On Boundaries of Cosmos


This paper establishes asymptotic time dependences of characteristic sizes of astrophysical and cosmological objects. These dependences are obtained on the basis of uncertainty principle applied in cosmic scales in approximation of spherical symmetry in Euclidean geometry. The proposed analytical approach makes it possible to determine spatial boundaries of the uniformity of matter distribution in the Universe, and a size of cosmic sphere which contains numerous groups of interacting universes.

Share and Cite:

Lin, E. (2015) On Boundaries of Cosmos. World Journal of Mechanics, 5, 1-6. doi: 10.4236/wjm.2015.51001.

Conflicts of Interest

The authors declare no conflicts of interest.


[1] Penrose, R. (2004) The Road to Reality. A Complete Guide to the Laws of the Universe. Jonathan Cape, London.
[2] Teerikorpi, P., et al. (2008) The Evolving Universe. Springer-Science, New York.
[3] Lukash, V.N., Mikheeva, E.V. and Malinovsky, A.M. (2011) Formation of the Large-Scale Structure of the Universe. Physics-Uspekhi, 54, 983-1005.
[4] Doroshkevich, A.G., Lukash, V.N. and Mikheeva, E.V. (2012) A Solution of the Problems of Cusps and Rotation Curves in Dark Matter Halos in the Cosmological Standard Model. Physics-Uspekhi, 55, 3.
[5] El Naschie, M. (2014) Cosmic Dark Energy Density from Classical Mechanics and Seemingly Redundant Riemannian Finitely Many Tensor Components of Einstein’s General Relativity. World Journal of Mechanics, 4, 153-156.
[6] Bish, R. (2014) Mass Density Distributions in Spiral Galaxies. World Journal of Mechanics, 4, 137-152.
[7] Luo, P.A. (2014) Motion Law of Graviton in Three-Dimensional Space and Its Influence on Star Distribution of Spiral Galaxy. Journal of Modern Physics, 5, 1910-1930.
[8] Ryazantsev, Yan (2013) The Large Numbers in a Quantized Universe. Journal of Modern Physics, 4, 1647-1469.
[9] Berman, M.S. (2013) Heat Flow as Origin of Dark Energy. Journal of Modern Physics, 4, 1468-1654.
[10] Shen, Zhi-Yuan (2013) A New Version of Unified Field Theory—Stochastic Quantum Space Theory on Particle Physics and Cosmology. Journal of Modern Physics, 4, 1213-1380.
[11] Lyubarskii, Yu.E. and Syunyaev, R.A. (1991) Astronomy and Astrophysics. In: Grigor’ev, S. and Meilikhov, E.Z., Eds., Physical Quantities Handbook, Energoatomizdat, Moscow, 1223. (In Russian)
[12] Weldon Owen Ltd. (2007) Atlas of Universe. Weldon Owen Inc.
[13] Hellen, E.K. and Alava, M.J. (2002) Persistence in Cluster-Cluster Aggregation. Physical Review E, 66, 026120.
[14] Bartini, R.O. (2005) Relations between Physical Constants. Progress in Physics, 3, 34-40.
[15] Zel’manov A.L. (1962) Kosmology. In: Vvedenskii, B.A., Ed., Physical Enciclopaediacal Dictionary, Soviet Enciclopaedia, Moscow, Vol. 2, 491-501. (In Russian)

Copyright © 2023 by authors and Scientific Research Publishing Inc.

Creative Commons License

This work and the related PDF file are licensed under a Creative Commons Attribution 4.0 International License.