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History
of the Armillary Sphere
A
model of the cosmos as it was perceived before the 1600s, the armillary
sphere consists of a number of graduated brass rings representing the
chief celestial circles and demonstrates the basic principles of astronomical
motion and horology (the science of time measurement). The word armillary
is derived form the Greek term armilla meaning bracelets or rings.
An armillary
sphere consists of a skeletal celestial sphere (the basket) inside a vertical
ring (the meridian ring). The basket has two colure rings representing
the celestial poles and one ring each for the two tropics. A band marked
with 360 degree intervals circles the basket and represents the equator.
The final component of the basket is the ecliptic ring which is divided
into the twelve signs of the Zodiac eachone being divided into thirty
units or days. At the center of the basket sits a globe representing earth.
The first
armillary sphere was probably invented in the third century BC by the
Greek astronomer Eratosthenes. Around 130 AD Ptolemy constructed a model
to assist him in making observations of the paths of the major astronomical
bodies across the night sky. By the early 1500s Copernicus had overthrown
the accepted geocentric premise and the spheres began to be built with
the sun in the center. Over the course of the years they became extremely
complicated instruments used for instruction and calculation of movement
of celestial objects and events. The armillary sphere could be used to:
determine
the time of sunrise and sunset.
explain
the meaning of the Spring and Vernal Equinox.
demonstrate the meaning of the Tropics (turning point) at the Summer
and Winter Solstice.
determine the position of a star and explain the meaning of right
ascension and declination.
locate the Polar Star.
The armillary
sphere combines the concept of time, history, and the changing universe
into one element. This timeless symbology is still pertinent today as
man continues to search the heavens for knowledge of how we relate to
the universe.
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