The use of differential pulse voltammetry at spherical electrodes for the study of the kinetic of charge transfer processes is analyzed. An analytical solution is presented, valid for any value of the electrode radius, the heterogeneous rate constant and the transfer coefficient. Several reversibility criteria are established based on the variation of DPV peak with the duration of the potential pulses and the electrode radius. Moreover, general working curves for extraction of kinetic parameters from DPV experiments are given. The anomalous shape of DPV curves for quasireversible processes with small values of the transfer coefficient is reported. The effect of the presence of both electroactive species on DPV curves for quasireversible and...
We present a general and explicit analytical solution for double potential step chronoamperometry wi...
We present a general and explicit analytical solution for double potential step chronoamperometry wi...
Nuances of the linear diffusion layer approximation are examined for slow charge transfer reactions ...
The use of differential pulse voltammetry at spherical electrodes for the study of the kinetic of ch...
Reverse Pulse Voltammetry (RPV) is a powerful double pulse technique for kinetic studies. The theory...
Reverse Pulse Voltammetry (RPV) is a powerful double pulse technique for kinetic studies. The theory...
Differential Pulse Voltammetry and Reverse Pulse Voltammetry are applied to the study of the electro...
Rigorous and approximate analytical expressions are deduced for Differential Pulse Voltammetry at sp...
The study of the EC mechanism by reverse pulse voltammetry (RPV) is assessed in this paper. RPV is a...
New methods for analysis of current-potential curves in terms of their derivatives are suggested for...
The basis for mass transport of the electroactive species in different diffusion fields is examined,...
International audienceExpressions for reversible differential pulse (DP) voltammograms at microdisk ...
An explicit analytical easily programmable expression for the current-potential curves of electrode ...
An explicit analytical easily programmable expression for the current-potential curves of electrode ...
Simulated voltammograms obtained by employing Butler-Volmer (BV) and Marcus-Hush (MH) models to desc...
We present a general and explicit analytical solution for double potential step chronoamperometry wi...
We present a general and explicit analytical solution for double potential step chronoamperometry wi...
Nuances of the linear diffusion layer approximation are examined for slow charge transfer reactions ...
The use of differential pulse voltammetry at spherical electrodes for the study of the kinetic of ch...
Reverse Pulse Voltammetry (RPV) is a powerful double pulse technique for kinetic studies. The theory...
Reverse Pulse Voltammetry (RPV) is a powerful double pulse technique for kinetic studies. The theory...
Differential Pulse Voltammetry and Reverse Pulse Voltammetry are applied to the study of the electro...
Rigorous and approximate analytical expressions are deduced for Differential Pulse Voltammetry at sp...
The study of the EC mechanism by reverse pulse voltammetry (RPV) is assessed in this paper. RPV is a...
New methods for analysis of current-potential curves in terms of their derivatives are suggested for...
The basis for mass transport of the electroactive species in different diffusion fields is examined,...
International audienceExpressions for reversible differential pulse (DP) voltammograms at microdisk ...
An explicit analytical easily programmable expression for the current-potential curves of electrode ...
An explicit analytical easily programmable expression for the current-potential curves of electrode ...
Simulated voltammograms obtained by employing Butler-Volmer (BV) and Marcus-Hush (MH) models to desc...
We present a general and explicit analytical solution for double potential step chronoamperometry wi...
We present a general and explicit analytical solution for double potential step chronoamperometry wi...
Nuances of the linear diffusion layer approximation are examined for slow charge transfer reactions ...