The meridian that joins us
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Geographic
coordinates
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The
figure is a representation of the Earth. PN and PS are the geographical poles (points of intersection of the axis of terrestrial rotation
with the Earth's surface) and G is the centre
of the Earth.
Maximum circles passing through the two poles are called meridians. The biggest circle perpendicular to the axis of terrestrial G is the equator. The smaller circles parallel to the equator are called parallels. |
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The position of any point on
the earth's surface, is determined by its meridian and its parallel. This is defined as its coordinates: latitude and
longitude.
The latitude φ of a point is the angular distance between the Equator and the parallel passing through P. Values φ may vary from range 0° (for a point in Ecuador) to 90° (for the poles) and it is North for points placed up the equator and South for points placed south of the equator. |
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| To
define the longitude, it is necessary to choose arbitrarily
a meridian origin, as Meridian 0º. The
ideal is the one of Greenwich, near London, where in the seventeenth
century one of the first astronomical observatories in the world
was built.
The longitude λ of the point P is the angular distance between the Greenwich meridian and the one passing through P. λ may range from 0° (for a spot right in the Greenwich meridian, as Castellón or Monte Perdido in the Pyrenees) and 180º (for a spot on the opposite side of the Earth, such as the eastern tip of Siberia) and it may be East for place eastern of the Greenwich meridian (Poland), or West for places western of the Greenwich meridian (Portugal) |
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