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首页> 外文期刊>Electrochimica Acta >Highly accurate and inexpensive procedures for computing chronoamperometric currents for the catalytic EC' reaction mechanism at an inlaid disk electrode
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Highly accurate and inexpensive procedures for computing chronoamperometric currents for the catalytic EC' reaction mechanism at an inlaid disk electrode

机译:用于在镶嵌圆盘电极下计算催化EC'反应机制的计时射线电流的高精度和廉价的程序

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摘要

In the former studies [L. K. Bieniasz, Electrochim. Acta 199 (2016) 1-11, 259 (2018) 1068-1080] a rigorous theory of chronoamperometry was elaborated, together with efficient and highly accurate computational procedures, for a single charge transfer reaction at an inlaid disk electrode, assuming diffusion transport and limiting current conditions. By extending this theory, in the present work theoretical formulae are derived, for transient and steady state Faradaic currents corresponding to the catalytic EC' reaction mechanism, assuming equal diffusion coefficients of the redox couple. Using the new formulae, inexpensive and highly accurate procedures of computing the currents are developed. The procedures are implemented in C++ and they are characterised by relative errors comparable to or smaller than those previously obtained in the absence of the catalytic homogeneous reaction (at the level of about +/- 10(-15) in the worst cases). Calculation of transient currents involves numerical integration by means of a double exponential quadrature. Average computational time varies between about a microsecond and a millisecond (per single current value), on a contemporary laptop computer. The procedures can be useful for testing/validating diverse modelling and simulation techniques, and for experimental data analysis. (C) 2018 Elsevier Ltd. All rights reserved.
机译:在前学研究中[L. K.Bieniasz,Ilthochim。 Acta 199(2016)1-11,259(2018)1068-1080]阐述了镶嵌磁盘电极的单电荷转移反应的高效且高度精确的计算过程的严格的计时验流法理论,以及假设扩散运输和限制当前条件。通过延长该理论,在本作的工作中,衍生理论公式,用于对应于催化EC'反应机制的瞬态和稳态野生电流,假设氧化还原耦合的等于扩散系数。使用新的公式,开发了计算电流的廉价且高度准确的程序。该程序在C ++中实施,它们的特征在于与在不存在催化均匀反应的情况下(在最致死的情况下在约+/- 10(-15)的内之前获得的相当误差)。瞬态电流的计算涉及借助于双指数正交的数值积分。在当代膝上型计算机上,平均计算时间在大约微秒和毫秒(每单一电流值)之间变化。该程序可用于测试/验证各种建模和仿真技术,以及实验数据分析。 (c)2018年elestvier有限公司保留所有权利。

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