BRIGHT STARS AND THE STARS CLOSEST TO EARTH

LUMINOSITY

Luminosity is the total brightness of a star or galaxy.

ABSOLUTE AND APPARENT MAGNITUDE
Star Spectral Type Absolute Magnitude Apparent Magnitude Distance from Earth
(light-years)
The Sun   +4.8 -26.72 .
Sirius (in Canis Major) A1 V +1.4 -1.46 8.6
Canopus (in Carina) F0 II -2.5 -0.72 74
Rigel Kentaurus (Alpha Centauri) (in Centaurus) G2 V +4.4 -0.27 4.3
Arcturus (in Boötes) K1.5 III +0.2 -0.04 34
Vega (in Lyra) A0 V +0.6 0.03 25
Capella (in Auriga) G5 III +0.4 +0.08 41
Rigel (in Orion) B8 Ia -8.1 +0.12 900
Procyon (in Canis Minor) F5 IV-V 2.8 +0.38 11
Archenar (in Eridanus) B3 V -1.3 +0.46 75
Betelgeuse (in Orion) M1 Ia -7.2 +0.50 1,500
Hadar (in Centaurus) B1 III -4.3 +0.61 300
Altair (in Aquila) A7 V +2.3 +0.77 17
Acrux (in Crux) B4 IV -3.8 +0.79 270
Aldebaran (in Taurus) K5 III -0.2 +0.85 65
Antares (in Scorpius) M1.5Iab-Ib+B4Ve -4.5 +0.96 400
Deneb (in Cygnus) A2 Ia -7.2 +1.25 1,500
Proxima Centauri (in Centaurus) M5e +15.5 +11.05 (var.) 4.3


Apparent magnitude is a measure of the brightness of a celestial object as seen from Earth. The lower the number, the brighter the object. Negative numbers indicate extreme brightness. The full moon has an apparent magnitude of -12.6; the sun's is -26.8. We can see objects up to 6th magnitude without a telescope. Apparent magnitude is abbreviated m. This system of rating the brightness of celestial objects was developed by the Greek astronomer Hipparchus in 120 B.C.

Absolute magnitude is a measure of the inherent brightness of a celestial object. This scale is defined as the apparent magnitude a star would have if it were seen from a distance of 32.6 light-years (10 parsecs). The lower the number, the brighter the object. Negative numbers indicate extreme brightness.

Information on this page was obtained from the following website:
http://www.enchantedlearning.com/subjects/astronomy/stars/bright.shtml