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Binary Adsorption at a Constant Pressure

Assuming that Lewis rule applies regardless of the pressure and that the value for j and 2 specified only by the value one expects for the pure adsorbate (1 or 2) at the specified pressure then Eq. (172) could be symbolized as. [Pg.160]

It is clear that within the space of the pores that it is not possible for both adsorbates 1 and 2 to follow the x equation or the standard curve. If adsorbate 1 has a much higher EJ than adsorbate 2 then the adsorption of 1 will predominate and adsorbate 2 will fill out the remaining space according to Lewis rule. Therefore, the value of Xc for adsorbate 1 will remain unchanged, whereas X for adsorbate 2 will change due to the pre-adsorption of 1. For whatever total pressure is used, then Up will equal n i at that pressure. Picking a particular pressure for a standard (in many cases 1 atm at which the experiment is performed) and since n is linear with x, this yields two equations [Pg.160]

An example of some data where both the pure adsorption isotherms were obtained over a broad pressure range and the binary phase diagrams at [Pg.161]

1 atm pressure were also measured are given by Danner and Wenzel [40]. The measurements were made for the various combinations of CO, N2 and [Pg.161]

A summary of the obtained parameters is given in Table 25. The analyses of the adsorption isotherms for the pure adsorbate is given in Chapter 6. The simple, flat-surface x theory is not appropriate for analysis in micropores and the expansion on the theory is present in Chapter 6. The order of the lEgls are [Pg.161]


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