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Does Space Expand? |
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| Mar27-12, 05:16 PM | #171 |
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Does Space Expand? |
| Mar28-12, 11:56 AM | #172 |
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Some context might help:
OP: If the OP is curious what the sky would have looked like back then, he can put 2975 into the box at the bottom right of this applet: http://webphysics.davidson.edu/alumn...ava/bb_mjl.htm The colour is the circle marked "composite" in the left panel. |
| Mar28-12, 04:13 PM | #173 |
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| Mar28-12, 05:17 PM | #174 |
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Once the plasma combined into neutral hydrogen, there was the period called the "dark ages" because there were no stars at all. Then the first Pop III stars formed perhaps after around 100 million years. They were probably very large and short lived and put a lot of "metals" (elements beyond helium) into the mix when they ended as supernovae. As the proportion of heavy elements increased, stars could be smaller and new star production peaked then fell. All that time the universe was expanding so the density was falling too. Overall, there would have been a peak in stellar brightness when the universe was perhaps 1 to 3 billion years old. The rate of new star production now is conventionally thought to be perhaps one tenth of the peak but that is a point of current debate. |
| Mar28-12, 05:24 PM | #175 |
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Hmmm. I have a few ideas/questions but I'll save that for another thread.
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| Mar28-12, 10:47 PM | #176 |
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The idea of expanding space seems to me to be precicely as strange as in-falling space in the vacinity of black holes. One is simply the reverse of the other!
Since the big bang appears to be a singularity that for some reason became disrupted and exploded outwards, it would follow that space would expand in a collapsing or diminishing gravitational field. The further out the space is, the faster it expands - Just as with a black hole the further in the faster it shrinks. This seems to me to be a better explanation than dark energy for the accelerating expansion - not least because we don't have to look for anything new! And yes it can go faster than light because the speed of space itself is not limited in GR. |
| Mar29-12, 08:55 AM | #177 |
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Equation of State: [tex]P(r) = -\rho(r) c^2[/tex] Inflationary metric: [tex]ds^2 = - (1 - \Lambda r^2) c^2 dt^2 + \frac{1}{1 - \Lambda r^2} dr^2 + r^2 d\Omega^2[/tex] If space is still expanding, then would this metric also still be applicable in the Universe at present time? Reference: Cosmic inflation - space expands - Wikipedia |
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