首页> 外文期刊>The Analyst: The Analytical Journal of the Royal Society of Chemistry: A Monthly International Publication Dealing with All Branches of Analytical Chemistry >Reaction/diffusion with Michaelis-Menten kinetics in electroactive polymer films - Part 2. The transient amperometric response
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Reaction/diffusion with Michaelis-Menten kinetics in electroactive polymer films - Part 2. The transient amperometric response

机译:电活性聚合物薄膜中具有Michaelis-Menten动力学的反应/扩散-第2部分。瞬态安培响应

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摘要

A theoretical model describing the transient response of an amperometric chemical sensor in which the sensing elements bound in a surface deposited polymer film interact with the substrate via Michaelis-Menten reaction kinetics is outlined. A non-linear time dependent partial differential equation is formulated and solved analytically. In particular the interplay between chemical reaction and substrate diffusion is specifically taken into account. The limiting situations of catalytic site unsaturation and site saturation ale considered and analytical solutions for substrate concentration and transient current response are formulated using both the methods of Laplace transformation and finite integral transformation. Both protocols, yield similar predictions. The current response predicted under steady state conditions when tau-->infinity is in good accord with that presented in an earlier paper, thus confirming the validity of the mathematical analysis. The time taken to achieve a steady state current response (the sensor response time when operating in the batch amperometric mode) was found to depend on the balance between substrate diffusion through the polymer matrix and substrate reaction at the immobilised catalytic sites within the polymer film. [References: 23]
机译:概述了描述安培化学传感器瞬态响应的理论模型,其中结合在表面沉积的聚合物膜中的传感元件通过Michaelis-Menten反应动力学与基材相互作用。建立了非线性时间相关的偏微分方程,并进行了解析求解。特别是要特别考虑化学反应和底物扩散之间的相互作用。考虑了催化位点不饱和和位点饱和的局限性情况,并采用拉普拉斯变换和有限积分变换两种方法制定了底物浓度和瞬态电流响应的解析解。两种协议都得出相似的预测。当tau-> infinity达到稳态时,在稳态条件下预测的电流响应与早先论文中提出的响应非常吻合,从而证实了数学分析的有效性。发现达到稳态电流响应所花费的时间(以批安培模式运行时的传感器响应时间)取决于底物通过聚合物基质的扩散与底物在聚合物薄膜内固定催化部位的反应之间的平衡。 [参考:23]

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