ellipse and ellipsoid.

An ellipse is a 2-D oval; an ellipsoid is the 3-D form created by rotating an ellipse about its minor axis.

14
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Which reference ellipsoid underlies the WGS 84 datum?

GRS 1980 (semi-major axis 6 378 137 m, 1/f = 298.257223563).

15
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What is the geoid?

The 3-D surface where gravity pull is constant, approximating mean sea level but undulating relative to the ellipsoid.

16
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What is orthometric height?

Elevation measured above the geoid (mean sea level).

17
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What is ellipsoidal height?

Height measured above the reference ellipsoid.

18
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Define geoidal separation (geoidal height).

The difference between ellipsoidal height and orthometric height.

19
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Name two instruments historically used to measure the geoid.

Plumb bobs and gravimeters.

20
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What do latitude lines represent?

Parallels—east-west lines of constant latitude.

21
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What do longitude lines represent?

Meridians—north-south lines converging at the poles.

22
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Why is GCS not a Cartesian coordinate system?

Because longitude lines converge, so grid cells are not right-angle or equal in size everywhere.

23
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How far apart are 1° of longitude at the equator versus 80° N?

111 km at the equator; about 19 km at 80° N.

24
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List the two main components of a geodetic datum.

1) An ellipsoid with origin and orientation; 2) A network of accurately surveyed points.

25
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Give three commonly used horizontal datums.

NAD27, NAD83, and WGS84.

26
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Which horizontal datum is officially used in Namibia?

Schwarzeck datum on the Bessel 1841 ellipsoid.

27
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Differentiate vertical and horizontal datums.

Vertical datums reference height (Z) to mean sea level or an ellipsoid; horizontal datums locate X-Y positions on Earth using an ellipsoid.

28
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What are the four properties that projections may distort?

Shape, area, distance, and direction (scale).

29
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Name the three geometric families of map projections.

Planar (azimuthal), conic, and cylindrical.

30
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Which projection preserves angles and shows meridians/parallels as straight lines but exaggerates area near poles?

Mercator (normal).

31
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For areas with greater north-south than east-west extent, which conformal cylindrical projection is preferred?

Transverse Mercator.

32
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State the key parameters of the Transverse Mercator used for Namibia.

Datum : WGS84; Central meridian 17°E; False Easting 600 000 m; False Northing 10 000 000 m; Scale factor 1.0; Latitude of origin 0°.

33
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What global projection divides Earth into 6-degree longitudinal strips measured in meters?

Universal Transverse Mercator (UTM).

34
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Give two criteria to consider when choosing a projection.

Extent/latitude of area and which property of distortion should be minimized (e.g., area vs shape).

35
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Outline the steps to convert decimal degrees (DD) to degrees-minutes-seconds (DMS).

Separate whole degrees, multiply fractional part by 60 for minutes, then multiply remaining fraction by 60 for seconds.

36
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How many seconds are in one degree of latitude or longitude?

3 600 seconds.