Difference between revisions of "Star"
| Line 3: | Line 3: | ||
==The Magnitude scale of brightness== | ==The Magnitude scale of brightness== | ||
The Greeks devised a rough and ready brightness scale for stars. The brightest stars were designated 'stars of the first magnitude', less bright stars were designated 'stars of the second magnitude', etc., down to stars of the sixth magnitude, which were barely visible to the naked eye. The magnitude scale is still in use, but modern telescopes and photometers have made it very much more exact and rigorous. A star of magnitude 1.0 is now 2.51188643 times as bright as a magnitude 2.0 star, which is 2.51188643 times as bright as a magnitude 3.0 star, and so on. This number has been chosen so that a magnitude 6.0 star is exactly 100 times as bright as a magnitude 1.0 star, i.e. 2.51188643 = 10<sup>0.4</sup>. | The Greeks devised a rough and ready brightness scale for stars. The brightest stars were designated 'stars of the first magnitude', less bright stars were designated 'stars of the second magnitude', etc., down to stars of the sixth magnitude, which were barely visible to the naked eye. The magnitude scale is still in use, but modern telescopes and photometers have made it very much more exact and rigorous. A star of magnitude 1.0 is now 2.51188643 times as bright as a magnitude 2.0 star, which is 2.51188643 times as bright as a magnitude 3.0 star, and so on. This number has been chosen so that a magnitude 6.0 star is exactly 100 times as bright as a magnitude 1.0 star, i.e. 2.51188643 = 10<sup>0.4</sup>. | ||
| + | |||
| + | The brightness of a star as seen from Earth depends on two things, how luminous it really is, and how far away it is. Stars vary greatly in their luminosity and their distance from Earth. The apparent brightness of a star varies according to the [[inverse-square law]]. Consider two stars that are equal actual brightness, but one is at a distance of 100 [[light-years]] and the other is at a distance of 200 [[light-years]]. The farther star is twice as far away, but it will not appear to be half as bright, it will be only one quarter as bright. More generally, if one star is ''x'' times further away than the other it will appear to be ''x''<sup>2</sup> times less bright. | ||
==Variable stars== | ==Variable stars== | ||
Revision as of 21:37, April 24, 2007
Stars are extremely large, extremely luminous bodies of gas at great distances. They are the most obvious features found in the universe. They are principally composed of hydrogen that is undergoing nuclear fusion to become helium. Our Sun is the nearest star to Earth, at a distance averaging 93 million miles. The Earth orbits the Sun in a period of approximately 365.25 days, and this defines the year. The diameter of the Sun, which is a typical star, is about 870,000 miles and its power output is about 1026 watts. The temperature inside the Sun is estimated to be in excess on ten million degrees, and this is hot enough for nuclear reactions to occur.
The Magnitude scale of brightness
The Greeks devised a rough and ready brightness scale for stars. The brightest stars were designated 'stars of the first magnitude', less bright stars were designated 'stars of the second magnitude', etc., down to stars of the sixth magnitude, which were barely visible to the naked eye. The magnitude scale is still in use, but modern telescopes and photometers have made it very much more exact and rigorous. A star of magnitude 1.0 is now 2.51188643 times as bright as a magnitude 2.0 star, which is 2.51188643 times as bright as a magnitude 3.0 star, and so on. This number has been chosen so that a magnitude 6.0 star is exactly 100 times as bright as a magnitude 1.0 star, i.e. 2.51188643 = 100.4.
The brightness of a star as seen from Earth depends on two things, how luminous it really is, and how far away it is. Stars vary greatly in their luminosity and their distance from Earth. The apparent brightness of a star varies according to the inverse-square law. Consider two stars that are equal actual brightness, but one is at a distance of 100 light-years and the other is at a distance of 200 light-years. The farther star is twice as far away, but it will not appear to be half as bright, it will be only one quarter as bright. More generally, if one star is x times further away than the other it will appear to be x2 times less bright.
Variable stars
Some stars vary in brightness and are known as variable stars. The star Algol in the constellation of Perseus can drop from its normal magnitude of 2.3 to magnitude 3.5. This is now known to be caused by a dim companion star orbiting Algol, which occasionally passes between Algol and the Earth, blocking some of the light. Other variable stars vary in brightness due to actual variations in the luminosity of the star itself. The most famous of these is delta Cepheus.
Stars are also often used as symbols on flags, such as the American flag (50 stars) and the flag of the European Union (12 stars).