On the pulsating pressure gradient driven flow of viscoelastic liquids

Research output: Contribution to journalArticle

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Abstract

Plane Poiseuille flow of viscoelastic liquids of the memory integral type driven by a quasiperiodic pressure gradient, pulsating around a nonzero mean, is investigated. A regular perturbation in terms of a dimensionless amplitude parameter is used. Kernel independent flow enhancement effects are predicted and closed form formulas are given for mass transport rates. Resonance effects are shown to take place. Additional mean flows, independent of the mean pressure gradient, may exist if the frequencies of the superposed waves satisfy certain relationships. An algorithm to determine the constitutive parameters is presented. Copyright © 1991, The Society of Rheology. All rights reserved.
Original languageEnglish
Pages (from-to)271-311
Number of pages41
JournalJournal of Rheology
Volume35
Issue number2
DOIs
Publication statusPublished - 1991

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Pressure gradient
pressure gradients
Flow of fluids
liquids
Rheology
Mass transfer
laminar flow
rheology
Data storage equipment
perturbation
augmentation

Cite this

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abstract = "Plane Poiseuille flow of viscoelastic liquids of the memory integral type driven by a quasiperiodic pressure gradient, pulsating around a nonzero mean, is investigated. A regular perturbation in terms of a dimensionless amplitude parameter is used. Kernel independent flow enhancement effects are predicted and closed form formulas are given for mass transport rates. Resonance effects are shown to take place. Additional mean flows, independent of the mean pressure gradient, may exist if the frequencies of the superposed waves satisfy certain relationships. An algorithm to determine the constitutive parameters is presented. Copyright {\circledC} 1991, The Society of Rheology. All rights reserved.",
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On the pulsating pressure gradient driven flow of viscoelastic liquids. / Siginer, A.

In: Journal of Rheology, Vol. 35, No. 2, 1991, p. 271-311.

Research output: Contribution to journalArticle

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AB - Plane Poiseuille flow of viscoelastic liquids of the memory integral type driven by a quasiperiodic pressure gradient, pulsating around a nonzero mean, is investigated. A regular perturbation in terms of a dimensionless amplitude parameter is used. Kernel independent flow enhancement effects are predicted and closed form formulas are given for mass transport rates. Resonance effects are shown to take place. Additional mean flows, independent of the mean pressure gradient, may exist if the frequencies of the superposed waves satisfy certain relationships. An algorithm to determine the constitutive parameters is presented. Copyright © 1991, The Society of Rheology. All rights reserved.

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