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The frictional flow of a dense granular material based on the dilatant double shearing model

机译:基于膨胀双剪切模型的致密颗粒材料的摩擦流动

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Slow flow of granular materials, which typically occurs during the emptying of industrial storage hoppers and bins, has great industrial relevance. In the present study, we have employed our newly developed dilatant double shearing model [H. Zhu, MM. Mehrabadi, M. Massoudi, Incorporating the effects of fabric in the dilatant double shearing model for granular materials, Int. J. Plast. 22 (2006) 628-653] to study the slow flow of a frictional, dense granular material. Although most models pertain only to the fully developed granular flow, the application of the dilatant double shearing model is shown to be valid from the onset of granular flow to the fully developed granular flow. In this paper, we use the finite element program ABAQUS/Explicit to numerically simulate the granular Couette flow and the frictional granular flow in a silo. For the granular Couette flow, the relative density variation and the velocity profile obtained by using the dilatant double shearing model are in good quantitative agreement with those obtained from a DEM simulation. For the frictional flow in a silo, the major principal stress directions are obtained at various time steps after the onset of silo discharge. We find that, in the hopper zone, the arching of the granular material between the sloping hopper walls is clearly demonstrated by the change in direction of the major principal stress. We also compare the pressure distribution along the wall before and after the onset of silo discharge. The numerical results show that the dilatant double shearing model is capable of capturing the essential features of the frictional granular flow.
机译:粒状物料的缓慢流动(通常发生在清空工业储料斗和料箱的过程中)具有很大的工业意义。在本研究中,我们采用了我们最新开发的膨胀双剪切模型[H.朱MM Mehrabadi,M. Massoudi,将织物的影响纳入粒状材料的双剪扩容模型中。 J. Plast。 22(2006)628-653]来研究摩擦的致密颗粒材料的缓慢流动。尽管大多数模型仅与充分发展的颗粒流有关,但从颗粒流开始到充分发展的颗粒流,膨胀双剪切模型的应用被证明是有效的。在本文中,我们使用有限元程序ABAQUS / Explicit对筒仓中的颗粒Couette流和摩擦颗粒流进行数值模拟。对于粒状库埃特流,通过使用膨胀双剪切模型获得的相对密度变化和速度分布与从DEM模拟获得的相对定量变化和速度分布具有良好的定量一致性。对于筒仓中的摩擦流,主要的主应力方向是在筒仓排放开始后的各个时间步长获得的。我们发现,在料斗区域,倾斜的料斗壁之间的颗粒状材料的拱形可以通过主要主应力方向的变化清楚地证明。我们还比较了筒仓排料开始前后壁之间的压力分布。数值结果表明,膨胀双剪切模型能够捕获摩擦颗粒流的基本特征。

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