Hagen-Poiseuille方程
粘弹性
库埃特流
牛顿流体
机械
材料科学
粘度
球体
圆柱
流变学
经典力学
物理
流量(数学)
复合材料
几何学
数学
天文
出处
期刊:Transactions of the Society of Rheology
[Society of Rheology]
日期:1966-09-01
卷期号:10 (2): 571-592
被引量:174
摘要
The behavior of rigid and deformable particles suspended in viscoelastic fluids undergoing slow Couette and Poiseuille flows was studied experimentally. In tube flow, the particles migrated from the wall to a limiting radial position at which the velocity gradient was effectively zero; in Couette flow between concentric rotating cylinders, migration occurred towards the outer cylinder wall. The rotations of rigid rods and disks were similar to those in Newtonian liquids, except for a steady drift in orbit constant to asymptotic values which in Newtonian liquids correspond to minimum energy dissipation. Two-body collisions of rigid uniform spheres were unsymmetrical and irreversible. The deformation and burst of Newtonian liquid drops were as in Newtonian suspending liquids of comparable suspending phase viscosity, except for the alignment angle of the drop at zero deformation.
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