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A Mathematical Model of Aseptic Inflammation Dynamics
Journal of Applied and Industrial Mathematics Pub Date : 2021-01-29 , DOI: 10.1134/s1990478920040158
O. F. Voropaeva , T. V. Bayadilov

Abstract

We present a new mathematical model of the aseptic inflammation dynamics. The adequacy of the model is confirmed by a qualitative and quantitative agreement with the laboratory data on the dynamics of the inflammatory process factors in the central zone of wound damage. We show that the model adequately describes not only the classical version of this process but also the available scenarios of acute and chronic inflammatory processes in aseptic cutaneous wound accompanied by the most common dysfunctions of blood cells or its cellular composition.



中文翻译:

无菌炎症动力学的数学模型

摘要

我们提出了无菌炎症动力学的新数学模型。该模型的充分性通过与实验室数据有关伤口损伤中心区域炎性过程因子动态的定性和定量协议得到证实。我们显示该模型不仅充分描述了该过程的经典版本,而且充分描述了无菌性皮肤伤口伴有最常见的血细胞功能障碍或其细胞组成的急性和慢性炎症过程的可用情况。

更新日期:2021-01-31
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