A TURBULENT DRAG REDUCTION THEORY FOR VISCOELASTIC FLUIDS

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Title:	A TURBULENT DRAG REDUCTION THEORY FOR VISCOELASTIC FLUIDS
Authors:	Chang, Hsun-fu
Contributors:	淡江大學化學工程與材料工程學系
Date:	1985-06
Issue Date:	2014-01-21 11:30:23 (UTC+8)
Publisher:	新竹市：清華大學高分子研究所
Abstract:	With the damped eddy frequencies i.n turbulent floI', , the drag reduction of polymeric solutions can be theori~ed by simulating the eddy movement by a harmonic oscillating plate in a large body of fluid. The constitutive equation employed is the corotational Jeffreys model. This analysis .shows that a maximuln drag reduction limit can be attained when the retardation time does not vanish. However, when the retardation time vanishes, the model pre dicts unlimited drag reduction which is analogous to the .she_ar thinning viscosity of the- Maxwellian fluids. The calculated concentration and diameter effects qualitatively agree with the experimental data except those highly shear degraded solutions.
Relation:	高分子研討會論文(及摘要)專集第一卷=Collection of papers/Abstracts Presented at the ROC Polymer Symposia Volume 1, pp.436~440
Appears in Collections:	[Graduate Institute & Department of Chemical and Materials Engineering] Proceeding

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