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Aspen Physical Property System - Physical Property Models

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Model Type<br />

<strong>Aspen</strong> Liquid Mixture Viscosity Liquid<br />

ASTM Liquid Mixture Viscosity Liquid<br />

Twu liquid viscosity Liquid<br />

Viscosity quadratic mixing rule Liquid<br />

Andrade Liquid Mixture Viscosity<br />

The liquid mixture viscosity is calculated by the modified Andrade equation:<br />

Where:<br />

kij<br />

mij<br />

3 Transport <strong>Property</strong> <strong>Models</strong> 247<br />

=<br />

=<br />

fi depends on the option code for the model MUL2ANDR.<br />

If first option code of<br />

Then fi is<br />

MUL2ANDR is<br />

0 (Default) Mole fraction of component i<br />

1 Mass fraction of component i<br />

Note that the Andrade liquid mixture viscosity model is called from other<br />

models. The first option codes of these models cause fi to be mole or mass<br />

fraction when Andrade is used in the respective models. To maintain<br />

consistency across models, if you set the first option code for MUL2ANDR to<br />

1, you should also the set the first option code of the other models to 1, if<br />

they are used in your simulation.<br />

Model Model Name<br />

MUL2JONS Jones-Dole Electrolyte Viscosity model<br />

DL0WCA Wilke-Chang Diffusivity model (binary)<br />

DL1WCA Wilke-Chang Diffusivity model (mixture)<br />

DL0NST Nernst-Hartley Electrolyte Diffusivity model (binary)<br />

DL1NST Nernst-Hartley Electrolyte Diffusivity model (mixture)<br />

The binary parameters kij and mij allow accurate representation of complex<br />

liquid mixture viscosity. Both binary parameters default to zero.<br />

Parameter Symbol Default MDS Lower Upper Units<br />

Name/Element<br />

Limit Limit<br />

ANDKIJ/1 a ij 0 — — — —<br />

ANDKIJ/2 b ij 0 — — — —<br />

ANDMIJ/1 c ij 0 — — — —<br />

ANDMIJ/2 d ij 0 — — — —<br />

The pure component liquid viscosity �i *,l is calculated by the General Pure<br />

Component Liquid Viscosity model.

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