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Activity coefficient equations three suffix

The values of the activity coefficients determined at the azeotropic composition can be used to calculate the coefficients in the Wilson equation (or any other of the three-suffix equations) and the equation used to estimate the activity coefficients at other compositions. Horsley (1973) gives an extensive collection of data on azeotropes. [Pg.346]

In the A-B binary solution the activity coefficients are given by the three-suffix Margules equations ... [Pg.95]

Fig. 3.6. Partial pressures (o), activities (6), and activity coefficients (c) for the system acetone-chloroform at 35.17 C. [Data of Zawidzki, Z. Physik. Chem. 35,129 (1900).] Activity coefficients fitted by three-suffix Margules equations Aab log 0.39, Aba log 0.51... Fig. 3.6. Partial pressures (o), activities (6), and activity coefficients (c) for the system acetone-chloroform at 35.17 C. [Data of Zawidzki, Z. Physik. Chem. 35,129 (1900).] Activity coefficients fitted by three-suffix Margules equations Aab log 0.39, Aba log 0.51...
For liquids and solids, determine the activity coefficients for binary and multicomponent mixtures through activity coefficient models, including the two-suffix Margules equation, the three-suffix Margules equation, the van Laar equation, and the Wilson equation. Identify when the symmetric activity coefficient model is appropriate and when you need to use an asymmetric model. [Pg.391]

Using the three-suffix Margules equation for activity coefficients gives ... [Pg.479]

In Examples 8.9 and 8.10, we explore different ways to fit model parameters of the two-suffix and three-suffix Margules equations, respectively, using experimental VLE data. We will use an entire data set to find the best value for the two-suffix Margules parameter A or the three-suffix Margules parameters A and B. When a model equation can be written in a linear form, a least-squares linear regression can be employed to determine the model parameters. Example 8.11 uses this method on the same data as used in Examples 8.9 and 8.10. This latter method is restricted to simpler activity coefficient models that can be written in linear form. [Pg.491]

However, we now use the three-suffix Margules equation to write the activity coefficients in terms of the Margules parameters, A and B. Applying the expressions in Table 7.2 ... [Pg.494]

VLE data can be used to obtain best-fit values of activity coefficient model parameters. A general approach appficable to any model is through the use of objective functions. An objective function takes account of the entire measured data set. It is written in terms of the difference between the calculated value of a given property and the experimental value of the same property. The model parameters are determined when the objective function is minimized. Alternatively, equations such as the two-suffix and three-suffix Margules equations can be rewritten to find model parameters through averages and linear regression. [Pg.539]

At a 300 K and 1 bar, a binary mixture of species a and b form two partially miscible liquid phases. The following activity coefficients at infinite dilution are reported 7 = Sandy = 15. Using the three-suffix Margules equation, determine the composition of two liquid phases in equilibrium. [Pg.555]


See other pages where Activity coefficient equations three suffix is mentioned: [Pg.46]    [Pg.149]    [Pg.452]   
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