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Approximate Analytical Expressions for the Concentrations of Acetate and Methane in the Microbial Electrochemical Cell

机译:微生物电化学池中乙酸和甲烷浓度的近似解析表达式

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Mathematical modeling of microbial electrochemical cells (MXCs) for both microbial fuel cell and microbial electrolysis cell is discussed. The model is based on the system of reaction diffusion of reaction-diffusion equation containing a non-linear term related to substrate consumption rates by electrogeneic and methanogenic microorganism in the bioflim. This paper presents the approximate analytical method to solve the non-linear differential equation that describes the diffusion coupled with acetate (substrate) consumption rates. Simple analytical expressions for the concentrations of acetate and methane have been derived for all experimental values of bulk concentration, distributions of microbial volume fraction, local potential in the biofilm and biofilm thickness. In addition, sensitivity of the parameters on concentrations is also discussed. Our analytical results are also validated with the numerical results and limiting cases results. Further, a graphical procedure for estimating the kinetic parameters is also suggested.
机译:讨论了用于微生物燃料电池和微生物电解池的微生物电化学电池(MXC)的数学模型。该模型基于反应扩散方程的反应扩散系统,该方程包含与生物膜中的电生和产甲烷微生物的底物消耗速率有关的非线性项。本文提出了一种近似分析方法来求解非线性微分方程,该方程描述了扩散与乙酸盐(基质)消耗速率的关系。对于体积浓度,微生物体积分数的分布,生物膜中的局部电势和生物膜厚度的所有实验值,已经得出了乙酸盐和甲烷浓度的简单分析表达式。另外,还讨论了参数对浓度的敏感性。我们的分析结果也得到了数值结果和极限情况结果的验证。此外,还提出了用于估计动力学参数的图形程序。

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