Valery Abramovich Etkin

Research

Synthesis of Thermodynamics and Continuum Mechanics

Global Journal of Science Frontier Research July 30, 2022

On the basis of a unified theory of the processes of transfer and transformation of any form of energy, called "energy dynamics" by the author, the possibility of synthesizing the methods of non equilibrium thermodynamics and continuum mechanics is shown. A unified substantiation of the main provisions of both the theory of irreversible processes and classical mechanics, free from postulates and hypotheses, is given. At the same time, a new method for studying real processes is proposed, which does not exclude from consideration any (reversible or irreversible) part of them. This made it possible to generalize all three Newton's principles, to find a short-range form of his law of gravity, and for the first time to substantiate the principle of least action, which mutually enriches both thermodynamics and mechanics.

New Applications of Non-Equilibrium Thermodynamics

Global Journal of Science Frontier Research March 25, 2023

We propose to extend the existing theory of irreversible processes (TIP) to include reversible real processes associated with the performance of useful work. This is achieved by the fact that the main quantities used by this theory, thermodynamic forces and fluxes, are derived not from the principle of increasing entropy, but rather from the law of the conservation of energy. This way of constructing TIP prevents the occurrence of thermodynamic inequalities and allows one to substantiate all its provisions without invoking the postulates and considerations of a molecular-kinetic and statistical-mechanical nature. This opens up the possibility of further reducing the number of empirical coefficients and expanding the scope of TIP applicability to nonlinear systems and states that are far from equilibrium, as well as to energy conversion processes which are primarily of interest to power engineers, technologists, biophysicists and astro-physicists. At the same time, the unity of the laws of transformation of all forms of energy and the difference between their equations, reciprocity relations and efficiency criteria from the generally accepted ones are proved. On this basis, a theory of similarity of power plants is proposed and their universal load characteristics are constructed, which make it possible to take the next step towards bringing the results of the thermodynamic analysis of their efficiency closer to reality.

Instruction Of Paralogistics Thermodynamics

Global Journal of Science Frontier Research February 19, 2024

На рядС ΓΒΊΓΒΎΓΒ½ΓΒΊΓ‘β‚¬ΓΒ΅Γ‘β€šΓΒ½Γ‘β€ΉΓ‘β€¦ примСров показано, Γ‘β€‘Γ‘β€šΓΒΎ подмСна Γ‘ΒΓΒ½ΓΒ΅Γ‘β‚¬ΓΒ³ΓΒΎΓΒ½ΓΒΎΓ‘ΒΓΒΈΓ‘β€šΓΒ΅ΓΒ»Γ‘Β Γ‘β€šΓΒ΅ΓΒΏΓΒ»ΓΒΎΓΒ²ΓΒΎΓΒΉ Γ‘β€žΓΒΎΓ‘β‚¬ΓΒΌΓ‘β€Ή ΓΒ΄ΓΒ²ΓΒΈΓΒΆΓΒ΅ΓΒ½ΓΒΈΓ‘ΒΓ‘ΒΓΒ½Γ‘β€šΓ‘β‚¬ΓΒΎΓΒΏΓΒΈΓΒ΅ΓΒΉ как ΓΒΊΓΒΎΓΒΎΓ‘β‚¬ΓΒ΄ΓΒΈΓΒ½ΓΒ°Γ‘β€šΓΒΎΓΒΉ Γ‘β€šΓΒ΅ΓΒΏΓΒ»ΓΒΎΓΒΎΓΒ±ΓΒΌΓΒ΅ΓΒ½ΓΒ° ΓΒΏΓ‘β‚¬ΓΒΈΓΒ²ΓΒΎΓΒ΄ΓΒΈΓ‘β€š к ряду паралогизмов, Ñ‑исло ΓΒΊΓΒΎΓ‘β€šΓΒΎΓ‘β‚¬Γ‘β€ΉΓ‘β€¦ Γ‘β‚¬ΓΒ°Γ‘ΒΓ‘β€šΓ‘β€˜Γ‘β€š по мСрС расширСния Γ‘ΒΓ‘β€žΓΒ΅Γ‘β‚¬Γ‘β€Ή прилоТСния Γ‘β€šΓΒ΅Γ‘β‚¬ΓΒΌΓΒΎΓΒ΄ΓΒΈΓΒ½ΓΒ°ΓΒΌΓΒΈΓΒΊΓΒΈ. Γβ€™Γ‘ΒΓΒΊΓ‘β‚¬Γ‘β€ΉΓ‘β€šΓ‘β€Ή гносСологиÑ‑СскиС корни Γ‘ΒΓ‘β€šΓΒΈΓ‘β€¦ паралогизмов и прСдлоТСнаболСС общая мСра ΓΒΊΓΒΎΓΒ»ΓΒΈΓ‘β€‘ΓΒ΅Γ‘ΒΓ‘β€šΓΒ²ΓΒ° Γ‘β€¦ΓΒ°ΓΒΎΓ‘β€šΓΒΈΓ‘β€‘ΓΒ΅Γ‘ΒΓΒΊΓΒΎΓΒ³ΓΒΎ двиТСния, названная для ΓΒΊΓ‘β‚¬ΓΒ°Γ‘β€šΓΒΊΓΒΎΓ‘ΒΓ‘β€šΓΒΈ Γ‘β€šΓΒ΅Γ‘β‚¬ΓΒΌΓΒΎΓΒΈΓΒΌΓΒΏΓ‘Ζ’ΓΒ»Γ‘Ε’Γ‘ΒΓΒΎΓΒΌ. Показано, как Сго примСнСниС ΓΒ²ΓΒΌΓΒ΅Γ‘ΒΓ‘β€šΓΒΎ Γ‘ΒΓΒ½Γ‘β€šΓ‘β‚¬ΓΒΎΓΒΏΓΒΈΓΒΈ Γ‘Ζ’Γ‘ΒΓ‘β€šΓ‘β‚¬ΓΒ°ΓΒ½Γ‘ΒΓΒ΅Γ‘β€šΓΒΏΓ‘β‚¬ΓΒ°ΓΒΊΓ‘β€šΓΒΈΓ‘β€‘ΓΒ΅Γ‘ΒΓΒΊΓΒΈ всС ΓΒΈΓΒ·ΓΒ²ΓΒ΅Γ‘ΒΓ‘β€šΓΒ½Γ‘β€ΉΓΒ΅ и обнаруТСнныС ΓΒ°ΓΒ²Γ‘β€šΓΒΎΓ‘β‚¬ΓΒΎΓΒΌΓΒΏΓΒ°Γ‘β‚¬ΓΒ°ΓΒ»ΓΒΎΓΒ³ΓΒΈΓΒ·ΓΒΌΓ‘β€Ή, вклюÑ‑ая прСдсказаниС Γ‘β€šΓΒ΅ΓΒΏΓΒ»ΓΒΎΓΒ²ΓΒΎΓΒΉ Γ‘ΒΓΒΌΓΒ΅Γ‘β‚¬Γ‘β€šΓΒΈ ВсСлСнной идСградации биологиÑ‑Сских Γ‘ΒΓΒΈΓ‘ΒΓ‘β€šΓΒ΅ΓΒΌ.БдСлан вывод, Γ‘β€‘Γ‘β€šΓΒΎ замСна Γ‘ΒΓΒ½Γ‘β€šΓ‘β‚¬ΓΒΎΓΒΏΓΒΈΓΒΈ Γ‘β€šΓΒ΅Γ‘β‚¬ΓΒΌΓΒΎ- ΓΒΈΓΒΌΓΒΏΓ‘Ζ’ΓΒ»Γ‘Ε’Γ‘ΒΓΒΎΓΒΌΓΒΎΓ‘β€šΓΒΊΓ‘β‚¬Γ‘β€ΉΓΒ²ΓΒ°ΓΒ΅Γ‘β€šΓΒΏΓ‘Ζ’Γ‘β€šΓ‘Ε’ к расширСнию ΓΒ²ΓΒΎΓΒ·ΓΒΌΓΒΎΓΒΆΓΒ½ΓΒΎΓ‘ΒΓ‘β€šΓΒ΅ΓΒΉ Γ‘β€šΓΒ΅Γ‘β‚¬ΓΒΌΓΒΎΓΒ΄ΓΒΈΓΒ½ΓΒ°ΓΒΌΓΒΈΓ‘β€‘ΓΒ΅Γ‘ΒΓΒΊΓΒΎΓΒ³ΓΒΎ ΓΒΌΓΒ΅Γ‘β€šΓΒΎΓΒ΄ΓΒ° при исслСдовании нСравновСсных Γ‘ΒΓΒΈΓ‘ΒΓ‘β€šΓΒ΅ΓΒΌ и ΓΒ½ΓΒ΅Γ‘ΒΓ‘β€šΓΒ°Γ‘β€šΓΒΈΓ‘β€‘ΓΒ΅Γ‘ΒΓΒΊΓΒΈΓ‘β€¦ процСссов, к Γ‘ΒΓΒΈΓΒ½Γ‘β€šΓΒ΅ΓΒ·Γ‘Ζ’ Γ‘β€šΓΒ΅Γ‘β‚¬ΓΒΌΓΒΎΓΒ΄ΓΒΈΓΒ½ΓΒ°ΓΒΌΓΒΈΓΒΊΓΒΈ с другими Γ‘β€žΓ‘Ζ’ΓΒ½ΓΒ΄ΓΒ°ΓΒΌΓΒ΅ΓΒ½Γ‘β€šΓΒ°ΓΒ»Γ‘Ε’ΓΒ½Γ‘β€ΉΓΒΌΓΒΈ дисциплинами и к болСС глубокому пониманию ΓΒΌΓΒΈΓ‘β‚¬ΓΒΎΓ‘Ζ’Γ‘ΒΓ‘β€šΓ‘β‚¬ΓΒΎΓΒΉΓ‘ΒΓ‘β€šΓΒ²ΓΒ°.

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