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The observable universe is a term used in physical cosmology to describe the maximum possible spatial extent of the Universe, as calculated from the space-time radius of curvature, and other astrophysical standards such as quasar distributions.NASA ADS Journal Article on Observable Universe Peer-reviewed Journal Article on Observable Universe
Both popular and professional research articles in cosmology often use the term "universe" when they really mean "observable universe". The reason for this is that unobservable physical phenomena are scientifically irrelevant; that is, they cannot affect any events that we can perceive, and therefore causally do not exist. They also cannot be measured, and therefore hypotheses about parts of the universe that are not observable may be ignored.
There is some disagreement as to exactly how large the observable universe in proper distance is: a study of the cosmic microwave background radiation by WMAP in May 2004 states the universe is at least 78 billion light years in radiusWhitehouse, Dr David (May, 2004). BBC News. Astronomers size up the Universe. Retrieved January 8, 2006., yet the March 2005 issue of Scientific American cites a figure of 46 billion light years in every direction. The ambiguity in size is dependent on the detailed models of the Hubble Law, especially the nonlinear nature of dark energy component of the universe which is causing the expansion of the universe to accelerate.
In practice, we can only observe objects as far as the surface of last scattering 300,000 years after the big bang when the universe had cooled sufficiently to permit electrons to bind to atomic nuclei, which brought a halt to the Compton scattering of ambient photons, meaning that the photons can survive long enough to reach Earth. However, it may be possible to infer information from before this time through the detection of gravitational waves.
Two back-of-envelope calculations give the number of atoms in the observable universe to be between 1.7×1077(1) and 4×1079 (2).
1) The horizon size of our universe is about 14 billion light years. If we neglect space curvature effects, the volume of visible space represents 4/3 pi R3 = 8.8 × 1083 cubic centimeters. The critical density of the universe for this value of the Hubble constant is 3 H2/8 pi G, which works out to be 1×10−29 grams/cubic centimeter or about 5×10−6 atoms of hydrogen/cc. It is believed that only 4 percent of the critical density is in the form of normal atoms, so this leaves 5×10−6 × 4×10−2 = 2×10−7 hydrogen atoms/cc. Multiplying this by the volume of the visible universe, you get about 1.7 × 1077 hydrogen atoms *.
2) A typical star weighs about 2×1033 grams, which is about 1×1057 atoms of hydrogen per star. A typical galaxy has about 400 billion stars so that means each galaxy has 1×1057 × 4×1011 = 4×1068 hydrogen atoms. There are possibly 80 billion galaxies in the Universe, so that means that there are about 4×1068 × 8×1010 = 3×1079 hydrogen atoms in the Universe. But this is definitely a lower limit calculation, and ignores many possible atom sources *.
This article is licensed under the GNU Free Documentation License.
It uses material from the
"Observable universe".
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