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Aspen Physical Property System - Physical Property Models

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Where the L, M, and N are parameters that vary depending on the equation of<br />

state and whether the temperature is above or below the critical temperature<br />

of the component.<br />

For Soave-Redlich-Kwong:<br />

Subcritical T Supercritical T<br />

L (0)<br />

M (0)<br />

N (0)<br />

L (1)<br />

M (1)<br />

N (1)<br />

0.544000 0.379919<br />

1.01309 5.67342<br />

0.935995 -0.200000<br />

0.544306 0.0319134<br />

0.802404 1.28756<br />

3.10835 -8.000000<br />

Use of Alpha Functions<br />

The use of alpha functions in Soave-Redlich-Kwong based equation-of-state<br />

models is given in the following table. You can verify and change the value of<br />

possible option codes on the Properties | <strong>Property</strong> Methods | <strong>Models</strong><br />

sheet.<br />

Alpha Function Model Name First Option Code<br />

original RK ESRK0, ESRK —<br />

standard RKS ESRKSTD0, ESRKSTD<br />

*<br />

standard RKS/Boston-Mathias *<br />

ESRKSWS0, ESRKSWS<br />

ESRKSV10, ESRKV1<br />

ESRKSV20, ESRKSV2<br />

Mathias/Boston-Mathias ESRKA0, ESRKA —<br />

Extended Mathias/Boston-<br />

Mathias<br />

78 2 Thermodynamic <strong>Property</strong> <strong>Models</strong><br />

—<br />

1, 2 (default)<br />

0<br />

1<br />

1<br />

1<br />

ESRKU0, ESRKU —<br />

Mathias-Copeman ESRKSV10, ESRKSV1<br />

ESRKSV20, ESRKSV2<br />

Schwartzentruber-Renon-<br />

Watanasiri<br />

ESPRWS0, ESPRWS<br />

ESRKSV10, ESRKSV1<br />

ESRKSV20, ESRKSV2<br />

Twu generalized * 5<br />

Gibbons-Laughton with Patel<br />

extension<br />

Mathias for T < Tc; Boston-<br />

Mathias for T > Tc<br />

2<br />

2<br />

* 3<br />

* 4<br />

3 (default)<br />

3 (default)<br />

3 (default)<br />

* ESRKSTD0, ESRKSTD, ESRKS0, ESRKS, ESSRK, ESSRK0, ESRKSML,<br />

ESRKSML0. The default alpha function (option code 2) for these models is the

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