Henry's law of adsorption on a fractal surface

The Influence of the Temperature of Calcination on the Surface Fractal Dimensions of Ca(OH)2-Derived Sorbents

“…[3]. The alternative methods based on the so-called fractal BET models have been proposed recently (27)(28)(29) (27) is based on a system of pores that is equivalent to a fractal surface by virtue of its fractal surfaces to yield an expression of the form (31, 34, 35) power-law dimension distribution in pore sizes. This dimension is duly incorporated into an integral expression for the total amount adsorbed at a given relative pressure of .…”

Fractal Approach to Adsorption/Desorption Processes on Environmental Surfaces

“…Nonetheless, for the filling of a slit-like pore, the film grows from two opposite adsorbing surfaces and stops growing when the two films meet. A BET-like theory that takes into account multiple-surface effects has been developed by Cole et al [50]. Such an approach replaces the D s -dimensional surface by an equivalent system of pores, each of which can be treated as independent.…”

“…The surface fractal dimension enters Equation (6.24) through the pore size distribution [50]. Equation (6.24) holds for any surface with 2 ≤ D s ≤ 3.…”

Hydrodynamic influence on the fractal morphology of the linoleic acid adsorbed layer at the mercury/electrolyte interface

“…The study of adsorption kinetics was 3 also extended to kinetics of diffusion limited adsorption on not smooth but fractal electrode surfaces [7]. In general, hitherto more work has been directed towards studying adsorption on fractal surfaces [8][9][10][11] than fractality of the adsorbed layer itself or its changes during the adsorption process [12][13][14]. On the other hand, considerable theoretical [15][16][17] and experimental [18][19][20] efforts have been made to understand and to explain the fractal structures that result from processes of aggregation in two and three dimensions.…”