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Approximate calculation of voltammetric peak of diffusionless system

机译:扩散系统伏安峰的近似计算

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Voltammetric peak of the adsorbed electroactive system may be expressed by a parametric equation; no exact explicit relation is achievable. Present work describes an approximate algorithm (Lorentzian-Gaussian algorithm [LGA]) for the computation of voltammetric peak of diffusionless system with high precision. This algorithm may be used for calculation of voltammetric peaks of adsorbed species; redox behavior of mixed ionic-electronic conductors (Prussian blue, electroactive polymers, etc) can also be covered by LGA if diffusion and charge transfer does not impede the process. This algorithm can be useful in computer simulation of mass transfer in thin films of Prussian blue and other mixed ionic-electronic conductors. Despite being an approximate algorithm, LGA has a remarkable accuracy. Unfortunately, this accuracy has been achieved at the expense of simplicity: LGA makes use of nine adjustable coefficients.
机译:吸附的电活性系统的伏安峰可以由参数方程表示; 无法实现确切的明确关系。 目前工作描述了一种近似算法(Lorentzian-Gaussian算法[LGA]),用于计算具有高精度的扩散系统的伏安峰值。 该算法可用于计算吸附物种的伏安峰; 如果扩散和电荷转移不妨碍该过程,LGA也可以通过LGA覆盖混合离子电子导体(普鲁士蓝,电活性聚合物等)的氧化还原行为。 该算法可用于计算机模拟普鲁士蓝和其他混合离子电子导体的薄膜中的传质。 尽管是近似算法,但LGA具有显着的准确性。 不幸的是,这种准确性已经以牺牲简单起见实现:LGA利用九个可调节系数。

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