首页> 外文期刊>Journal of Electroanalytical Chemistry: An International Journal Devoted to All Aspects of Electrode Kinetics, Interfacial Structure, Properties of Electrolytes, Colloid and Biological Electrochemistry >General analytical solution for a catalytic mechanism in potential step techniques at hemispherical microelectrodes: Applications to chronoamperometry, cyclic staircase voltammetry and cyclic linear sweep voltammetry
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General analytical solution for a catalytic mechanism in potential step techniques at hemispherical microelectrodes: Applications to chronoamperometry, cyclic staircase voltammetry and cyclic linear sweep voltammetry

机译:半球形微电极潜在步骤技术中催化机理的一般分析解决方案:在计时安培法,循环阶梯伏安法和循环线性扫描伏安法中的应用

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摘要

An easy, general analytical solution, applicable to any multipotential step technique for a catalytic process in planar and spherical electrodes (including ultramicrohemispheres), is presented. The solution has been deduced rigorously using the mathematical method described by Molina (A. Molina, J. Electroanal. Chem. 443 (1998) 163) based on the application of the superposition principle. In this paper it has been applied to multistep chronoamperometry, cyclic staircase voltammetry (CSCV) and cyclic linear sweep voltammetry (CLSV) by analysing the influence of the electrode radius and the equilibrium and rate chemical constants over the different I/t and I/E responses. Different voltammetric steady states (kinetic, microgeometrical and geometrical-kinetic) can be distinguished and methods for calculating the kinetic parameters of the chemical reaction are also proposed. In the case of an irreversible chemical reaction in linear sweep voltammetry our results are in agreement with those recently deduced by Diao and Zhang (G. Diao, Z. Zhang, J. Electroanal. Chem. 429 (1997) 67).
机译:提出了一种简单,通用的分析解决方案,该解决方案适用于在平面和球形电极(包括超微半球)中进行催化过程的任何多电位步骤技术。基于叠加原理的应用,已经使用Molina描述的数学方法(A.Molina,J.Electroanal.Chem.443(1998)163)严格推导了该解决方案。本文通过分析电极半径以及平衡常数和速率化学常数对不同I / t和I / E的影响,将其应用于多步计时电流法,循环阶梯伏安法(CSCV)和循环线性扫描伏安法(CLSV)回应。可以区分不同的伏安稳态(动力学,微观几何和几何动力学),并提出了计算化学反应动力学参数的方法。在线性扫描伏安法中发生不可逆的化学反应的情况下,我们的结果与Diao和Zhang最近推论的结果一致(G. Diao,Z. Zhang,J. Electroanal。Chem。429(1997)67)。

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