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Aspen Physical Property System - Physical Property Models

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A databank called PC-SAFT contains both unary and binary PC-SAFT<br />

parameters available from literature; it must be used with the PC-SAFT<br />

property method. The unary parameters available for segments are stored in<br />

the SEGMENT databank. If unary parameters are not available for a species<br />

(solvent or segment) in a calculation, the user can perform an <strong>Aspen</strong> Plus<br />

Data Regression Run (DRS) to obtain unary parameters. For non-polymer<br />

components (mainly solvents), the unary parameters are usually obtained by<br />

fitting experimental vapor pressure and liquid molar volume data. To obtain<br />

unary parameters for a segment, experimental data on liquid density of the<br />

homopolymer that is built by the segment should be regressed. Once the<br />

unary parameters are available for a segment, the ideal-gas heat capacity<br />

parameter CPIG may be regressed for the same segment using experimental<br />

liquid heat capacity data for the same homopolymer. In addition to unary<br />

parameters, the binary parameter PCSKIJ for each solvent-solvent pair, or<br />

each solvent-segment pair, or each segment-segment pair, can be regressed<br />

using vapor-liquid equilibrium (VLE) data in the form of TPXY data in <strong>Aspen</strong><br />

Plus.<br />

Note: In Data Regression Run, a homopolymer must be defined as an<br />

OLIGOMER type, and the number of the segment that builds the oligomer<br />

must be specified.<br />

Peng-Robinson<br />

The Peng-Robinson equation-of-state is the basis for the PENG-ROB and PR-<br />

BM property methods. The model has been implemented with choices of<br />

different alpha functions (see Peng-Robinson Alpha Functions) and has been<br />

extended to include advanced asymmetric mixing rules.<br />

Note: You can choose any of the available alpha functions, but you cannot<br />

define multiple property methods based on this model using different alpha<br />

functions within the same run.<br />

By default, the PENG-ROB property method uses the literature version of the<br />

alpha function and mixing rules. The PR-BM property method uses the<br />

Boston-Mathias alpha function and standard mixing rules. These default<br />

property methods are recommended for hydrocarbon processing applications<br />

such as gas processing, refinery, and petrochemical processes. Their results<br />

are comparable to those of the property methods that use the standard<br />

Redlich-Kwong-Soave equation-of-state.<br />

When advanced alpha function and asymmetric mixing rules are used with<br />

appropriately obtained parameters, the Peng-Robinson model can be used to<br />

accurately model polar, non-ideal chemical systems. Similar capability is also<br />

available for the Soave-Redlich-Kwong model.<br />

The equation for the Peng-Robinson model is:<br />

Where:<br />

2 Thermodynamic <strong>Property</strong> <strong>Models</strong> 47

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