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首页> 外文期刊>Electrochimica Acta >The mediation reaction between the external couple Ferri/Ferrocyanide and Os(II) bipyridile poly-vinylpyridile films coated onto glassy carbon electrodes
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The mediation reaction between the external couple Ferri/Ferrocyanide and Os(II) bipyridile poly-vinylpyridile films coated onto glassy carbon electrodes

机译:外部对Ferri /亚铁氰化物与涂覆在玻璃碳电极上的Os(II)双吡啶基聚乙烯吡咯膜之间的介导反应

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摘要

The oxidation-reduction of the Ferri/Ferrocyanide couple in solution onto modified glassy carbon Rotating Disk Electrodes (RDE) covered by Os(II) bipyridile poly-vinylpyridile (OsBPP) polymer was studied at room temperature. Steady state polarization curves were carried out as a function of the rotation speed, the polymer thickness and the concentration of redox centers within the polymer. This system has the characteristic that the formal redox potentials of both the external redox couple (E{sup}(0')((Fe(CN){sub}6){sup}(3-/4-)) = + 0.225 V vs. SCE) and the mediator polymer (E{sup}(0')(OsBPP) = 0.260 V vs. SCE) lie very close. It is demonstrated that diffusion of the Ferri/Ferrocyanide inside the polymer can be ruled out. Since the processes of charge transfer at the metal/polymer and the mediating reaction are fast, the experimental results can be interpreted in terms of a kinetics in which the charge transport in the polymer or the diffusion in the solution may be the rate determining step, according to the experimental conditions. A simple model is considered that allows interpreting the experimental results quantitatively. Application of this model allows the determination of the diffusion coefficient of the electrons within the film, D{sub}e≈ 10{sup}(-10) cm{sup}2 s{sup}(-1).
机译:在室温下研究了溶液中亚铁/亚铁氰化物对在修饰的玻璃化碳旋转圆盘电极(RDE)上的氧化还原反应,该电极由Os(II)双吡啶聚乙烯基吡啶(OsBPP)聚合物覆盖。根据转速,聚合物厚度和聚合物中氧化还原中心的浓度进行稳态极化曲线。该系统具有以下特征:两个外部氧化还原对的形式氧化还原电势(E {sup}(0')((Fe(CN){sub} 6){sup}(3- / 4-))= + 0.225 V vs. SCE)和介体聚合物(E {sup}(0')(OsBPP)= 0.260 V vs. SCE)非常接近。已经证明,可以排除在聚合物内的亚铁/亚铁氰化物的扩散。由于金属/聚合物上的电荷转移和介导反应的过程很快,因此可以用动力学来解释实验结果,在动力学中,聚合物中的电荷传输或溶液中的扩散可能是速率确定步骤,根据实验条件。考虑一个简单的模型,可以定量解释实验结果。该模型的应用允许确定膜内电子的扩散系数,D {sub}e≈10{sup}(-10)cm {sup} 2 s {sup}(-1)。

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