平行六面体
流离失所(心理学)
椭球体
离散元法
质点位移
机械
接触力
有限元法
粒子(生态学)
流量(数学)
颗粒流
粒状材料
材料科学
经典力学
物理
几何学
结构工程
数学
工程类
地质学
振幅
光学
复合材料
海洋学
心理治疗师
心理学
天文
作者
L. Vu‐Quoc,Xiang Zhang
标识
DOI:10.1016/s0167-6636(98)00064-7
摘要
An improved tangential force–displacement (TFD) model for 3-D discrete element simulations of dry particle systems is proposed in this paper. This model is based on the Mindlin and Deresiewicz (1953) theory for elastic frictional contact. Comparisons of the force–displacement (FD) behavior of this model with the Mindlin and Deresiewicz (1953) theory and the Walton and Braun (1986) TFD model are presented. Finite element method validation was also carried out for the proposed TFD model. We implemented this model in a particle simulation code. To validate the computer code, simulations were carried out for a benchmark test of 100 hard spherical particles colliding with a rigid planar surface. We also present the results obtained from the simulation of ellipsoidal particles flowing down a chute, with a bumpy bottom, using a parallelepiped having four periodic lateral boundaries as the simulation domain. Results such as the development of the granular flow velocity, contact force statistics, etc., are presented and discussed.
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