Mathematical models for optimising bi-enzyme biosensors

4open Pub Date : 2019-01-01 DOI:10.1051/FOPEN/2019015
Qi Wang, Yupeng Liu
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引用次数: 1

Abstract

From our previous work we have seen examples of problems where including diffusion of a reactant into the model only affects the transient behaviour of the system but has no effect on the final steady states of its concentration. The equilibrium values are the only piece of information required for the solution of our experimental problem and in such situations it is important to identify the conditions under which a complex partial differential equations model can be replaced with a simpler one. The aim of this study is to find the optimal ratio of the two enzymes involved with a bi-enzyme electrode based on a flow injection analysis. Three mathematical models was constructed each neglect different aspects of the biosensor functionality. A detailed comparison of the models was carried out, base on various physical conditions recommendations of the best modelling strategy were given.
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优化双酶生物传感器的数学模型
从我们以前的工作中,我们已经看到了一些问题的例子,其中包括反应物扩散到模型中只影响系统的瞬态行为,但对其浓度的最终稳定状态没有影响。平衡值是解决我们的实验问题所需要的唯一信息,在这种情况下,确定一个复杂的偏微分方程模型可以用一个简单的偏微分方程模型代替的条件是很重要的。本研究的目的是在流动注射分析的基础上找到双酶电极所涉及的两种酶的最佳比例。建立了三个数学模型,每个模型忽略了生物传感器功能的不同方面。对模型进行了详细的比较,并根据不同的物理条件提出了最佳的建模策略。
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