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受动力学约束的重力驱动颗粒流和堵塞模型。

Kinetically constrained model for gravity-driven granular flow and clogging.

机构信息

School of Mechanical Engineering and Sackler Center for Computational Molecular and Materials Science, Tel Aviv University, Tel Aviv 69978, Israel.

Rafael Advanced Defense Systems, Haifa 31021, Israel.

出版信息

Phys Rev E. 2019 Sep;100(3-1):032137. doi: 10.1103/PhysRevE.100.032137.

Abstract

We add extreme driving to the Kob-Andersen kinetically constrained lattice-gas model in order to mimic the effect of gravity on dense granular systems. For low particle densities, the current that develops in the system agrees at arbitrary field intensity with a mean-field theory. At intermediate densities, spatial correlations give rise to nonmonotonic dependence of the current on field intensity. At higher densities, the current ultimately vanishes at a finite, field-dependent density. We supplement the study of this bulk behavior with an investigation of the current through a narrow hole. There, lateral flow decreases the local density in front of the hole. Remarkably, the current through the hole quantitatively agrees with a theoretical prediction based on the bulk current at the measured local density.

摘要

我们在 Kob-Andersen 动力学约束格子气模型中加入极端驾驶,以模拟重力对密集颗粒系统的影响。对于低颗粒密度,系统中产生的电流在任意场强下都与平均场理论一致。在中等密度下,空间相关性导致电流对场强的非单调依赖性。在更高的密度下,电流最终在有限的、与场相关的密度处消失。我们通过研究狭窄孔中的电流来补充对这种体相行为的研究。在那里,横向流动会降低孔前的局部密度。值得注意的是,通过孔的电流与基于测量的局部密度下的体相电流的理论预测定量一致。

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