[1]
Boris V. Alexeev, Department of Physics, Moscow Lomonosov University of Fine Chemical Technologies, Moscow, Russia.
It is shown that cross sections of antiparticles are significantly less than cross sections of particles at the same quantum conditions. It means that anti-matter atoms (because of their small cross-sections) are placed now on the periphery of Universe after the Big Bang. We should observe now the effects of the matter – antimatter annihilations on the periphery of our Universe. Therefore the explanation of the apparent baryon asymmetry is that there are regions of the Universe in which ordinary matter is dominant, and other regions of the Universe in which antimatter is dominant.
Foundations of the Theory of Transport Processes, Unified Theory of Transport Processes, Basements of Non-Local Physics, Antimatter after Big Bang
[1]
B.V. Alexeev, Generalized Boltzmann Physical Kinetics. Elsevier (2004)
[2]
L. Boltzmann, “Weitere Studien über das Wärmegleichgewicht unter Gasmolekulen”, Sitz.Ber.Kaiserl. Akad. Wiss. 66(2) (1872) 275.
[3]
L. Boltzmann “Vorlesungen über Gastheorie”, Leipzig: Verlag von Johann Barth, (1912).
[4]
S. Chapman, T.G. Cowling, “The Mathematical Theory of Non-uniform Gases”, Cambridge: At the University Press, (1952).
[5]
I. O. Hirschfelder, Ch. F. Curtiss, R.B. Bird, “Molecular Theory of Gases and Liquids”, John Wiley and sons, inc. New York. Chapman and Hall, lim., London, (1954).
[6]
B.V. Alekseev “Matematicheskaya Kinetika Reagiruyushchikh Gazov” (Mathematical Theory of Reacting Gases), Moscow, Nauka (1982)
[7]
B.V. Alexeev “The Generalized Boltzmann Equation, Generalized Hydrodynamic Equations and their Applications”, Phil. Trans. Roy. Soc. Lond. 349 (1994) 417.
[8]
B.V. Alexeev., The Generalized Boltzmann Equation. Physica A. 216 (1995) 459.
[9]
B.V. Alekseev, “Physical principles of the generalized Boltzmann kinetic theory of gases” Physics-Uspekhi 43 (6) (2000) 601.
[10]
B.V. Alekseev. Physics-Uspekhi “Physical Fundamentals of the Generalized Boltzmann Kinetic Theory of Ionized Gases” 46 (2) (2003) 139.
[11]
Yu. L. Klimontovich., “About Necessity and Possibility of Unified Description of Hydrodynamic Processes”. Theoretical and Math. Physics, 92 (2) (1992) 312.
[12]
J.S. Bell, “On the Einstein Podolsky Rosen paradox”, Physics, v. 1 (1964) 195.
[13]
B.V. Alexeev, “Generalized Quantum Hydrodynamics and Principles of Non-Local Physics”, Journal of Nanoelectronics and Optoelectronics, Vol.3, 143- 158, (2008).
[14]
B.V. Alexeev, “Application of Generalized Quantum Hydrodynamics in the Theory of Quantum Soliton Evolution”, J. Nanoelectron. Optoelectron. 3, 316 - 328 (2008).
[15]
B.V. Alexeev, “To the Non-Local Theory of Charge – Spin Interaction in Waves and Particles”, Vestnik MITHT (Вестник МИТХТ) 2014, т. 9, № 2, 53 -79.
[16]
Floer A., Weinstein A., Nonspreading Wave Packets for the Cubic Schrodinger Equation with a Bounded Potential, Journal of Functional Analysis, 69, 397408 (1986) DOI: 10.1016/0022-1236(86)90096-0
[17]
A. I. Egorov, S. I. Stepanov, “Long-lived Plasmoids- the Ball lightning analogies originating in the moist air”, Journal of Technical Physics, Vol.72, No. 12, p. 104, 2002 (In Russian).
[18]
A. G. Oreshko, “Ball Lightning Generation Research”, International Journal Unconventional Electromagnetics and Plasmas (UEP), Vol.3, No.1-2, p. 77, 2011.
[19]
B. V. Alexeev, “Some Mysterious Catastrophes of the Last Hundred Years from the Point of View of Non-Local Physics”, Vestnik MITHT, Vol. 9, No. 2, p. 46 – 52, 2014.
[20]
Б.В. Алексеев, Нелокальная физика. Нерелятивистская теория. (Non-local Physics. Non-relativistic Theory, in Russian), Saarbrücken: Lambert, 2011. 499 p.
[21]
A.E. Charman and the ALPHA Collaboration, “Description and first application of a new technique to measure the gravitational mass of antihydrogen”, Nature Communications, 4, Article number: 1785, Published 30 April 2013, doi:10.1038/ncomms2787
[22]
Amoretti, M. et al., Production and detection of cold antihydrogen atoms. Nature, 419, 456 (2002).
[23]
Andresen, G.B. et al., Trapped Antihydrogen, Nature, 468, 673 (2010).
[24]
Andresen, G. B. et al. Confinement of antihydrogen for 1,000 seconds. Nature Physics 7, 558 (2011).
[25]
Amole, C. et al., Resonant quantum transitions in trapped antihydrogen atoms, Nature 483, 439 (2012).
[26]
Amole, C. et al., Description and first application of a new technique to measure the gravitational mass of antihydrogen, Nature Communications DOI: 10.1038/ncomms2787 (2013) 6. Amole, C. et al., An experimental limit on the charge of antihydrogen, Nature Communications, doi:10.1038/ncomms4955 (2014)
[27]
Amole, C. et al., An experimental limit on the charge of antihydrogen, Nature Communications, doi:10.1038/ncomms4955 (2014).
