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Cone Nebula

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Cone Nebula

Taken on April 2, 2002 by the Hubble Telescope
Observation data: J2000.0 epoch
Type Diffuse + Dark
Right ascension 06h 41m 06s[1]
Declination +09° 53′[1]
Distance 2,700 ly[2]
Apparent magnitude (V)  —
Apparent dimensions (V) 10 arcmins[1]
Constellation Monoceros
Physical characteristics
Radius 4 ly[3]
Absolute magnitude (V)  —
Notable features Christmas Tree Cluster
Other designations NGC 2264 (portion)
See also: Diffuse nebula, Lists of nebulae

The Cone Nebula (also known as NGC 2264) is an H II region in the constellation of Monoceros. It was discovered by William Herschel on December 26, 1785, at which time he designated it H V.27. The nebula is located about 800 parsecs or 2,600 light-years away from Earth.

The Cone Nebula is part of the nebulosity surrounding the Christmas Tree Cluster. The designation of NGC 2264 in the New General Catalogue refers to both objects and not the nebula alone.

The diffuse Cone Nebula, so named because of its apparent shape, lies in the southern part of NGC 2264, the northern part being the magnitude-3.9 Christmas Tree Cluster. It is in the northern part of Monoceros, just north of the midpoint of a line from Procyon to Betelgeuse.

The cone's shape comes from a dark absorption nebula consisting of cold molecular hydrogen and dust in front of a faint emission nebula containing hydrogen ionized by S Monocerotis, the brightest star of NGC 2264. The faint nebula is approximately seven light-years long (with an apparent length of 10 arcminutes), and is 2,700 light-years away from Earth.

The nebula is part of a much larger star-forming complex—the Hubble Space Telescope was used to capture images of forming stars in 1997.

[edit] Notes and References

  1. ^ a b c "SEDS information on NGC2264". Students for the Exploration and Development of Space. http://www.seds.org/messier/xtra/ngc/n2264.html. Retrieved on 2009-03-27. 
  2. ^ "Astronomy Picture of the Day". NASA. http://apod.nasa.gov/apod/ap020107.html. Retrieved on 2009-03-27. 
  3. ^ 2,700 × sin( 10′ / 2 ) = 3-4 ly. radius

[edit] External links

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