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Aspen Physical Property System - Physical Property Models

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� Entropy:<br />

� Heat capacity:<br />

� refers to an arbitrary phase which can be solid, liquid, or ideal gas. For each<br />

phase, multiple sets of parameters from 1 to n are present to cover multiple<br />

temperature ranges. The value of the parameter n depends on the phase.<br />

(See tables that follow.) When the temperature is outside all these<br />

temperature ranges, linear extrapolation of properties versus T is performed<br />

using the slope at the end of the nearest temperature bound.<br />

The four properties Cp, H, S, and G are interrelated as a result of the<br />

thermodynamic relationships:<br />

There are analytical relationships between the expressions describing the<br />

properties Cp, H, S, and G (equations 1 to 4). The parameters an,i to hn,i can<br />

occur in more than one equation.<br />

The <strong>Aspen</strong> <strong>Physical</strong> <strong>Property</strong> <strong>System</strong> has other models which can be used to<br />

calculate temperature-dependent properties which the BARIN equations can<br />

calculate. The <strong>Aspen</strong> <strong>Physical</strong> <strong>Property</strong> <strong>System</strong> uses the parameters in<br />

THRSWT to determine which model is used. See Pure Component<br />

Temperature-Dependent Properties for details.<br />

If this parameter is 200 to 211 Then the BARIN equations are<br />

used to calculate<br />

THRSWT/3 Liquid vapor pressure<br />

THRSWT/5 Solid heat capacity<br />

THRSWT/6 Liquid heat capacity<br />

THRSWT/7 Ideal gas heat capacity<br />

The liquid vapor pressure is computed from Gibbs energy as follows:<br />

ln p = (G L - G V )/RT + ln p ref<br />

where p is the vapor pressure, and p ref is the reference pressure 101325 Pa.<br />

Thus, parameters for both liquid and vapor are necessary to calculate vapor<br />

pressure.<br />

Solid Phase<br />

The parameters in range n are valid for temperature: Tn,l s < T < Tn,h s<br />

2 Thermodynamic <strong>Property</strong> <strong>Models</strong> 229<br />

(4)<br />

(3)

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