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Srinivasan-Gileadi model

Two of the relationships compiled in Table 8.1 (corresponding to two applications related to the Srinivasan-Gileadi model [47]) reflect the mathematical dependence shown in the graphics thus, the film formation process could be controlled by quasi-reversible adsorption in region A and by irreversible adsorption in region C. It is, therefore, advisable to examine the physicochemical processes involved, that is, to verify if the theoretical model is consistent with the observed phenomenon. In this way, complementary results are obtained. [Pg.200]

Besides, two cases can be found for the Srinivasan-Gileadi model using variable conditions of the surface coverage under potentiodynamic experiments. In the case of a reversible adsorption and for the standard condition 0 = 0.5... [Pg.203]

Diagnostic Parameters Criteria for the Different Growth Models Nucleation-Growth-Overlap (I) [39] Miiller-Calandra (II) [43,44] and Srinivasan-Gileadi (III) [47] under Potentiodynamic Conditions... [Pg.199]

Miiller-Calandra, Srinivasan-Gileadi, and instantaneous nucleation-growth overlap models... [Pg.645]


See other pages where Srinivasan-Gileadi model is mentioned: [Pg.199]    [Pg.200]    [Pg.201]    [Pg.199]    [Pg.200]    [Pg.201]    [Pg.661]   
See also in sourсe #XX -- [ Pg.203 ]




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