Transient techniques

Author(s):  
Wolfgang Schmickler

The classical electrochemical methods are based on the simultaneous measurement of current and electrode potential. In simple cases the measured current is proportional to the rate of an electrochemical reaction. However, generally the concentrations of the reacting species at the interface are different from those in the bulk, since they are depleted or accumulated during the course of the reaction. So one must determine the interfacial concentrations. There are two principal ways of doing this. In the first class of methods one of the two variables, either the potential or the current, is kept constant or varied in a simple manner, the other variable is measured, and the surface concentrations are calculated by solving the transport equations under the conditions applied. In the simplest variant the overpotential or the current is stepped from zero to a constant value; the transient of the other variable is recorded and extrapolated back to the time at which the step was applied, when the interfacial concentrations were not yet depleted. In the other class of method the transport of the reacting species is enhanced by convection. If the geometry of the system is sufficiently simple, the mass transport equations can be solved, and the surface concentrations calculated. The interpretation becomes complicated if several reactions take place simultaneously. Since the measured current gives only the sum of the rate of all charge-transfer reactions, the elucidation of the reaction mechanism and the measurement of several rate constants becomes an art. A number of tricks can be used, such as complicated potential or current programs, auxiliary electrodes, etc., which work for special cases. There are several good books on the classical electrochemical techniques. Here we give a brief outline of the most important methods. We mostly restrict ourselves to the study of simple reactions, but will consider one example in which the charge-transfer reaction is preceded by a chemical reaction. The measurement of current and potential provides no direct information about the microscopic structure of the interface, though a clever experimentalist may make some inferences.

1991 ◽  
Vol 69 (5) ◽  
pp. 581-583
Author(s):  
Stephen L. Howard ◽  
Jaiming Wang ◽  
Alan L. Rockwood

The crossed-beam method was used to investigate the charge-transfer reaction of CO+ (X2Σ+, ν = 0) with CO (X1Σ+, ν = 0). Scattering of CO+ demonstrates that several vibrational states are populated. At a collisional energy of 1.1 eV, transfer of translational energy to vibrational energy is shown to occur by changes of an even number of vibrational quanta.


1969 ◽  
Vol 22 (7) ◽  
pp. 1349 ◽  
Author(s):  
DB Matthews

A theory is developed to predict the potential dependence at high rates, and the upper limit, of electrochemical charge transfer reactions. The theory utilizes a constant symmetry factor and shows how the properties of the overlapping electron distribution functions produce a non-linear dependence of log(rate) on electrode potential, and hence a dependence of the effective symmetry factor on electrode potential.


2005 ◽  
Vol 70 (2) ◽  
pp. 133-153 ◽  
Author(s):  
Marién M. Moreno ◽  
Ángela Molina

In this work we show analytical and easily manageable explicit equations corresponding to the application of any multipulse potential sequence to planar, spherical and cylindrical electrodes. We apply these expressions to study reversible charge transfer electrode processes in cyclic voltammetry with spherical electrodes, by considering that both members of the redox pair are initially present in solution, and showing that a conventional symmetrical sweep can be used under these conditions. These expressions allow study in depth fundamental aspects of cyclic voltammetry with spherical electrodes. Thus, in the cyclic voltammograms obtained for simple reversible processes with conventional spherical electrodes at different sweep rates, characteristic common points of non zero current (isopoints) appear from which unknown thermodynamic parameters of these systems can be easily determined. From these equations it can be predicted and demonstrated that there are important analogies of the I/E behavior between a simple reversible charge transfer reaction and a first-order catalytic process when any single or multipulse voltammetric transient techniques are applied.


1987 ◽  
Vol 65 (9) ◽  
pp. 1077-1081 ◽  
Author(s):  
Stephen L. Howard ◽  
Alan L. Rockwood ◽  
Walter Trafton ◽  
Bretislav Friedrich ◽  
Stephen G. Anderson ◽  
...  

The crossed-beam method was used to investigate the charge-transfer reaction of Kr+(2P3/2) with Kr at collision energies of 9.2 and 19.9 eV. A weak plasma ion source was used to generate a nearly pure Kr+(2P3/2) beam. The purity of the beam was tested by using CH4 as a probe reaction; because Kr+(2P3/2) generates [Formula: see text] and Kr+(2P1/2) generates [Formula: see text], the ratio, [Formula: see text], could be used to evaluate the spin-state composition of the reactant ion beam.The resonant reaction occurs via a process well described by a rectilinear-trajectory impact-parameter model proceeding via a [Formula: see text], intermediate in which the electron "hole" is shared equally by both partners. Also evident is the endoergic fine-structure reaction with ΔJ = −1. At 9.2 eV, the endothermic-channel product is scattered at a definite angle, suggesting a short-range interaction that selects a particular impact parameter. At the higher energy investigated, the fine-structure splitting is also evident once the data are deconvoluted. However, the scattering angle is reduced to near zero, corresponding to nearly rectilinear tragectories for both channels at this energy. The population of both channels is in general accord with accepted theories for ion–atom charge exchange, but the energy range at which it is observed is far removed from that predicted (we observe nearly equal cross sections for both channels at energies three orders of magnitude lower than those predicted by theory).


1983 ◽  
Vol 61 (6) ◽  
pp. 838-843 ◽  
Author(s):  
Masaharu Tsuji ◽  
Toshinori Mizuguchi ◽  
Keiji Shinohara ◽  
Yukio Nishimura

Two emission systems of CCl+ have been observed by the dissociative charge-transfer reaction of He+ with CCl4 in the 230–255 and 390–405 nm region. The former system had been detected from an electronic discharge in CCl4 vapor, though the electronic transition had not been known definitely. On the other hand, the latter system was observed for the first time in this work. By comparison with spectroscopic constants obtained by ab initio calculations, the 230–255 and 390–405 nm bands were assigned to the A1Π–X1Σ+ and a3Π1–X1Σ+ systems, respectively. From the vibrational analysis of the a−X system, the following spectroscopic constants have been determined for the new state (in cm−1):a3Π,:Te = 25 480.6 ± 1.5; ωe = 1120.3 ± 1.0; ωexe = 7.52 ± 0.14. The mechanism of charge-transfer ionization leading to the CCl+ (A, a) states was discussed in comparison with that of electron-impact ionization.


1986 ◽  
Vol 5 (6) ◽  
pp. 351-366 ◽  
Author(s):  
T. H. Tran-Thi ◽  
A. M. Koulkes-Pujo ◽  
J. C. Mialocq ◽  
G. Folcher

The influence of viscous H2O-Dextran media on two charge transfer reactions has been investigated using laser photolysis coupled with pico and nanosecond time resolved absorption spectroscopy.In the first case, a charge-transfer reaction from a solute (potassium ferrocyanide) to the solvent was studied and the electron solvation dynamics was followed. A solvation time delay, depending on the polymer concentration, is observed which indicates that electrons remain quasi-free for longer periods in these media.In the second case, the quenching process of the triplet state of an excited metallo porphyrin(ZnP4+) by an electron acceptor, methylviologen chloride (MV2+, 2 Cl–) is studied. The measured triplet quenching rate constant values decrease with increasing dextran concentration, but remain higher than those calculated, taking into account a simple viscosity effect. This result is explained in terms of a competition between a decay of the diffusion rate constants of (ZnP4+)* and MV2+ due to a viscosity effect and an enhanced cage effect around the ions (ZnP4+*, MV2+). Once formed, this last effect favours the charge transfer reaction.


2020 ◽  
Author(s):  
Matthew Stout ◽  
Brian Skelton ◽  
Alexandre N. Sobolev ◽  
Paolo Raiteri ◽  
Massimiliano Massi ◽  
...  

<p>Three Re(I) tricarbonyl complexes, with general formulation Re(N^L)(CO)<sub>3</sub>X (where N^L is a bidentate ligand containing a pyridine functionalized in the position 2 with a thione or a thiazol-2-ylidene group and X is either chloro or bromo) were synthesized and their reactivity explored in terms of solvent-dependent ligand substitution, both in the ground and excited states. When dissolved in acetonitrile, the complexes bound to the thione ligand underwent ligand exchange with the solvent resulting in the formation of Re(NCMe)<sub>2</sub>(CO)<sub>3</sub>X. The exchange was found to be reversible, and the starting complex was reformed upon removal of the solvent. On the other hand, the complexes appeared inert in dichloromethane or acetone. Conversely, the complex bound to the thiazole-2-ylidene ligand did not display any ligand exchange reaction in the dark, but underwent photoactivated ligand substitution when excited to its lowest metal-to-ligand charge transfer manifold. Photolysis of this complex in acetonitrile generated multiple products, including Re(I) tricarbonyl and dicarbonyl solvato-complexes as well as free thiazole-2-ylidene ligand.</p>


2021 ◽  
Vol 11 (1) ◽  
Author(s):  
Fukun Wang ◽  
Jianguo Wang ◽  
Li Cai ◽  
Rui Su ◽  
Wenhan Ding ◽  
...  

AbstractTwo special cases of dart leader propagation were observed by the high-speed camera in the leader/return stroke sequences of a classical triggered lightning flash and an altitude-triggered lightning flash, respectively. Different from most of the subsequent return strokes preceded by only one leader, the return stroke in each case was preceded by two leaders occurring successively and competing in the same channel, which herein is named leader-chasing behavior. In one case, the polarity of the latter leader was opposite to that of the former leader and these two combined together to form a new leader, which shared the same polarity with the former leader. In the other case, the latter leader shared the same polarity with the former leader and disappeared after catching up with the former leader. The propagation of the former leader in this case seems not to be significantly influenced by the existence of the latter leader.


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