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在环形通道中剪切的颗粒填充物:流动局部化与粒度依赖性

Granular packings sheared in an annular channel: flow localization and grain size dependence.

作者信息

Tsai J-C, Gollub J P

机构信息

Department of Physics and Astronomy, University of Pennsylvania, Philadelphia, Pennsylvania 19104, USA.

出版信息

Phys Rev E Stat Nonlin Soft Matter Phys. 2005 Nov;72(5 Pt 1):051304. doi: 10.1103/PhysRevE.72.051304. Epub 2005 Nov 14.

Abstract

We investigate experimentally a quasistatic flow of glass beads in an annular channel, in which particles are packed and sheared from above under a constant normal load. The experiments utilize techniques of refractive-index-matched fluorescent imaging to determine the motion of individual particles and the velocity fields inside the sheared packing. We demonstrated in a previous paper [Phys. Rev. E 70, 031303 (2004)] that an ordering transition has a significant impact on the velocity profile. Here, we report the effects of layer thickness, channel width, and particle size on the internal velocity field. For very thin layers, the grain velocity exhibits a linear vertical profile. As the layer thickness increases, a strongly nonlinear velocity profile emerges, with particle motion that is largely localized to a narrow region (shear band) near the driving surface. Once the packing has reached its steady state, the velocity field is insensitive to the size of grains being used--the velocity profile does not scale with grain size. However, the vertical decay of grain velocity becomes significantly steeper as the horizontal width of the channel decreases. In addition, we demonstrate that changing the direction of shearing generates an anomalous mobility of grains in the deep interior that is sensitive to particle size. The transient grain motion is accompanied by an abrupt volume compaction and a gradual recovery as the shearing proceeds. Reviewing results from this and other works reveals that the velocity profiles of granular shear flows are often geometry specific. We present a heuristic continuum model that qualitatively captures the shear banding observed in this geometry.

摘要

我们通过实验研究了环形通道中玻璃珠的准静态流动,其中颗粒在恒定法向载荷下从上方进行填充和剪切。实验利用折射率匹配荧光成像技术来确定单个颗粒的运动以及剪切填充物内部的速度场。我们在之前的一篇论文[《物理评论E》70, 031303 (2004)]中证明,有序转变对速度分布有显著影响。在此,我们报告层厚度、通道宽度和颗粒尺寸对内部速度场的影响。对于非常薄的层,颗粒速度呈现线性垂直分布。随着层厚度增加,出现强烈的非线性速度分布,颗粒运动主要局限于驱动表面附近的一个狭窄区域(剪切带)。一旦填充物达到其稳态,速度场对所使用颗粒的尺寸不敏感——速度分布不随颗粒尺寸缩放。然而,随着通道水平宽度减小,颗粒速度的垂直衰减变得明显更陡。此外,我们证明改变剪切方向会在深部内部产生对颗粒尺寸敏感的颗粒异常迁移率。随着剪切的进行,颗粒的瞬态运动伴随着突然的体积压缩和逐渐恢复。回顾这项工作和其他工作的结果表明,颗粒剪切流的速度分布通常具有几何特异性。我们提出了一个启发式连续介质模型,定性地捕捉了在这种几何结构中观察到的剪切带现象。

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