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The Interpretation of Mesopore Equation using Standard Curve

The Interpretation of Mesopore Equation Using Standard Curve [Pg.197]

The interpretation of Eq. (217) presented here is classical in its approach and should work for any standard curve. The x interpretation of the standard curve is used here. [Pg.197]

First - a practical matter, x theory can provide some guidance for the initial estimates of the parameters. The estimates are the same as for Eq. (182) but the same advice concerning a graphical guidance apply. This latter method is the best way to get an initial estimate of J. [Pg.198]

The interpretation of the parameters is basically the same for the meso-pore analysis as it is for the micropore analysis with additional relationship with respect to the presence of the parameter J. Thus, Eq. (190) is a test for the validity of the calculation of the pore radius. Eqs. (184) and (186) yield the total surface area and the final external surface area (waU plus pore openings), respectively. Eq. (185) is modified by the addition of the parameter/  [Pg.198]

The above analysis, which includes the last term of Eq. (217), will be referred to as the mesopore analysis . An analysis without this last term, which is identical to the analysis for microporous materials described previously will be referred to as micropore an ysis . Essentially, the non-inter-preted micropore analysis uses Eq. (217) without the last term and sets the pore radius, in place of Eq. (196) equal to t obtained from Eq. (194). (Simply doing this does not yield the same value for t as obtained from the mesopore analysis due to the interactions between the parameters in the fitting routine.) [Pg.198]




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Equation of curve

Standard curve

Standardization curve

The -Curve

The Standards

Useful Equations

Using the Curves

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