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Study of a catalytic mechanism in additive differential pulse techniques

机译:加性微分脉冲技术中催化机理的研究

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The new electrochemical double pulse technique, known as additive differential normal pulse voltammetry (ADNPV) when there is no restriction on the duration of both pulses, and additive differential pulse voltammetry (ADPV) when t(2) t(1), has been applied to a pseudo-first-order catalytic mechanism. The expressions obtained here are applicable to planar and spherical electrodes, of any radius. This is of great interest since the size of the electrode plays an important role in the preponderating of diffusive and kinetics processes. The signal obtained with this technique presents the same morphological characteristics as the triple pulse technique, double differential pulse voltammetry (DDPV) and is more advantageous than DDPV and than the double pulse one, differential pulse voltammetry (DPV). The curves obtained in ADNPV and ADPV for an electrochemical reversible catalytic process present a center of symmetry for any value of equilibrium and rate constants of the chemical reaction. From the coordinates of this point, the kinetic parameters of the chemical reaction and the formal potential can be determined, independently of whether the steady state has been reached or not. [References: 7]
机译:新的电化学双脉冲技术在两个脉冲的持续时间不受限制时称为加法差分正脉冲伏安法(ADNPV),而在t(2) t(1)时加法差分微伏安法(ADPV)具有被应用于伪一阶催化机制。此处获得的表达式适用于任何半径的平面和球形电极。由于电极的尺寸在扩散和动力学过程中起着重要的作用,因此这引起了极大的兴趣。用这种技术获得的信号具有与三脉冲技术,双差分脉冲伏安法(DDPV)相同的形态特征,并且比DDPV和双脉冲一个差分脉冲伏安法(DPV)更具有优势。对于电化学可逆催化过程,在ADNPV和ADPV中获得的曲线为化学反应的任何平衡值和速率常数值提供了一个对称中心。根据这一点的坐标,可以确定化学反应的动力学参数和形式势,而与是否已达到稳态无关。 [参考:7]

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