Dynamics of Macrofages and Cytokines after Myocardial Infarction

Usman Pagalay, Luluk Handayani, A. Azzam
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引用次数: 1

Abstract

The mathematical model of populations of Macrophages and Cytokines after Myocardial Infraction explains the macrophages activation following by cytokines secretion in the left ventricle. Those models appears to be a system of six simultaneous nonlinear ordinary differential equations, involving inactivated macrophages ( ), classical activated macrofages ( ), alternative activated macrophages ( ), interleukin-10 ( ), TNF( ) and interleukin-1 ( ). The method used in this article is numerical Runge-Kutta method with computer assistance for obtaining the numerical solution and gathering several informations including the crucials of cytokines on the development of macrophages.
心肌梗死后巨噬细胞和细胞因子的动态变化
心肌梗死后巨噬细胞和细胞因子群体的数学模型解释了左心室巨噬细胞活化后细胞因子分泌的过程。这些模型似乎是一个由六个联立非线性常微分方程组成的系统,包括灭活巨噬细胞()、经典活化巨噬细胞()、另类活化巨噬细胞()、白细胞介素-10()、TNF()和白细胞介素-1()。本文采用计算机辅助的数值龙格-库塔法获得数值解,收集细胞因子对巨噬细胞发育的关键作用等信息。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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