Conceptual Foundations Flashcards

1
Q

Georeferencing

A

Associating a map (such as a pdf without spatial information), or image (such as an aerial image without spatial information), with spatial locations.

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2
Q

Control Points

A

Consisting of multiple points, points come in pairs that match the spatial location with a point on an unreferenced image or map.

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3
Q

Spatial Reference System (SRS)/ Coordinate Reference System (CRS)

A

A coordinate-based local, regional, or global system is used to locate geographical entities.

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4
Q

International Terrestrial Reference System (ITRS)

A

It’s a three-dimensional coordinate system with a well-defined origin (the center of mass of the Earth) and three orthogonal coordinate axes (X, Y, Z).

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5
Q

Map Projection

A

transforming coordinates from a curved earth to a flat map

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6
Q

UTM

A

Universal Transverse Mercator - a global coordinate system. UTM zones are 6 degrees

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7
Q

Horizontal Datum

A

Model of the Earth as a spheroid ( 2 components, reference ellipsoid and a set of survey points, both the shape of the spheroid and the features on the Earth)

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8
Q

NAVD88

A

Gravity-based geodetic datum in North America

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9
Q

Geodetic Datum

A

A set of control points whose geometric relationships are known, either through measurement or calculation.

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10
Q

Vertical Datum

A

reference point for elevations of surfaces and features on the Earth

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11
Q

WGS84

A

World Geodetic System, reference coordinate system used by the Global Positioning System (GPS).

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12
Q

SRID Integer

A

spatial reference system id numbers, including EPSG codes defined by the International Association of Oil and Gas Producers

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13
Q

Four Distortions

A

Angle, Area, Direction, Shape (A SAD)

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14
Q

Mercator Projection

A

Preserve shape and direction, the area gets distorted, projecting earth onto a cylinder tangent to a meridian.

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15
Q

Azimuthal Equidistant

A

planar (tangent), used for air route distances; Distance measured from the center is true; Distortion of other properties increases away from the center point

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16
Q

Cylindrical Equal-area Projection

A

preserves area; shape and distance get distorted near the upper and lower regions of the map; straight meridians and parallels; meridians are equally spaced and the parallels are unequally spaced

17
Q

Conic Projection

A

preserves directions and the area in limited areas; Distorts distances and scales except along standard parallels; Generated by projecting a spherical surface onto a cone

18
Q

Choosing projections: based on latitude

A

Latitude: low -> conical projection; polar regions –> azimuthal planar projection

19
Q

Choosing projections: based on the extent

A

Extent: Broad in East-West –> conical; Broad in North-South –> Cylindrical projection

20
Q

Choosing projection: based on thematic

A

If you are doing an analysis that compares the different values in a different location, typically an equal-area projection will be used.

21
Q

Discrete features

A

a feature that has a definable boundary, begins and ends, for example a highway or a lake

22
Q

Continuous phenomena

A

Each location is a measure of something, including the measure of concentration level, and the measure of a value in terms of a fixed point, such as elevation

23
Q

Geoid

A

the shape that the surface of the oceans would take under the influence of Earth’s gravitation and rotation alone, in the absence of other influences such as wind or tides; Used to reference heights, by registering the ocean’s water level as coastal places using the tide gauges (how the sea level is decided).

24
Q

Reference Ellipsoid

A

A mathematically defined surface that approximates the geoid, the truer figure of the Earth, or other planetary body

25
Oblate Ellipsoid
It fits the geoid to a first-order approximation, formed when an ellipse is rotated about its minor axis.
26
Sphere (Earth)
Earth's semi-major axis A and semi-minor axis B differ only by a bit more than 21 km.
27
First (direct) geodetic problem
Given a point (in terms of its coordinates) and the direction (azimuth) and distance from that point to a second point, determine (the coordinate of) that second point
28
Second (inverse) geodetic problem
Given two points, determine the azimuth and length of the line that connects them
29
Geomatics
Science and technology of gathering, analyzing, interpreting, distributing, and using geographic information (including surveying, mapping, remote sensing, GIS, GPS)