1966
DOI: 10.1016/0022-0728(66)80083-9
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The anodic bbhaviour of mercury in hydroxide ion solutions

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Cited by 143 publications
(85 citation statements)
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“…In the literature, many authors such Amstrong et al, 19 Abyaneh and Fleishmann, 20,21 Scharifker and Hills, 22 Heerman and Tarallo 23 etc, have developed nucleation and growth mathematic models that are frequently used to describe the growth process using chronoamperometry. At present, the most used nucleating model for describing the electro-crystallization process is the one developed by Scharifker and Hills (SH).…”
Section: Chronoamperometry (Current Transients I Vs T)-in This Resementioning
confidence: 99%
“…In the literature, many authors such Amstrong et al, 19 Abyaneh and Fleishmann, 20,21 Scharifker and Hills, 22 Heerman and Tarallo 23 etc, have developed nucleation and growth mathematic models that are frequently used to describe the growth process using chronoamperometry. At present, the most used nucleating model for describing the electro-crystallization process is the one developed by Scharifker and Hills (SH).…”
Section: Chronoamperometry (Current Transients I Vs T)-in This Resementioning
confidence: 99%
“…Inhibition process may be described assuming time dependent rate constant of the vertical growth process. Such processes were assumed earlier by Armstrong et al [55] for 3D growth process leading to passivation with the vertical rate constant described as: k ~ exp(-a t 3 ) and by Bosco and Rangarajan [48] (who corrected earlier errors). A two-rate model, in which the rates in horizontal and vertical directions were different, was first introduced by Armstrong et al [55] for a conical growth, Abyaneh [53,54] for hemospheroidal growth (the growth crossection is an ellipse) and discussed in detail by Bosco and Rangarajan [48].…”
Section: Introductionmentioning
confidence: 98%
“…Such processes were assumed earlier by Armstrong et al [55] for 3D growth process leading to passivation with the vertical rate constant described as: k ~ exp(-a t 3 ) and by Bosco and Rangarajan [48] (who corrected earlier errors). A two-rate model, in which the rates in horizontal and vertical directions were different, was first introduced by Armstrong et al [55] for a conical growth, Abyaneh [53,54] for hemospheroidal growth (the growth crossection is an ellipse) and discussed in detail by Bosco and Rangarajan [48]. Li and Lasia [46] used a partial inhibition model to explain hard gold electrocrystallization with instantaneous three-dimensional (3D) nucleation and growth, in which the vertical growth is described by two rate constants, one time independent and other time dependent, decreasing exponentially:…”
Section: Introductionmentioning
confidence: 98%
“…The geometric models for 2D and 3D nucleation and growth of anodic films that have been developed (1 1,12) treat the growth kinetics in terms of two growth rates and the nucleation rate. The growth rates involved are the lateral growth rate, kl, representing the crystal growth parallel to the plane surface of the electrode, and the vertical growth rate, k2, describing the growth perpendicular to the electrode surface.…”
Section: (B) Potential Step Dependencementioning
confidence: 99%
“…Experimental transients can be analyzed to give values for the parameters k2 and k :~ from the current maximum in the transient, i,, and the time to the current maximum, t,. For 3D nucleation and growth the equations for i, and t, are, (12) There have been some discussions concerning the validity of certain aspects of the 3D model (13) but this article will not deal with this question.…”
Section: (B) Potential Step Dependencementioning
confidence: 99%