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Aspen Physical Property System - Physical Property Models

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The contribution to the activity coefficient of component I from the<br />

combinatorial term is thus:<br />

Molecular components<br />

It is easy to show that activity coefficients for molecular components from the<br />

Flory-Huggins term are normalized; that is<br />

where I applies to all molecular components in the solution.<br />

Ionic components with symmetric reference state<br />

Applying Eq. 10, the symmetric activity coefficients for ionic components from<br />

the Flory-Huggins term can be carried out as follows:<br />

with<br />

where I applies to all molecular components in the solution.<br />

128 2 Thermodynamic <strong>Property</strong> <strong>Models</strong><br />

(70)<br />

(71)<br />

(72)<br />

(73)<br />

(74)<br />

(75)<br />

(76)<br />

(77)<br />

Ionic components with infinite dilution aqueous solution<br />

Applying Eq. 12, the unsymmetric activity coefficients for ionic components in<br />

aqueous solutions can be carried out as follows:<br />

(78)<br />

(79)

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