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首页> 外文期刊>Advanced Powder Technology: The internation Journal of the Society of Powder Technology, Japan >DEM simulation and experimental validation for mechanical response of ellipsoidal particles under confined compression
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DEM simulation and experimental validation for mechanical response of ellipsoidal particles under confined compression

机译:屏蔽压缩下椭圆形颗粒机械响应的模拟与实验验证

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The representation of non-spherical particles in discrete element method (DEM) has not been addressed adequately. Although the multiple sphere method (MSM) is the most popular approach to describe non-spherical particle shape, the validity of the MSM has not been established yet. The purpose of this study is to examine the validity and adequacy of the MSM. A uni-axial confined compression test was designed and set up to study the mechanical behaviour of an ellipsoidal granular assembly under vertical loading and the load transfer to the contacting boundary. Four levels of multi-sphere approximation for an axi-symmetric ellipsoidal particle were employed in DEM simulation to investigate the adequacy of multisphere approximation. A comparison on compression characteristics between the numerical and experimental results was made and discussed in this paper. Most of the compared physical properties showed reasonable agreement, indicating that capturing the key linear dimensions of a non-spherical particle may be sufficient to predict reasonable results. A small number of sub-spheres (say, N = 5) for representing an axi-symmetric ellipsoidal particle can give plausible results. However, the DEM simulations also produced a certain extent of discrepancy in loading stiffness with experiments. Plausible explanations are provided and require further investigation. (C) 2018 The Society of Powder Technology Japan. Published by Elsevier B.V. and The Society of Powder Technology Japan. All rights reserved.
机译:非球形颗粒以离散元素法(DEM)的表示尚未得到充分解决。虽然多个球体方法(MSM)是描述非球形颗粒形状最流行的方法,但尚未建立MSM的有效性。本研究的目的是检查MSM的有效性和充分性。设计了一个单轴限制压缩试验并设立,以研究竖直载荷下椭圆形颗粒组件的力学行为,并将负载转移到接触边界下。在DEM模拟中采用了轴对称椭圆形颗粒的四个水平的轴对称椭圆形颗粒以研究多人近似的充分性。在本文中制备了对数值和实验结果之间的压缩特性的比较。大多数比较物理性质显示合理的一致性,表明捕获非球形颗粒的关键线性尺寸可能足以预测合理的结果。用于代表轴对称椭圆形颗粒的少量子球(例如,N> = 5)可以给出合理的结果。然而,DEM仿真在载荷刚度与实验中也产生了一定程度的差异。提供了合理的解释并需要进一步调查。 (c)2018年日本粉末科技学会。由elsevier b.v发表。和日本粉末科技会。版权所有。

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