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Potential variation through electrical

Figure 1. Potential variation through the electrical double layer for a higher concentration of potential-determining ion (a), a lower concentration of potential-determining ion (b), and in the presence of a specifically adsorbed counter ion with a potential-determining ion below the point-of-zero charge (c). Note that the potential in all three instances could be identical. (Reproduced, with permission, from Ref. 1. Copyright 1970, International Union of Pure and Applied Chemists.)... Figure 1. Potential variation through the electrical double layer for a higher concentration of potential-determining ion (a), a lower concentration of potential-determining ion (b), and in the presence of a specifically adsorbed counter ion with a potential-determining ion below the point-of-zero charge (c). Note that the potential in all three instances could be identical. (Reproduced, with permission, from Ref. 1. Copyright 1970, International Union of Pure and Applied Chemists.)...
The variation of the electric potential in the electric double layer with the distance from the charged surface is depicted in Figure 6.2. The potential at the surface ( /o) linearly decreases in the Stem layer to the value of the zeta potential (0- This is the electric potential at the plane of shear between the Stern layer (and that part of the double layer occupied by the molecules of solvent associated with the adsorbed ions) and the diffuse part of the double layer. The zeta potential decays exponentially from to zero with the distance from the plane of shear between the Stern layer and the diffuse part of the double layer. The location of the plane of shear a small distance further out from the surface than the Stem plane renders the zeta potential marginally smaller in magnitude than the potential at the Stem plane ( /5). However, in order to simplify the mathematical models describing the electric double layer, it is customary to assume the identity of (ti/j) and The bulk experimental evidence indicates that errors introduced through this approximation are usually small. [Pg.158]

Fig. 2.3 (a) Typical classical trajectory for an electron moving in one dimension in an electric field (eqn 2.19). (b) Variation of kinetic and potential energy through the trajectory. [Pg.21]

Through the combination of SPR with a - poten-tiostat, SPR can be measured in-situ during an electrochemical experiment (electrochemical surface plasmon resonace, ESPR). Respective setups are nowadays commercially available. Voltammetric methods, coupled to SPR, are advantageously utilized for investigations of - conducting polymers, thin film formation under influence of electric fields or potential variation, as well as - electropolymerization, or for development of -> biosensors and - modified electrodes. Further in-situ techniques, successfully used with SPR, include electrochemical - impedance measurements and -+ electrochemical quartz crystal microbalance. [Pg.505]

Figure 11.2 shows a schematic illustration of an electrochemical cell. The potential difference between the anode and the cathode gives rise to a variation in the electrostatic potential through the ceU. Since the electrolyte is conducting, there is no electrical field there and the potential is constant. The potential variation happens in the so-called dipole layer close to the two electrodes and sets up strong electrical fields there. The field is set up by the electrons in the electrode (or holes for a positive electrode) and the counterions in the electrolyte—the total charge in the surface and in the screening layer in the electrolyte is the same (otherwise, there would be a field in the electrolyte). [Pg.156]

Other resolutions of the Poisson Nernst Planck equations (i.e. using various simplifying assumptions) have been proposed that couple the adsorption, desorption and permeation of ions through a membrane (e.g. [273,274]) as might be observed for a carrier-mediated transport. For example, for a symmetrical membrane (identical electrolyte on both sides of the membrane) and variation in the electrical potential profile given by i//m, /int can be estimated from ... [Pg.490]

Another electric signal recorded from the surface of the skull is termed contingent negative variation (CNV). This is a very late potential fluctuation in the parietal region that arises when a subject participating in a reaction time experiment is advised, through a warning stimulus, of the imminence of another stimulus to which he or she has to respond. [Pg.76]

Electrospray ionization is one of several variations of atmospheric pressure ionization (API) as applied to the outlet of an HPLC unit attached to the inlet of the mass spectrometer. These variations have in common the formation of a very fine spray (nebulization) from which the solvent can be quickly removed. The small particles are then ionized by a corona discharge at atmospheric pressure and swept by the continuous flow of the particles and a small electrical potential that moves the positively charged particles through a small orifice into the evacuated mass spectrometer. [Pg.11]


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Electrical potential

Potential variation through electrical double layer

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