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Kinetic diffusion-controlled

FIGURE 1.21 An example of a complex-plane impedance plot (Nyquist plane) for an electrochemical system under mixed kinetic/diffusion control, with the mass transfer and kinetics (charge transfer) control regions, for a finite thickness 8N of the diffusion layer. Assumption was made that Kf Kh at the bias potential of the measurement, and D0I = Dmd = D, leading to RB = RCT (krb8N/ >). [Pg.28]

Different forms of the impedance plots can be obtained for an electrochemical system described by a mixed kinetic/diffusion control process, depending on the parameters of diffusion and charge transfer. An example of a Nyquist plot is presented in Figure 1.21. [Pg.28]

In the potential region where mixed kinetic-diffusion control prevails... [Pg.32]

It is well known that when mass transport is purely controlled by the reaction diffusion in the electrode or electrolyte, the electrochemical responses at the rough interface obey the generalized form of the Cottrell equation. For certain cases, however, classical fractal behavior under diffusion-controlled constraint is replaced by mixed kinetic/diffusive control (de Levie and Vogt, 1990 Kant and Rangarajan, 1995 Jung and Pyun, 2006a,b). Taking oc = (dp - l)/2, the chronoamperometric current becomes (Dassas and Duby, 1995 Stromme et al., 1995 Andrieux and Audebert, 2001) ... [Pg.42]

FIG. 6 Kinetic zone diagram illustrating the regions of finite irreversible kinetics, diffusion-controlled feedback, and insulating substrate behavior. (From Ref. 14. Copyright 1992 American Chemical Society.)... [Pg.209]

Lin, S. Y., Chang, H. Ch., and Chen, . M., The effect of bulk concentration on sutfactant adsorption processes the shift from diffusion-control to mixed kinetic-diffusion control with bulk concentration, J. Chem. Eng. Japan, Vol. 29, No. 4, pp. 634-641,1996. [Pg.361]

Nonequilibrium Treatment of Solidification. In the following, as examples of nonequilibrium treatments of solidification in a binary system, a kinetic-diffusion controlled dendritic crystal growth and a buoyancy-influenced dendritic crystal growth are examined. [Pg.714]

A dispersed-element model for kinetic-diffusion controlled growth. Assuming that a total number ns of spherical crystals are nucleated per unit volume at a supercooling of A Tsc =Tm-T(, then these crystals can grow to final grain radius of Rc... [Pg.714]

Figure 12. Possible Donnan effects on elution profiles obtained by the method of Hummel and Ureyer. Ligand concentrations are supposed to be monitored both in void volume (solid line) and inside gel particles (dashed line) at the positive peak. A, no redistribution B and C, redistribution with fast diffusion of ligand D and E, redistribution with a kinetic diffusion control. Figure 12. Possible Donnan effects on elution profiles obtained by the method of Hummel and Ureyer. Ligand concentrations are supposed to be monitored both in void volume (solid line) and inside gel particles (dashed line) at the positive peak. A, no redistribution B and C, redistribution with fast diffusion of ligand D and E, redistribution with a kinetic diffusion control.
EMULSION POLYMERIZATION KINETICS - DIFFUSION CONTROLLED REACTIONS AND MOLECULAR WEIGHT AND BRANCHING DEVELOPMENT... [Pg.140]


See other pages where Kinetic diffusion-controlled is mentioned: [Pg.276]    [Pg.29]    [Pg.343]    [Pg.91]    [Pg.401]    [Pg.234]    [Pg.270]    [Pg.365]    [Pg.522]    [Pg.879]    [Pg.885]    [Pg.194]    [Pg.572]    [Pg.84]    [Pg.346]    [Pg.352]    [Pg.102]   


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