Korablev G.A., Zaikov G.E., Kodolov V.I., Vasilyev Yu.G., Maksimov P.L., Petrova N.G. Self-organization and Entropic S-lines
DOI: http://dx.doi.org/10.15688/jvolsu10.2016.2.3
SELF-ORGANIZATION AND ENTROPIC S-LINES
Grigoriy Andreevich Korablev
Doctor of Chemical Sciences, Professor, Head of Department of Physics,
Izhevsk State Agricultural Academy
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Studencheskaya St., 11, 426069 Izhevsk, Russian Federation
Gennadiy Efremovich Zaikov
Doctor of Chemical Sciences, Professor,
Head of Department of Biological and Chemical Physics of Polymers,
Institute of Biochemical Physics named after N. M. Emanuel, RAS
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Kosygina St., 4, 119334 Moscow, Russian Federation
Vladimir Ivanovich Kodolov
Doctor of Chemical Sciences, Professor,
Head of Department of Chemistry and Chemical Technology,
Izhevsk State Technical University named after M.T. Kalashnikov
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Studencheskaya St., 7, 426000 Izhevsk, Russian Federation
Yuriy Gennadyevich Vasilyev
Doctor of Medical Sciences, Head of Department of Physiology and Animal Sanitation,
Professor, Department of Histology, Cytology and Embryology,
Izhevsk State Agricultural Academy
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Studencheskaya St., 11, 426069 Izhevsk, Russian Federation
Pavel Leonidovich Maksimov
Doctor of Technical Sciences, Professor, Dean of the Faculty of Agro-Engineering,
Izhevsk State Agricultural Academy
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Studencheskaya St., 11, 426069 Izhevsk, Russian Federation
Natalya Grigoryevna Petrova
Specialist-Expert, Department of Information Security and Communication,
Ministry of Informatization and Communication of the Udmurt Republic
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Vadima Sivkova St., 186, 426057 Izhevsk, Russian Federation
Abstract. The concept of the entropy of spatial-energy interactions is used similarly to the ideas of thermodynamics on the static entropy. The idea of entropy appeared on the basis of the second law of thermodynamics and ideas of the adduced quantity of heat. Such rules are general assertions independent of microscopic models. Therefore, their application and consideration can result in a large number of consequences which are most fruitfully used in statistic thermodynamics. In this research we are trying to apply such regularities to selforganization assessing the degree of spatial-energy interactions using their graphic dependence in the form of S-lines. The nomogram to assess the entropy of different processes is obtained. The variability of entropic S-line demonstrations is discussed, in biophysical processes and engineering systems, as well.
Key words: self-organization, S-lines, entropy, spatial-energy parameter, biophysical processes, engineering systems.
Self-organization and Entropic S-lines is licensed under a Creative Commons Attribution 4.0 International License.
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