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Viscoelastic behavior of molten polymers in porous media

โœ Scribed by Nandor Siskovic; Dale R. Gregory; Richard G. Griskey


Publisher
American Institute of Chemical Engineers
Year
1971
Tongue
English
Weight
482 KB
Volume
17
Category
Article
ISSN
0001-1541

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โœฆ Synopsis


Abstract

The modification of the Blakeโ€Kozeny equation for porous media flow using the power law has been shown to hold for molten polymers as well as for the previous cases for polymer solutions. The present work extended the correlation of friction factor with Reynolds number an additional three decades.

It was also shown, however, that the modified Blakeโ€Kozeny equation broke down when bed shear rates were in the range of excessive curvature on the polymer flow curves (shear stressโ€shear rate). In such cases it is suggested that the Newtonian Blakeโ€Kozeny equation, together with apparent viscosity data, could be used to correlate such porous media flow of nonโ€Newtonians.

Appearance of viscoelastic effects at the critical Deborah number value of 0.05 predicted earlier were not found to hold. The data of the present investigation show that such a critical value must be at least 0.19 or even higher. This result helps to resolve partially the anomalous results obtained by previous investigators.


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## Abstract Perturbedโ€hardโ€chain theory is extended to mixtures of polymers and volatile fluids, including supercritical gases. This extension is used to derive an expression for Henry's constant for a solute in a molten polymer. Theoretical calculations and data reduction are reported for a variet