Not homogeneous or anisotropic?

In summary, the conversation discusses the implications of a familiar picture of the universe and whether it indicates homogeneity or anisotropy at the time of photon-decoupling. It is determined that the universe is statistically homogeneous and isotropic on a small scale, but there are still fluctuations due to different densities in matter. It is also noted that spatial dispersion is related to inhomogeneity and angular dispersion is related to anisotropy. However, it is impossible to experimentally prove the cause of CMB inhomogeneity due to the limitations of traveling in space.
  • #1
Niles
1,866
0
Hi guys

Please take a look at this familiar picture: http://www.astr.ua.edu/keel/galaxies/wmap_map.jpg

Does this imply that the universe was not perfectly homogeneous or that it was anisotropic at the time of photon-decoupling?

Since the CMB-fluctuations are because of the different dark-matter densities, I would say that it is because of lack of homogenity. Am I corret?
 
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  • #2
Strictly speaking, it is neither homogeneous nor isotropic.
The Universe is (more or less) statistically homogeneous and statistically isotropic averaged over all small scale fluctuations of density, temperature, velocity and grav.potential.
Those fluctuations are actually small - only about 1 part in 100,000 (they are enhanced for the picture).
 
  • #3
But if to be very correct, the fluctuation are because of different densities in matter, so it must be lack of homogeneity?
 
  • #4
It's a matter or your personal preference.
Spatial dispersion is usually being related to inhomogeneity,
angular dispersion - to anisotropy. Thus people usually prefer to say that anisotropy of CMB is caused by inhomogeneity of matter. You can say, as well, that inhomogeneity of CMB is caused by anisotropy of matter. Unfortunately, we cannot experimentally prove the second case, since we cannot travel in space far enough to measure CMB inhomogeneity.
Mathematically:
Inhomogeneous=>anisotropic, isotropic in every point => homogeneous.
 
  • #5
Excellent, thanks!
 

What does it mean for something to be "not homogeneous or anisotropic"?

When something is not homogeneous, it means that it does not have a uniform or consistent composition or structure. Anisotropic refers to something that has different physical properties in different directions. Therefore, something that is not homogeneous or anisotropic does not have a uniform composition and its physical properties vary in different directions.

What are some examples of materials that are not homogeneous or anisotropic?

Some examples of materials that are not homogeneous or anisotropic include wood, crystals, and some types of plastics. Wood has a grain that varies in different directions, crystals have different properties along different crystallographic axes, and some types of plastics have varying properties in different directions due to their molecular structure.

How is the homogeneity of a material determined?

The homogeneity of a material can be determined through various techniques such as microscopy, spectroscopy, and mechanical testing. These techniques allow for the observation of the material's structure, composition, and physical properties in different directions, which can reveal any variations or inconsistencies.

Why is it important to understand the homogeneity and anisotropy of materials?

Understanding the homogeneity and anisotropy of materials is important in various scientific and engineering fields. It can affect the performance and reliability of materials in different applications, such as in construction, electronics, and medicine. Additionally, it can also aid in the development of new materials with desired properties.

Can a material be both homogeneous and anisotropic?

No, a material cannot be both homogeneous and anisotropic. A material that is homogeneous has a uniform composition and structure, meaning that it has the same physical properties in all directions. Anisotropic materials, on the other hand, have varying physical properties in different directions, which means they are not uniform. Therefore, a material cannot be both homogeneous and anisotropic at the same time.

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