Path: utzoo!utgpu!news-server.csri.toronto.edu!cs.utexas.edu!swrinde!elroy.jpl.nasa.gov!sdd.hp.com!hplabs!hpcc05!hpcc01!brooksp From: brooksp@hpcc01.HP.COM (Peter Brooks) Newsgroups: sci.electronics Subject: Re: How to tell distance of Stars Message-ID: <4450009@hpcc01.HP.COM> Date: 1 May 91 19:11:22 GMT References: <8937@crash.cts.com> Organization: HP Corp Computing & Services Lines: 26 From my old practical astronomy course (ain't technical electives fun?): Fairly close objects can be measured by parallax. When the earth is at one point in its orbit, an object has one apparant location against Really Distant Objects (RDO). At the other edge of the orbit (ca. 6 months later), the object in question will have moved with respect to the RDO. A shift of one arc-second corresponds to about 3 light years, and this unit is called a parsec. To estimate the distances to the RDO, you have two ways that I can think of. The first is luminosity/intensity. If it's a certain class of star or galaxy, you know how birght it should be from observing closer ones. Thne you compare the intensity, apply the inverse square rule, apply some kentucky windage and make your guess. (Astronomers claimed that their estimates were "probably" within a factor of two of being correct. They didn't talk about quasars in the same breath...) The second approach is to use the redshift of the RDO. This is based on the theory that more distant objects are moving faster from us. We now bring you back to your regular notes strings. Pete Brooks