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Stability Analysis in a Model of 1,2-dichloroethane Biodegradation by Klebsiella Oxytoca va 8391 Immobilized on Granulated Activated Carbon

机译:通过固定在粒状活性炭的Klebsiella ocktoca Va 8391中1,2-二氯乙烷生物降解模型中的稳定性分析

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We consider an ecological model for biodegradation of toxic substances in aquatic and atmospheric biotic systems. The model, which is described by a nonlinear system of four ordinary differential equations, is known to be experimentally validated. We compute the equilibrium points of the model and study their asymptotic stability. The Maple package BifTools is used to calculate one- and two-parameter bifurcations of the equilibrium points.
机译:我们考虑了水生物和大气生物系统中有毒物质生物降解的生态模型。已知由四个常微分方程的非线性系统描述的模型,是通过实验验证的。我们计算模型的均衡点并研究其渐近稳定性。枫木包装百货器用于计算平衡点的一个和两个参数分叉。

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