The Dumbbell Nebula (also known as the Apple Core Nebula, Messier 27, and NGC 6853) is a planetary nebula (nebulosity surrounding a white dwarf) in the constellation Vulpecula, at a distance of about 1360 light-years. It was the first such nebula to be discovered, by Charles Messier in 1764. At its brightness of visual magnitude 7.5 and diameter of about 8 arcminutes, it is easily visible in binoculars and is a popular observing target in amateur telescopes.
The Dumbbell Nebula appears shaped like a prolate spheroid and is viewed from our perspective along the plane of its equator. In 1992, Moreno-Corral et al. computed that its rate of expansion angularly was, viewed from our distance, no more than (â³) per century. From this, an upper limit to the age of 14,600 years may be determined. In 1970, Bohuski, Smith, and Weedman found an expansion velocity of . Given its semi-minor axis radius of , this implies that the kinematic age of the nebula is 9,800 years.
Like many nearby planetary nebulae, the Dumbbell contains knots. Its central region is marked by a pattern of dark and bright cusped knots and their associated dark tails (see picture). The knots vary in appearance from symmetric objects with tails to rather irregular tail-less objects. Similarly to the Helix Nebula and the Eskimo Nebula, the heads of the knots have bright cusps which are local photoionization fronts.
The central star, a white dwarf progenitor, is estimated to have a radius which is (0.13 light seconds) which gives it a size larger than most other known white dwarfs. Its mass was estimated in 1999 by Napiwotzki to be .
The Dumbbell nebula is located in the faint constellation Vulpecula, within the Summer Triangle. It is located in the sky a few degrees north of ó Sagittae, near the star 14 Vulpeculae. It is bright enough to be seen in binoculars.
<ol type="a"> <li>Radius = distance àsin(angular size / 2) = * sin(8â².0 / 2) = ly</li> <li>Semi minor axis = distance àsin(minor axis size / 2) = àsin(5â².6 / 2) = ly</li> <li>Kinematic age = semi-minor axis / expansion rate = ly / 31 km/s = / 31 km/s = s = yr</li> <li>7.5 apparent magnitude - 5 à(log<sub>10</sub>( distance) - 1) = absolute magnitude</li> </ol>