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Potential electrolytes schematic presentation

The polypyrrole molecular interface has been electrochemically synthesized between the self-assembled protein molecules and the electrode surface for facilitating the enzyme with electron transfer to the electrode. Figure 9 illustrates the schematic procedure of the electrochemical preparation of the polypyrrole molecular interface. The electrode-bound protein monolayer is transferred in an electrolyte solution containing pyrrole. The electrode potential is controlled at a potential with a potentiostat to initiate the oxidative polymerization of pyrrole. The electrochemical polymerization should be interrupted before the protein monolayer is fully covered by the polypyrrole layer. A postulated electron transfer through the polypyrrole molecular interface is schematically presented in Fig. 10. [Pg.341]

We started this book with a schematic presentation (Fig. lA) of the current-potential relationship in an electrolytic cell from the region where no current is flowing, in spite of the applied potential, to the region where the current rises exponentially with potential, following an equation such as Eq. 8D and through the limiting current region, where the current has a constant value, determined only by the rate of mass transport to the electrode surface or away from it. [Pg.350]

FIGURE 8.29 A schematic presentation of the dependency of the electrophoretic mobility ( potential) on pH when the divalent cations precipitate as metal hydroxides on the particle surface at high pH. (a) Normal behavior for increasing electrolyte concentration, (b) Metal hydroxide (5) form at high pH. (c-d) Depending on the electrolyte concentration the second crossover point moves to lower pH due to enhanced surface precipitation. (From James, R.O. and Healy, T.W., J. Colloid Interface ScL, 40, 61, 1972. With permission of Harcourt Inc.)... [Pg.495]

Fig. II.9.9a Schematic presentation of anodic and cathodic partial current densities dashed lines), net current densities thin full line) and the position of the equilibrium electrode potential Eq for a silver electrode and a glass electrode (one glass-solution interface). Subscript gl indicates the surface of a glass membrane and sol indicates the electrolyte solution... Fig. II.9.9a Schematic presentation of anodic and cathodic partial current densities dashed lines), net current densities thin full line) and the position of the equilibrium electrode potential Eq for a silver electrode and a glass electrode (one glass-solution interface). Subscript gl indicates the surface of a glass membrane and sol indicates the electrolyte solution...
If the difference between the reversible potentials of metals A and B is sufficient, and the constituents of the alloy mix in the solid state forming solid solution and a metal B passivates in the electrolyte used (case b), replacement reaction will not take place during the off-time (/ = 0). Such a case is schematically presented in Fig. 7.37. The current density change is presented in (a), while corresponding potential change is presented in (b). During the current density pulse, everything is the same as in a previous case. The absence of replacement reaction is... [Pg.273]

Figure 8 Schematic presentation of the variation of the current density and of the electrode potential as a function of the distance from the contact of two metals immersed in an electrolyte. Figure 8 Schematic presentation of the variation of the current density and of the electrode potential as a function of the distance from the contact of two metals immersed in an electrolyte.
The potential dependence of the velocity of an electrochemical phase boundary reaction is represented by a current-potential curve I(U). It is convenient to relate such curves to the geometric electrode surface area S, i.e., to present them as current-density-potential curves J(U). The determination of such curves is represented schematically in Fig. 2-3. A current is conducted to the counterelectrode Ej in the electrolyte by means of an external circuit (voltage source Uq, ammeter, resistances R and R") and via the electrode E, to be measured, back to the external circuit. In the diagram, the current indicated (0) is positive. The potential of E, is measured with a high-resistance voltmeter as the voltage difference of electrodes El and E2. To accomplish this, the reference electrode, E2, must be equipped with a Haber-Luggin capillary whose probe end must be brought as close as possible to... [Pg.40]

Thus, it is interesting to note that high-purity aluminum rests at a potential at which corrosion is at its minimum and is, indeed, relatively very small. It is also largely independent of the anions present in the electrolyte.69 This may be attributed to the coulombic repulsion of anions away from the surface by the negative charge on the metal. The latter seems not to be completely compensated in a thin oxide film, as shown schematically in Fig. 9, so that the solution side of the double layer formed at the O/S interface contains excess cations, anions being repelled. The anions could approach the O/S interface either at thicker films or at potentials more positive than the OCP. [Pg.422]

We assumed in Fig. 4.2 that no surface charge or surface dipole is present in the semiconductor. In general, however, both surface charges and surface dipoles are present in the semiconductor owing to adsorption equilibria for various ions between the electrolyte and the semiconductor surface as well as formation of polar bonds at the semiconductor surface. Such surface charges and surface dipoles change the potential difference in the (outer) Helmholtz layer and thus cause shifts in the surface band positions, as shown schematically in Fig. 4.3. The shifts can be expressed as changes in 0(0) or in the above equations, with the... [Pg.35]

Fig. 4.2 Schematic illustrations of (a) the charge distribution, (b) the charge-density distribution, (c) the potential distribution, and (d) the band bending at the semiconductor/redox electrolyte interface, assuming that no surface charge nor surface dipole is present. Fig. 4.2 Schematic illustrations of (a) the charge distribution, (b) the charge-density distribution, (c) the potential distribution, and (d) the band bending at the semiconductor/redox electrolyte interface, assuming that no surface charge nor surface dipole is present.
A schematic representation of the electrode-electrolyte interface is given as Figure 7.10, where the block used to represent the local Ohmic impedance reflects the complex character of the Ohmic contribution to the local impedance response. The impedance definitions presented in Table 7.2 were proposed by Huang et al. ° for local impedance variables. These differ in the potential and current used to calculate the impedance. To avoid confusion with local impedance values, the symbol y is used to designate the axial position in cylindrical coordinates. [Pg.124]

Reduction of ZnAlNOj -LDH-PANI involves the ingress of electrolyte chargebalancing cations, essentially hindered for bulky BU4N+ species. A schematic representation of reduction processes from the emeraldine form is presented in Figure 8.10. Cathodic processes also behave irreversibly, attributable to the difficulty in removing anions from the LDH framework and the concomitant ingress of electrolyte cations into the LDH-PANI system. Oxidation of PANI species generated by electrochemical reduction of the parent emeraldine-type LDH-PANI should occur at potentials... [Pg.176]

FIGURE 3.3 Schematic drawing of the Gouy-Chapman model of the interface. A plane surface bearing a surface charge Cj (which in turn determines a surface potential is in contact with an electrolyte solution, where a diffuse layer is present. [Pg.34]

It is easily seen from the figime that for a given potential difference the current in the corrosion cell, and hence the corrosion rate at the anode, is the higher the smaller the value of the different resistances present. For example, if one increases the distances between the electrodes or the resistivity of the solution, the current between anode and cathode will become smaller. In practice, the anode and the cathode of a corrosion cell are usually not parallel and the current density therefore varies locally with distance. This is schematically illustrated by Figure 8, which shows an anode and a cathode in contact with each other in such a way that their surfeces exposed to an electrolyte are in the same plane. Such a situation could arise when two different metals are joined together. The figure shows schematically... [Pg.16]


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