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
Q

Oblate Ellipsoid

A

It fits the geoid to a first-order approximation, formed when an ellipse is rotated about its minor axis.

26
Q

Sphere (Earth)

A

Earth’s semi-major axis A and semi-minor axis B differ only by a bit more than 21 km.

27
Q

First (direct) geodetic problem

A

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
Q

Second (inverse) geodetic problem

A

Given two points, determine the azimuth and length of the line that connects them

29
Q

Geomatics

A

Science and technology of gathering, analyzing, interpreting, distributing, and using geographic information (including surveying, mapping, remote sensing, GIS, GPS)