How did scientists use WMAP to determine the flatness of the universe?

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SUMMARY

The Wilkinson Microwave Anisotropy Probe (WMAP) has been instrumental in determining the flatness of the universe, revealing it to be flat to within a 2% margin of error. Scientists achieved this by analyzing the Cosmic Microwave Background (CMB) power spectrum, which provides insights into the angular size of the sound horizon from the last scattering surface. By comparing the distance scale of the sound horizon with the current separation of galaxies, researchers confirmed that the universe is extremely flat, with spatial curvature being less than one percent.

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  • Understanding of Cosmic Microwave Background (CMB) analysis
  • Familiarity with the concept of sound horizon in cosmology
  • Knowledge of geometry in relation to cosmic distances
  • Basic principles of inflationary cosmology
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  • Study the implications of the sound horizon on cosmic structure
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Hey guys, I have a question which I've been researching for a while and just can't find much on. The WMAP measures the CMB from the farthest regions of space. It has provided a map of the early universe. Scientists did some work on this and found that the universe is flat to within a 2% margin of error. My question is, HOW in the world did they figure this? What did they do, how did they do to prove the universe is near flat? What measurements did they take?

Thanks in advance.
 
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Hopefully someone can correct me if I'm wrong here...

Peaks in the CMB power spectrum correspond to angles on the sky (specifically, we need to know the angular size of the sound horizon of the last scattering surface). Angles on the sky correspond to the geometry of the universe. Using this, we can determine the geometry of the universe, and thus how flat it is.
 
Well, actually, WMAP alone doesn't tell us much of anything about how flat (or not) our universe is. It's the combination of WMAP with data in the nearby universe that does that.

The basic idea here is that from WMAP we learn how matter was distributed in the early universe. In particular, there is a particular distance where you see the largest amount of variation (this is known as the "sound horizon": the distance that sound was able to travel since the end of inflation).

Using some physics, we can then relate how that distance scale should be related to the typical separation between galaxies today. So we compare how big the distance scale from galaxies today is to the same distance scale on the CMB. Once we do a little bit of geometry, we find that our universe is extremely flat, to within less than a percent (spatially, anyway: the space-time is quite curved).
 

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