MATHEMATICAL MODEL OF THE IMMUNE SYSTEM OF CONTINUOUS INTERACTION SYSTEM OPERATOR
DOI:
https://doi.org/10.18372/1990-5548.64.14850Keywords:
Immune system of operator of continuous interaction system, respiratory functional system, model of immune response, organism immune status, dynamic system of respiratory gases mass transferAbstract
The paper presents an integrated mathematical model of the immune system of operator of continuous interaction system, which includes the model of regulation of oxygen modes of the organism, mass transfer and mass exchange of respiratory gases, self-organization of respiratory, blood circulation systems, and immune response. The model can be applied to the study of immunological mechanisms of human organism adaptation to the conditions of professional activity with the purpose of deeper analysis of the state of health, development of methodologies and evaluation of the immune status for the flight and engineering personnel, determination of environmental factors’ contribution in the particular immune status of relevant contingent of examined persons, study of influence regularities of a complex of professional factors of activities on human- operator immune system, finding of “cause-effect” connection between ecological-industrial factors and immune system disorders, detection of disorders in the immune system under the influence of a complex of professional factors for the flight crew personnel and development in them future functional abnormalities, development of immunocorrection methods for the treatment and prevention of functional changes and disorders in human- operator.References
S. V. Fedorchuk, Psychophysiological peculiarities of activity of human-operator of tracing systems.. Dissertation for Ph.D degree (biology). 03.00.13. Kyiv, Kyiv National University named after Taras Shevchenko 2006, 178 p. (in Ukrainian).
Richard Gray How flying seriously messes with your mind. https://www.bbc.com/future/article/20170919-how-flying-seriously-messes-with-your-mind
N. I. Aralova, L. Ya.-G. Shakhlina, and S. M. Futornyi, "Mathematical model of the immune system of hight qualification athlete," Journal of Automation and Information Sciences, no.2, 2019, pp. 130–142. ISSN 0572-2691 (in Russian).
A. A. Marianovsky, Physiological regulations of adaptation of immune system of human-operator under the influence of unfriendly factors (principles of diagnostics, predicting, monitoring and correction). Dissertation theses for Ph.D degree (medicine). 14.00.17. Moscow, RUDN, 1999, 39 p. (in Russian).
N. I.Aralova, "Software for studing of reliability of operator work under hightened situational stress,". Science and Innovation, no. 12(2), 2016, pp. 15–25. doi: http://dx.doi.org/10/15407/scin12.02.015 (in Ukrainian).
N. I. Aralova, O. M. Klyuchko, V. I. Mashkin, and I. V. Mashkina, "Algorithmic and program support for optimization of modes selection for pilots interval hypoxic training," Electronics and control systems, no.2, 2017, pp. 105–113. https://doi.org/10.18372/1990-5548.52.11882.
N. I. Aralova, and А. А. Aralova, "Mathematical models of conflict controlled processes under functional self-organization of the respiratory system," Cyb. and comp. eng., no. 3 (197), 2019. pp. 65–79. https://doi.org/10.15407/kvt197.03.065.
N. I. Aralova, O. M. Klyuchko, V. I. Mashkin, and I. V. Mashkina, "Compromise solution of conflict situations in the problem of optimal control in the desigion making under the complex situational conditions," Electronics and control systems, no. 2, 2019, pp. 77–83. DOI:10.18372/1990-5548.52.13818
G. I. Marchuck, Mathematical models in immunology: computational methods and experiments. 3-ed edition. Moscow, Nauka, 1991, 276 p. (in Russian).
Yu. N. Onopchuk, "Homeostasis of functional respiratory system as a result of intersystem and system-medium informational interaction," Bioecomedicine. Uniform information space (V.I. Gritsenko ed.), Kyiv, Naukova dumka, 2001, pp. 59–84. ISBN 966-00-0768-X (in Russian).
Yu. N. Onopchuk, "Homeostasis of functional circulatory system as a result of intersystem and system-medium informational interaction," Bioecomedicine. Uniform information space (V.I. Gritsenko ed.), Kyiv, Naukova dumka, 2001, pp. 59–84. ISBN 966-00-0768-X (In Russian).
T. A. Semchick, Mathematical models of development of hypoxia process during infectious diseases, ischemic heart diseases and their analysis. Dissertation theses for Ph.D degree (technique). 01.05.02. Kyiv: Institute of Cybernetics named after Victor Glushkov. 2007, 20 p.
N. I. Aralova, O. M. Klyuchko, V. I. .Mashkin, and I. V. Mashkina, "Investigation of reliability of operators work at fluctuating temperature conditions," Electronics and control systems, no. 2, 2016. pp.133–140. https://doi.org/10.18372/1990-5548.48.11227.
N. I. Aralova, O. M. Klyuchko, V. I. Mashkin, and I. V. Mashkina, "Mathematical models for development and compensation of hypoxic states during ischemic heart disease in flight crews’ personnel," Electronics and control systems, no. 1, 2019, pp. 106–113. https://doi.org/10.18372/1990-5548.59.13644.
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