A major step in the representation of diffusion of mobile charges in liquids and solids was the introduction in 1899 of the infinite-length Warburg impedance,1 which may be expressed as Z R(iωτ)1/2; whereω is the circular frequency of the applie
We define a reflective–transmissive coefficient to characterize the boundary conditions of real elec...
The impedance concept as popularized by Oliver Heaviside in the 1880s may be used to model physical ...
Anomalous diffusion and memory effects on the impedance spectroscopy for finite-length situation
Two empirical, but plausible, previously published independent generalizations of the standard Poiss...
International audienceThe derivation of Warburg's impedance is revisited and critically analyzed. We...
This paper addresses the electrochemical impedance of diffusion in a spatially restricted layer. A p...
Impedance spectroscopy is a powerful and widely used technique for characterising processes in elect...
The response to an electric field of electrolytic solutions, gels, liquid crystals, and other soft m...
The impedance of diffusion is an important tool to investigate a wide variety of systems, including...
We discuss the origin of Warburg's impedance in unsupported electrolytic cells containing only one g...
The Poisson–Nernst–Planck (PNP) diffusional model is a successful theoretical framework to investiga...
International audienceWe investigate the role of the displacement current in the analysis of the ele...
We present the theoretical results elucidating the influence of uncompensated solution resistance on...
Based on fundamental electrode theory, an analytical transfer function to simulate the frequency imp...
International audienceUsing an accurate thin-layer cell, the electrochemical impedance corresponding...
We define a reflective–transmissive coefficient to characterize the boundary conditions of real elec...
The impedance concept as popularized by Oliver Heaviside in the 1880s may be used to model physical ...
Anomalous diffusion and memory effects on the impedance spectroscopy for finite-length situation
Two empirical, but plausible, previously published independent generalizations of the standard Poiss...
International audienceThe derivation of Warburg's impedance is revisited and critically analyzed. We...
This paper addresses the electrochemical impedance of diffusion in a spatially restricted layer. A p...
Impedance spectroscopy is a powerful and widely used technique for characterising processes in elect...
The response to an electric field of electrolytic solutions, gels, liquid crystals, and other soft m...
The impedance of diffusion is an important tool to investigate a wide variety of systems, including...
We discuss the origin of Warburg's impedance in unsupported electrolytic cells containing only one g...
The Poisson–Nernst–Planck (PNP) diffusional model is a successful theoretical framework to investiga...
International audienceWe investigate the role of the displacement current in the analysis of the ele...
We present the theoretical results elucidating the influence of uncompensated solution resistance on...
Based on fundamental electrode theory, an analytical transfer function to simulate the frequency imp...
International audienceUsing an accurate thin-layer cell, the electrochemical impedance corresponding...
We define a reflective–transmissive coefficient to characterize the boundary conditions of real elec...
The impedance concept as popularized by Oliver Heaviside in the 1880s may be used to model physical ...
Anomalous diffusion and memory effects on the impedance spectroscopy for finite-length situation
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