Authors: Chris Laforet
The black hole Schwarzschild solution is examined in the context of a cosmological model where the Universe is a 3D shell surrounded by a vacuum of time. The anisotropy of the metric is discussed and it is shown by analyzing light signals on a Kruskal-Szekeres coordinate chart that since the anisotropy lies along the time dimension, we will still observe isotropic space in the internal metric. It is shown that the model predicts an accelerated expansion that agrees with current observations of the expansion history of our Universe, namely that the initial expansion is infinitely fast, and then the expansion slows for some time followed by an accelerated expansion. Using measured data for the Hubble constant and transition redshift, the limits for the coordinate age of the Universe and total lifetime of the Universe are calculated. Using these values, distance modulus (calculated from the model) is plotted against redshift and compared to cosmological data. The angular portion of the metric is interpreted, and it is discussed in terms of the celestial spheres of the CMB and Big Bang. In particular, it is shown that the internal Schwarzschild metric is able to describe the spherical nature of the Big Bang (the Big Bang must be a sphere behind the CMB since it occurred in the finite past and is fully contracted in the spatial dimension).
Comments: 15 Pages.
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[v1] 2017-07-28 09:16:38
[v2] 2017-07-29 11:26:03
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[v5] 2018-03-01 12:44:44
[v6] 2018-05-28 07:51:36
[v7] 2018-11-04 19:07:52
[v8] 2018-12-27 11:47:11
[v9] 2019-03-09 18:10:12
[vA] 2019-06-02 15:34:07
[vB] 2019-06-03 06:51:38
[vC] 2019-08-31 17:57:48
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