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Sci-Tech Dictionary:

circle of latitude

(′sər·kəl əv ′lad·ə′tüd)

(astronomy) A great circle of the celestial sphere passing through the ecliptic poles, and hence perpendicular to the plane of the ecliptic. Also known as parallel of latitude.
(geodesy) A meridian of the terrestrial sphere along which latitude is measured.


 
 
Wikipedia: circle of latitude
WorldMapLongLat-eq-circles-tropics-non.png
Map of Earth
Longitude (λ)
Lines of longitude appear curved and vertical in this projection, but are actually halves of great circles.
Latitude (φ)
Lines of latitude appear straight and horizontal in this projection, but are actually circular with different radii. All locations with a given latitude are collectively referred to as a circle of latitude.
The equator divides the planet into a Northern Hemisphere and a Southern Hemisphere, and has a latitude of 0°. World_map_with_equator.jpg

On the Earth, a circle of latitude is an imaginary east-west circle connecting all locations that have a given latitude. A location's position along a circle of latitude is given by its longitude.

Circles of latitude are often called parallels because they are a fixed distance apart, and on some map projections, including the Mercator projection, they are drawn parallel. They are also the intersections of the surface of the Earth with parallel planes. Circles of latitude become shorter the farther they are from the equator and the closer they are to the poles. A circle of latitude is perpendicular to all meridians at the intersection points, and is hence a special case of a loxodrome.

Contrary to what might be assumed from their straight-line representation on some map projections, a circle of latitude is not, with the sole exception of the Equator, the shortest distance between two points lying on it. In other words, circles of latitude are not great circles, and are not really "lines" in the geometry of the sphere (see also great-circle distance). It is for this reason that an aeroplane travelling between a European and North American city on the same latitude will fly further north, over Greenland for example.

Arcs of circles of latitude are sometimes used as boundaries between countries or regions when distinctive natural borders are lacking (such as in deserts), or when an artificial border is drawn as a "line on a map", as happened in Korea,

Major circles of latitude

Diagram of major circles of latitude on the Earth.
Enlarge
Diagram of major circles of latitude on the Earth.

The five major circles of latitude are, from north to south:

These circles of latitude (excluding the equator) mark the divisions between the five main geographical zones.

Equator

The equator is the circle that is equidistant from both the North Pole and South Pole. It divides the Earth into the Northern Hemisphere and the Southern Hemisphere.

World_map_with_equator.jpg
Equator

Arctic and Antarctic Circles

The Arctic Circle marks the southernmost latitude (in the Northern Hemisphere) at which the sun can remain continuously above or below the horizon for 24 hours. Similarly, the Antarctic Circle marks the northernmost latitude (in the Southern Hemisphere) at which the sun can remain continuously above or below the horizon for 24 hours.

The latitude of these circles plus the Earth's axial tilt is equal to 90°.

World_map_with_arctic_circle.jpg
Arctic Circle
 
World_map_with_antarctic_circle.jpg
Antarctic Circle

Tropics of Cancer and Capricorn

The Tropic of Cancer and Tropic of Capricorn respectively mark the northernmost and southernmost latitudes at which the sun may be seen directly overhead (at the June solstice and December solstice respectively).

The latitude of the tropic circles is equal to the Earth's axial tilt.

World_map_with_tropic_of_cancer.jpg
Tropic of Cancer
 
World_map_with_tropic_of_capricorn.jpg
Tropic of Capricorn

Movement of the Tropics and the Arctic and Antarctic circles

See also: Axial tilt.

By definition, the positions of the Tropic of Cancer, Tropic of Capricorn, Arctic Circle and Antarctic Circle all depend on the tilt of the Earth's axis relative to the plane of its orbit around the sun, known technically as the "obliquity of the ecliptic". As of 2000, the mean value of the tilt was about 23°26′21″. However, this angle is not constant, but has a complex motion determined by the superimposition of many different cycles with short to very long periods. As the axial tilt varies, so do the positions of the Tropics and the Arctic and Antarctic circles.

The main long-term cycle causes the axial tilt to fluctuate between about 22.5° and 24.5° with a 41,000 year periodicity. As a consequence of this cycle the average value of the tilt is currently decreasing by about 0.47″ per year. This causes the Tropics of Cancer and Capricorn to drift towards the equator by about 15 metres per year, and the Arctic and Antarctic Circles to drift towards the Poles by the same amount. As a result of the movement of the Tropics of Cancer and Capricorn, the area of the Tropics decreases worldwide by about 1100 square kilometres per year on average.

The Earth's axial tilt is subject to additional shorter-term variations due to nutation, of which the main term, with a period of 18.7 years, has an amplitude of 9"21 (corresponding to almost 300 metres north and south). There are then still many smaller terms, resulting in varying daily shifts of some metres in any direction.

Finally, the Earth's rotational axis is not exactly fixed with respect to the Earth, but undergoes very small fluctuations, called polar motion, which have a small theoretical effect on the positions of the abovementioned parallels.

Short-term fluctuations over a matter of days do not directly affect the location of the extreme latitudes at which the sun may appear directly overhead, or at which 24-hour day or night is possible, except when they actually occur at the time of the solstices. Rather, they cause a theoretical shifting of the parallels, that would occur if the given axis tilt were maintained throughout the year.

Other notable parallels

Parallel Description
54° 40' N The border between 19th century Russian and British land claims in western North America which played a role in the Oregon boundary dispute between Britain and the United States, giving rise to the slogan "Fifty-four forty or fight."
49th parallel north Part of the border between the United States and Canada, from Washington to western Minnesota.
45th parallel north The east-west line that marks the theoretical halfway point between the Equator and the North Pole.
42nd parallel north The border between California and Oregon and most of the border between Pennsylvania and New York.
40th parallel north The line originally chosen for the Mason-Dixon Line, but the line was moved several miles south to avoid bisecting the city of Philadelphia.
38th parallel north The boundary between the Soviet and American occupation zones in Korea in 1945.
37th parallel north The north-south border between Utah & Arizona, and Colorado & New Mexico respectively.
28th parallel north The boundary between Baja California and Baja California Sur in Mexico.
22° 19' 35.6736" N Boundary Street – the boundary between Kowloon and New Kowloon of New Territories.
22nd parallel north The border between Egypt and Sudan, partly disputed (see also Hala'ib Triangle).
17th parallel north The division between Republic of Vietnam (South Vietnam) and Democratic Republic of Vietnam (North Vietnam) during the Vietnam War.
26th parallel south The border between South Australia and the Northern Territory, and part of the border between South Australia and Queensland.
45th parallel south The east-west line that marks the theoretical halfway point between the Equator and the South Pole.
60th parallel south The northern boundary of Antarctica for the purposes of the Antarctic Treaty System (see map). The northern boundary of the Southern Ocean.

 
 

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Sci-Tech Dictionary. McGraw-Hill Dictionary of Scientific and Technical Terms. Copyright © 2003, 1994, 1989, 1984, 1978, 1976, 1974 by McGraw-Hill Companies, Inc. All rights reserved.  Read more
Wikipedia. This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Circle of latitude" Read more

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