Abstract
The role of the deterministic mechanism of irreversibility (DMI) in the organisation of matter is studied. The nature of DMI is explained. The connection of the DMI with the nature of entropy, chaos and the breaking of the space-time symmetry is discussed. How the evolution of the system can be described in the dual phase space is shown. The fact that the open nonequilibrium dynamic system is a basic element of matter is shown. The nature of supersymmetry and the principle of uncertainty, which can be entered into classical mechanics, were analysed. How expansion of classical mechanics, which follows from the accounting of structure of a body in its dynamics, leads to solutions of the existing problems of physics and to creation of the uniform theory is discussed.
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References
P.W. Anderson, More is different. Science, New Series 177(4047) (1972)
G.W. Hooft, Light is heavy. arXiv:1508.06478v1 [physics.hist-ph] 26 Aug 2015
G.W’t. Hooft, Free will in the theory of everything. arXiv:1709.02874v1[quant-ph]8
H.G. Callaway, Fundamental physics, partial models and time’s arrow (2016). https://www.researchgate.net/publication/296327588
I. Prigogine, From Being to Becoming. (Nauka, Moscow, 1980)
G.M. Zaslavsky, Stochasticity of Dynamical Systems. (Nauka, Moscow, 1984)
V.M. Somsikov, Irreversibility and physics of evolution, in Chaotic Modeling and Simulation (CMSIM), vol. 1 (2018)
V.M. Somsikov, Deterministic mechanism of irreversibility. JAP 14(3) (2018)
V.M. Somsikov, To the basics of the physics of evolution. (Science, Almaty, 2016)
V.M. Somsikov, Problems of evolution of open systems. PEOS 9(2) (2007)
C. Lanczos, The Variational Principles of Mechanics. (Peace, Moscow, 1962)
H. Goldstein, Classical mechanics. (Science, Moscow, 1975)
V. Somsikov, Deterministic irreversibility and the matter structure. JAP, 16(1) (2019)
A.Y. Loskutov, A.S. Mikhailov, Introduction to synergetics. (Science, Moscow, 1990)
L.D. Landau, E.M. Lifshitz, Statistical Physics. (Nauka, Moscow, 1976)
L.D. Landau, To the theory of phase transitions. I. ЖÐTФ 7, 19 (1937)
J. Bernstein, A question of mass. AJP 79(1) (2011)
F. Wilczek, The origin of mass. Modern Phys. Let. A 21(9) (2006)
V.M. Somsikov, Non-linearity of dynamics of the non-equilibrium systems. World J. Mech. 2(7) (2017)
B.V. Chirikov, Resonance processes in magnetic traps. Atom. Energy 6(6) (1959)
V.M. Somsikov, A.B. Andreev, A.I. Mokhnatkin, V.I. Kapytin. Dual phase space of a nonequilibrium system. PEOS 20(1) (2018)
V.M. Somsikov, The dynamical entropy. Int. J. Sci. 4(36) (2015)
P.S. Baranov, Photon structure (2006). x4u.lebedev.ru/personalia/baranov/Baranov_Structura_fotona.html
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Somsikov, V.M. (2020). Deterministic Irreversibility Mechanism and Basic Element of Matter. In: Skiadas, C., Dimotikalis, Y. (eds) 12th Chaotic Modeling and Simulation International Conference. CHAOS 2019. Springer Proceedings in Complexity. Springer, Cham. https://doi.org/10.1007/978-3-030-39515-5_20
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