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Ok, right now the data we have tells us that the universe is expanding. We
can tell due to the redshift. But I was wondering since the light from these distant objects is many billions of years old, wouldn't this be telling us about the expansion x number of years ago? |
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Dear Fitzdraco:
"Fitzdraco" wrote in message ... Ok, right now the data we have tells us that the universe is expanding. We can tell due to the redshift. But I was wondering since the light from these distant objects is many billions of years old, wouldn't this be telling us about the expansion x number of years ago? It tells us that the expansion is greatest for the most distant objects, yes. But redshift occurs in decreasing amounts up until you get into our supercluster. There is no evidence that anything has slowed the expansion. So far, it has been determined that expansion is accelerating. David A. Smith |
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"Fitzdraco" wrote in message ...
Ok, right now the data we have tells us that the universe is expanding. We can tell due to the redshift. But I was wondering since the light from these distant objects is many billions of years old, wouldn't this be telling us about the expansion x number of years ago? Its much more that the expansion x number of years ago. Edwin Hubble discovered that the universe was expanding in the lat 1920's. Astronomers spend another 80 years pinning down the constant of expansion. Current data indicates that not only is the universe expanding, but it is accelerating. The light from a distant galaxy has to travel vast distances to reach a telescope on earth. The star/quasar/galaxy that emitted that light emits a characteristic signature (its spetrum). Now over the vast distance from there to our telescopes here, the light may encounter various clouds of gas and dust that imprint their own spectral features on the light that arrives at our telescopes. By analysing the light, astronomers see not only the characteristics of the star/quasar/galaxy that emitted the light, but also those of all the interveining clouds of gas. Careful analysis using powerful spectrographs can separate the features and allow each object to be studied directly. This tells up of A) distance to the object, B) composition of the boject, C) distance to gas glouds, D composition of the gas clouds. A) and B) tell us of what the universe was "like" way back when the light was emitted. C) and D) tell us of what the universe was like when the light passed through the gas. By looking at vast numbers of light emitters and carefully piecing together a consistent story, the history of the universe unfolds. Mitch |
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![]() "Mitch Alsup" wrote in message om... "Fitzdraco" wrote in message ... Ok, right now the data we have tells us that the universe is expanding. We can tell due to the redshift. But I was wondering since the light from these distant objects is many billions of years old, wouldn't this be telling us about the expansion x number of years ago? Its much more that the expansion x number of years ago. Edwin Hubble discovered that the universe was expanding in the lat 1920's. Astronomers spend another 80 years pinning down the constant of expansion. Current data indicates that not only is the universe expanding, but it is accelerating. Right, the super nova study seems to confirm that. SNIP Excelent explanation but it wasn't quite what I was asking. This tells up of A) distance to the object, B) composition of the boject, C) distance to gas glouds, D composition of the gas clouds. A) and B) tell us of what the universe was "like" way back when the light was emitted. C) and D) tell us of what the universe was like when the light passed through the gas. I never considered about the expansion rate at the gas cloud. I read a lot of laymans books and that has never been mentioned. I guess I need to move up to higher learning. By looking at vast numbers of light emitters and carefully piecing together a consistent story, the history of the universe unfolds. Mitch Ok a better way to ask the question would be this. If in say the recent history of the univers, say last million years the expansion slowed considerably. Would we have to wait 10 billion years or so to regester that change or would we see it now? I just had a new thought. If the expansion changed the light would in a sense relax( I know your not supposed to use human feelings for inanimate objects but I'm tired and that's the best I can think of) and be redshifted less. |
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In article ,
"Fitzdraco" writes: Ok, right now the data we have tells us that the universe is expanding. We can tell due to the redshift. But I was wondering since the light from these distant objects is many billions of years old, wouldn't this be telling us about the expansion x number of years ago? Yes. The redshift of a distant object tells us about the expansion along the entire path that the light has taken to reach us. -- Steve Willner Phone 617-495-7123 Cambridge, MA 02138 USA (Please email your reply if you want to be sure I see it; include a valid Reply-To address to receive an acknowledgement. Commercial email may be sent to your ISP.) |
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In article ,
"Fitzdraco" writes: If in say the recent history of the univers, say last million years the expansion slowed considerably. Would we have to wait 10 billion years or so to regester that change or would we see it now? Someone in another newsgroup just posted a simpler way to look at this question. Cosmologists define a "scale length," which can be thought of as the distance between two points that participate in the expansion but are not affected by any local forces. In the simplest cosmology (not consistent with observations but easy to think about), the scale length increases linearly with time. For any object and any observer, the observed redshift is the ratio of the scale lengths when the light was observed and when it was emitted. What the expansion rate did in between -- sped up, slowed down, went backwards :-) -- doesn't matter. All you need to know to calculate redshift is the ratio of scale lengths. -- Steve Willner Phone 617-495-7123 Cambridge, MA 02138 USA (Please email your reply if you want to be sure I see it; include a valid Reply-To address to receive an acknowledgement. Commercial email may be sent to your ISP.) |
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Steve Willner wrote
In article , "Fitzdraco" writes: If in say the recent history of the univers, say last million years the expansion slowed considerably. Would we have to wait 10 billion years or so to regester that change or would we see it now? Someone in another newsgroup just posted a simpler way to look at this question. Cosmologists define a "scale length," which can be thought of as the distance between two points that participate in the expansion but are not affected by any local forces. In the simplest cosmology (not consistent with observations but easy to think about), the scale length increases linearly with time. For any object and any observer, the observed redshift is the ratio of the scale lengths when the light was observed and when it was emitted. What the expansion rate did in between -- sped up, slowed down, went backwards :-) -- doesn't matter. All you need to know to calculate redshift is the ratio of scale lengths. Forgive me if this is a stupid question, but how do you find the scale length when the light was emitted? Denis -- DT Replace nospam with the antithesis of hills |
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SWFor any object and any observer, the observed redshift is the ratio
SWof the scale lengths when the light was observed and when it was SWemitted. In article , DT writes: Forgive me if this is a stupid question, but how do you find the scale length when the light was emitted? If you want to compare a model to observations, your model has to predict the scale factor as a function of time (and location, if your model is inhomogeneous). In practice, the redshift (and hence the scale factor) is the easily-measured quantity, so model predictions are usually given in the form of age and distances (yes, plural) as a function of redshift (or scale factor) rather than the other way around. To see how this works, play around a bit with Ned Wright's cosmology calculator: http://www.astro.ucla.edu/~wright/CosmoCalc.html For example, in the now-standard FRW, Omega_matter=0.27, H_0=71 flat cosmology, redshift 1 corresponds to a luminosity distance of 6.6 Gpc. In a similar cosmology with cosmological constant = 0, the distance would be 5.8 Gpc. This is how supernovae suggest a non-zero cosmological constant: their brightnesses are consistent with the larger distance, not the smaller one. -- Steve Willner Phone 617-495-7123 Cambridge, MA 02138 USA (Please email your reply if you want to be sure I see it; include a valid Reply-To address to receive an acknowledgement. Commercial email may be sent to your ISP.) |
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Steve Willner wrote
If you want to compare a model to observations, your model has to predict the scale factor as a function of time (and location, if your model is inhomogeneous). In practice, the redshift (and hence the scale factor) is the easily-measured quantity, so model predictions are usually given in the form of age and distances (yes, plural) as a function of redshift (or scale factor) rather than the other way around. To see how this works, play around a bit with Ned Wright's cosmology calculator: http://www.astro.ucla.edu/~wright/CosmoCalc.html For example, in the now-standard FRW, Omega_matter=0.27, H_0=71 flat cosmology, redshift 1 corresponds to a luminosity distance of 6.6 Gpc. In a similar cosmology with cosmological constant = 0, the distance would be 5.8 Gpc. This is how supernovae suggest a non-zero cosmological constant: their brightnesses are consistent with the larger distance, not the smaller one. Thanks, I'll take a look. Denis -- DT Replace nospam with the antithesis of hills |
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