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Analytical solution for a linear adsorption isotherm

A simple equation derived by Sutherland (1952) can be used as a first approximation but its range of application is very limited (Miller 1990). The derivation of Sutherland is based on a linear adsorption equation of the form [Pg.109]

The parameter r denotes the interfacial concentration in the equilibrium state of adsorption. The determination of the function exp( )erfc( ) is very complicated and values are obtained either from tables or from calculations via special numerical procedures (described in Appendix 4B). [Pg.109]

As mentioned before, this relation is valid only at very small coverages of the interface. Therefore, either T(t) [and consequently y(t)], has to be calculated numerically from Eq. [Pg.109]

Collocation Solution FOR a Langmuir-Type Adsorption Isotherm [Pg.109]

Recently, the model of diffusion controlled adsorption was solved by a so-called collocation method using the Langmuir isotherm (2.37) (Ziller Miller 1986). If we define a [Pg.109]


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