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Title of the article DEVELOPMENT OF THE CONCEPT OF ENTROPY: FROM THERMODYNAMICS TO COSMOLOGY. PART 2. HYPOTHESIS OF ENTROPY IN COSMOLOGY AND ITS DEVELOPMENT
Authors

SOSNOVSKIY Leonid A., D. Sc. in Eng., Prof., Professor of the Department “Locomotives”, Belarusian State University of Transport, Gomel, Republic of Belarus, This email address is being protected from spambots. You need JavaScript enabled to view it.">This email address is being protected from spambots. You need JavaScript enabled to view it.

SHERBAKOV Sergei S., D. Sc. in Phys. and Math., Prof., Professor of the Department of Theoretical and Applied Mechanics, Belarusian State University, Minsk, Republic of Belarus, This email address is being protected from spambots. You need JavaScript enabled to view it.">This email address is being protected from spambots. You need JavaScript enabled to view it.

In the section TRIBO-FATIGUE SYSTEMS MECHANICS
Year 2021
Issue 1
Pages 80–88
Type of article RAR
Index UDK 536
DOI https://doi.org/10.46864/1995-0470-2020-1-54-80-88
Abstract In the work [7], the classical concepts of thermodynamic entropy are systematized and modern approaches to assessing the tribo-fatigue and mechanothermodynamic entropy of non-additive systems are outlined. In this article, the concept of the analogy of thermodynamics and mechanics of black holes is presented and analyzed, which made it possible to estimate their (thermodynamic) entropy. The insufficiency of this concept is that thermodynamic entropy is a characteristic of energy dissipation, whereas black holes are characterized by the absorption of energy and matter. In this regard, it is proposed to consider the event horizon as a hermodynamic medium, and a black hole as a tribo-fatigue object. And then the “black hole — event horizon” system is presented as a combined mechanothermodynamic non-additive multisystem. Methods for estimating the total (mechanothermodynamic) entropy and its components — tribo-fatigue and thermodynamic entropy in black hole mechanics are presented. With regard to individual (specific) zones and objects of the universe, the well-known theory of Zeldovich is accordingly modified: the universe is a thermodynamic medium with discretely distributed (scattered) dense and/or solid bodies (objects) — stars, galaxies, etc. Behavior of such a system (direct and back effects in the universe) are described. The peculiarity of the action of the medium on the stars and, conversely, the action of the cluster of stars on the interaction between them consists in the fact that it is non-Newtonian: action is not equal to reaction. It is the inequality of action against counteraction, which has radically different mechanisms and consequences (results), or, in other words, the imbalance of the universe that determine its general motion in space–time. The changing set of all states is the evolution of the universe. The analysis of possible strategies for the evolution of mechanothermodynamic systems is carried out on the basis of the fundamental principle: the damageability of everything that exists has no conceivable boundaries. This principle is formulated in mechanothermodynamics and used in philosophy to create a generalized theory of the evolution of the material world.
Keywords black hole; event horizon; thermodynamics; mechanics of black holes; thermodynamic, tribofatigue, mechanothermodynamic entropy; Bekenstein–Hawking concept; Planck length, area, volume; additive, non-additive system; Zeldovich theory; system evolution by damage; L-risk; Sρ-safety; universe
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Bibliography
  1. Bekenstein J.D. Black holes and entropy. Physical review, 1973, vol. 7, iss. 8, pp. 2333–2346.
  2. Bekenstein J.D. Black holes and information theory. Contemporary physics, 2004, vol. 45, iss. 1, pp. 31–43.
  3. Hawking S.W. Particle creation by black holes. Communications and mathematical physics, 1975, vol. 43, pp. 199–220.
  4. Bardeen J.M., Carter B., Hawking S.W. The four laws of black hole mechanics. Communications and mathematical physics, 1973, vol. 31, pp. 161–170.
  5. Kondepudi D., Prigogine I. Modern thermodynamics (from heat engines to dissipative structures). John Wiley & Sons, 1998. 486 p.
  6. Planck M. Treatise on thermodynamics. Dover, 1945. 320 p.
  7. Sosnovskiy L.A., Sherbakov S.S. Razvitie ponyatiya ob entropii: ot termodinamiki do kosmologii. Soobshchenie 1. Ponyatie ob entropii: termodinamika, mekhanika, informatika, tribofatika, mekhanotermodinamika [Development of the concept of entropy: from thermodynamics to cosmology. Part 1. The concept of entropy: thermodynamics, mechanics, informatics, tribo-fatigue, mechanothermodynamics]. Mechanics of machines, mechanisms and materials, 2020, no. 3(52), pp. 78–88 (in Russ.).
  8. Sosnovskiy L. A. Ob odnom vide entropii kak mere pogloshcheniya energii, raskhoduemoy na proizvodstvo povrezhdeniy v mekhanotermodinamicheskoy sisteme [On one type of entropy as a measure of energy absorption spent on damage production in a mechanothermodynamic system]. Doklady of the National Academy of Sciences of Belarus, 2007, vol. 51, no. 6, pp. 100–104 (in Russ.).
  9. Sosnovskiy L.A., Sherbakov S.S. Printsipy mekhanotermodinamiki [Principles of mechanothermodynamics]. Gomel, Belorusskiy gosudarstvennyy universitet transporta Publ., 2013. 150 p. (in Russ.).
  10. Sosnovskiy L.A., Sherbakov S.S. Mechanothermodynamics. Springer, 2016. 155 p.
  11. Zeldovich Ya.B., Novikov I.D. Stroenie i evolyutsiya Vselennoy [Structure and evolution of the universe]. Moscow, Nauka Publ., 1975. 736 p. (in Russ.).
  12. Novikov I.D. Evolyutsiya Vselennoy [Evolution of the universe]. Moscow, Nauka Publ., 1979. 176 p. (in Russ.).
  13. Sosnovskiy L.A. Mekhanika iznosoustalostnogo povrezhdeniya [Mechanics of wear-fatigue damage]. Gomel, Belorusskiy gosudarstvennyy universitet transporta Publ., 2007. 434 p. (in Russ.).
  14. Sherbakov S.S., Sosnovskiy L.A. Mekhanika tribofaticheskikh sistem [Mechanics of tribo-fatigue systems]. Minsk, Belorusskiy gosudarstvennyy universitet Publ., 2011. 407 p. (in Russ.).
  15. Sosnovskiy L.A., Zhuravkov M.A., Sherbakov S.S. Fundamentalnye i prikladnye zadachi tribofatiki [Fundamental and applied problems of tribo-fatigue]. Minsk, Belorusskiy gosudarstvennyy universitet Publ., 2011. 488 p. (in Russ.).
  16. Sosnovskiy L.A. Tribo-fatigue. Wear-fatigue damage and its prediction. Springer, 2005. 424 p.
  17. Sosnovskiy L.A. Tribo-Fatigue. Wear-fatigue damage and its prediction (in chinese). Beijing, China University of Mining and Technology Press, 2013. 324 p.
  18. Zhuravkov M.A., Sherbakov S.S., Makhutov N.A., Sosnovskiy L.A. O metodologii fenomenoanaliza v mekhanike [On the methodology of phenomenoanalysis in mechanics]. Teoreticheskaya i prikladnaya mekhanika, 2016, iss. 31, pp. 3–10 (in Russ.).
  19. Sosnovskiy L.A. Nekotorye soobrazheniya o triade vera – znanie – mirovozzrenie [Some considerations about the triad faith – knowledge – worldview]. Materialy Mezhdunarodnoy nauchnoy konferentsii “Religiya i obrazovanie v svetskikh obshchestvakh” [Proc. International scientific conference “Religion and education in secular societies”]. Minsk, 2014, pp. 49–53 (in Russ.).
  20. Feynman R. Lektsii po fizike. Tom 4 [Lectures in physics. Volume 4]. Moscow, Mir Publ., 1963. 261 p. (in Russ.).
  21. Sosnovskiy L.A., Sherbakov S.S., Lazarevich A.A. Osnovy teorii evolyutsii neorganicheskikh i organicheskikh sistem, v tom chisle zhivykh i razumnykh [Fundamentals of the theory of evolution of inorganic and organic systems, including living and intelligent]. Materialy pervogo belorusskogo filosofskogo kongressa “Natsionalnaya filosofiya v globalnom mire” [Proc. 1st Belarusian philosophical congress “National philosophy in the global world”]. Minsk, 2017, pp. 155–178 (in Russ.).
  22. Sosnovskiy L.A. Mekhanotermodinamika (ob obedinenii velikikh konkurentov: 1850–2015) [Mechanothermodynamics (about the unification of great competitors: 1850–2015)]. Mechanics of machines, mechanisms and materials, 2016, no. 4(37), pp. 19–41 (in Russ.).
  23. Sherbakov S.S. Modeli sostoyaniy tribofaticheskikh i mekhanotermodinamicheskikh sistem [Models of states of tribo-fatigue and mechanothermodynamic systems]. Aktualnye voprosy mashinostroeniya, 2019, iss. 8, pp. 204–208 (in Russ.).
  24. Sosnovskiy L.A. L-Risk (mekhanotermodinamika neobratimykh povrezhdeniy) [L-risk (mechanothermodynamics of irreversible damage)]. Gomel, Belorusskiy gosudarstvennyy universitet transporta Publ., 2004. 317 p. (in Russ.).
  25. Gutman E.M. Mekhanokhimiya metallov i zashchita ot korrozii [Mechanochemistry of metals and protection against corrosion]. Moscow, Metallurgiya Publ., 1974. 230 p. (in Russ.).
  26. Oppenheimer J.R., Snyder H. On continued gravitational contraction. Physical review, 1939, vol. 56, pp. 455–459.
  27. Sosnovskiy L.A., Sherbakov S.S. A model of mechanothermodynamic entropy in tribology. Entropy, 2017, vol. 19(3). DOI: https://doi.org/10.3390/e19030115.
  28. Sosnovskiy L.A., Sherbakov S.S. Mechanothermodynamic entropy and analysis of damage state of complex systems. Entropy, 2016, vol. 18(7). DOI: https://doi.org/10.3390/e18070268.
  29. Sosnovskiy L.A., Sherbakov S.S. On the development of mechanothermodynamics as a new branch of physics. Entropy, 2019, vol. 21(12). DOI: https://doi.org/10.3390/e21121188.