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Parallax in action
Notice how the thumb jumps relative to the galaxy picture depending on which side the camera was placed.

Parallax

Astronomers have used parallax since the 1800s. Even today, it is the most reliable and useful method for finding distances to nearby stars.

You have probably seen parallax before. Hold your thumb at arms length. Close one eye and look at your thumb. Now switch which eye is closed. You will notice your thumb appears to "jump" relative to the background. Your thumb appears to jump because you are looking at it from a slightly different angle. The distance between your eyes is called the "baseline," and the angle that your thumb appears to jump is called the parallax angle. The length of the baseline determines the smallest parallax angle you can resolve; longer baselines can resolve smaller angles.

A satellite in Earth orbit measures the parallax angle of a distant star

Stars are extremely far away, so we need a very large baseline to determine parallax angles. In fact, the baseline needs to be substantially larger than the radius of the Earth. Astronomers use the Earth's entire orbit to get a large enough baseline. Astronomers observe a star on one night and then again about six months later, when Earth has moved halfway around the sun. Using this technique, astronomers can find parallax angles with a baseline of 186 million miles!

Even with such a large baseline, the parallax angles of stars are very small. Proxima Centauri, the closest star, has a parallax angle of 0.772 arc seconds (each degree is divided into 60 arcminutes and each arc minute is divided into 60 arcseconds. Therefore, 1 arcsecond is 1/3600 of a degree!) The parallax angle of Proxima Centauri, 0.772 arcseconds, is about the same as the diameter of a dime seen from a distance of 2.5 kilometers (1.5 miles).

Due to atmospheric blurring, you can measure parallax angles down to about 0.01 arcseconds from the surface of the Earth. Today, the best parallax measurements are done from space, where the lack of atmospheric blurring makes smaller and smaller parallax angles visible.

Click Next to find out how to calculate distance from parallax.

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Sponsored by the National Science Foundation under Cooperative Agreement AST0122449 with
The Johns Hopkins University. Developed in collaboration with the International Virtual Observatory Alliance.

Last Modified: Wednesday, June 21, 2006 at 5:22:47 PM by Jordan Raddick
Revision 1.4