Mathematical Model of Electrochemical Methods for Describing the Dynamics of Inflammatory Processes

• Main Authors: Gerashchenko, Sergey I., Gerashchenko, Sergey M., Yankina, Natalya N., Markuleva, Marina V., Kuchumov, Evgeniy V.
• Format: Conference Proceeding
• Language: English
• Subjects: Biology; Chemicals; electrochemical cell; Electrochemical processes; Electrodes; Electrolytes; inflammatory process dynamics; Ions; Mathematical model; mathematical modeling; methods and control ways
• ISSN: 2376-6565
• DOI: 10.1109/EIConRus49466.2020.9039265

The article considers the disclosure of the essence of the terms responsible for chemical kinematics, taking into account the general laws of conservation of mass or charge, a closed mathematical model of physicochemical processes inside an electrochemical cell is constructed in order to develop and substantiate electrochemical methods and means of controlling the dynamics of inflammatory processes. The basis of electrochemical methods is the principle of the electrochemical cell. One of the electrochemical methods - the joulemetric method is based on the correspondence between the work performed by an external source of electrical energy and the change in the state of the object under study. In the cell, the electrodes are in contact with the electrolyte. A double electric layer forms at the surfaces of the electrodes. In which the basic electrochemical processes of transformation of substances and exchange of charges occur. Biological objects can be considered as typical electrolytes. The gradual formation of pathology in the body causes a change in the electrochemical properties of biological objects. Of great interest, from the point of view of describing the processes occurring inside an electrochemical cell by mathematical models, is the study of Faraday processes that occur in objects. As a result, a system of integro-differential equations was obtained that describes a whole class of phenomena, including nonlinear ones, occurring in an electrochemical cell.