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Granular shear flow dynamics and forces: Experiment and continuum theory

机译:粒状剪切流动动力和力:实验与连续解理论

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摘要

We analyze the main features of granular shear flow through experimentalmeasurements in a Couette geometry and a comparison to a locally Newtonian,continuum model of granular flow. The model is based on earlier hydrodynamicmodels, adjusted to take into account the experimentally observed couplingbetween fluctuations in particle motion and mean-flow properties.Experimentally, the local velocity fluctuations are found to vary as a power ofthe local velocity gradient. This can be explained by an effective viscositythat diverges more rapidly as the random-close-packing density is approachedthan is predicted by Enskog theory for dense hard sphere systems. Experimentand theory are in good agreement, especially for the following key features ofgranular flow: The flow is confined to a small shear band, fluctuations decayapproximately exponentially away from the sheared wall, and the shear stress isapproximately independent of shear rate. The functional forms of the velocityand fluctuation profiles predicted by the model agree with the experimentalresults.
机译:我们通过在库埃特(Couette)几何形状中的实验测量以及与局部牛顿连续颗粒模型的比较来分析颗粒剪切流的主要特征。该模型基于较早的流体动力学模型,并进行了调整,以考虑到实验中观察到的粒子运动波动与均流特性之间的耦合。实验中,发现局部速度波动随局部速度梯度的变化而变化。这可以用有效粘度来解释,当接近随机密堆积密度时,有效粘度会比Enskog理论预测的致密硬球系统更快地散开。实验和理论吻合得很好,尤其是对于颗粒流的以下关键特征:流动被限制在一个小的剪切带中,波动远离剪切壁成指数地衰减,剪切应力与剪切速率无关。该模型预测的速度和波动曲线的函数形式与实验结果吻合。

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