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I know how a parsec is defined, and it is about 4 ly (don't recall the exact number..I'll check Wiki later).
If it is so similar to a lightyear, why do we need this unit? Is it used in calculations for distant objects? A lightyear as a unit means more to me then a parsec does, as I think it is an easier definition to comprehend Any thoughts or insight? Pete
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PJE There's so much I don't know about astrophysics. I wish I had read that book by that wheelchair guy. |
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3.2 (ish) light years. It's based on some archaic measurement of Parallax, or something (not that the measurement isn't still valid, it's just not needed...).
I don't see the parsec as needed, personally. But it is interesting, if only because of that archaic parallax info. More trivia than needed, to me at least. |
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Professional astronomers have some good reasons for using parsecs. I listed a few in this little document written more than ten years ago.
http://stupendous.rit.edu/richmond/answers/parsecs.txt It's likely that the answers will be just as good ten years from now. If _you_ don't want to use them, fine. No one is forcing you to do so. If you want to read the technical literature, though, you'll have to understand them. |
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It's pretty much like saying to people who has been using the metrical system (centimeters, meters, kilometers, gigameters, terameters, etc) to use the imperial system (inch, foot, yard). They have been using parsecs for a while, as well as AU and LY. Why change it now?
Just my 0.02. |
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I would agree that the word parsec is a cool sounding unit, even if a particular sci-fi movie didn't quite understand the difference between time and distance ![]() Pete
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PJE There's so much I don't know about astrophysics. I wish I had read that book by that wheelchair guy. |
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Astronomers like to use units which are tied to observables as directly as possible. So, for instance, when astronomers talk to each other about cosmologically distant objects, they don't use distances at all, they use redshifts. They do this because the distance is derived from a cosmological model, so it depends on assumptions in the model. But the redshift is measured. So a cosmological object may have any number of model dependent distances associated with it, but only one measured redshift.
But in the case of nearby objects, we can measure the parallax, and derive the distance from geometry, the mathematics of which is not model dependent in the way of other, physical models. Distances in parsecs refer directly to the measured parallax, so the parsec is a measurement based unit, not a model based unit. So it makes more sense to use the parsec than it does to use an SI or metric unit system.
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Don't try this at home - We're what you call "professionals" - MythBusters. |
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All measurement systems are arbitrary, metric included. Makes no difference to the actual distances being measured.
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"If this were play'd upon a stage now, I could condemn it as an improbable fiction." Shakespeare, Twelfth Night Illuminati's Razor-The most complicatedly evil answer is usually the most correct answer. - Fazor "Every book is a children's book if the kid can read." - Mitch Hedberg "Distance doesn’t matter much in space, where if you just start a thing off with the right kind of shove, sooner or later it will get where you want it to go." -Frederik Pohl, Mining the Oort |
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if you get rid of the parsec, then how do you know who got thru the Kessel run the fastest?
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"blacker than the blackest black... times infinity."- Nathan Explosion The.. Best.. Thread..Ever... |
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Is is comparable to using radians rather than degrees for Calculus?
Radians are a ratio, so have no unit at all. Is it the same for a parsec? This has no bearing on my life whatsoever, I'm just curious! Pete
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PJE There's so much I don't know about astrophysics. I wish I had read that book by that wheelchair guy. |
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Curt Renz - "Centaur" For monthly astronomical calendar visit: www.CurtRenz.com/astronomical.html |
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Has this approach been effective for you in other spheres of activity? |
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The parsec is related to parallax measure and that is how we measure the distances to the nearest stars. I will also point out that the distance to the Moon used to be given, not in km or AU but as a parallax (based on the Earth's equatorial radius), again because that is what could be measured and is also most relevant to observing the Moon against the background of stars. (The Moon's parallax is about a degree and thus quite noticeable.) Another reason for the survival of the parsec is that all absolute magnitudes for stars, clusters, galaxies, etc. are defined using the distance of 10 parsecs as the reference distance. Finally, one quick question: how many AUs in a light-year? Umm, umm, no number comes readily to mind. Now AUs in a parsec is another matter because of the definition: there are 648,000/pi or approximately 206,264.8 AUs in a parsec. Something to think about. Edited to add: The number of AUs in a parsec had a typo. It is now correct.
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Microsoft is over if you want it. The bar has been lowered for the promotion of ATM ideas; the bar for the acceptance of ATM ideas must remain high. Last edited by Celestial Mechanic : 29-February-2008 at 04:01 AM. |
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"blacker than the blackest black... times infinity."- Nathan Explosion The.. Best.. Thread..Ever... |
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I am reminded of the science class in which the students were asked to invent the most bizarre, convoluted, counterintuitive system of units they could think of. The unit for electric charge they came up with was the charge on one hogshead of electrons. (How densely do electrons pack if you put them in a barrel, anyway?)
When I first heard the term "parsec" as a unit of astronomical distance, I thought it was named for the French astronomer Jean Parsec. No, really!
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The truth, as always, is more complicated than that. |