Measuring the coefficient of restitution for all six degrees of freedom

被引:0
|
作者
J. E. Higham
P. Shepley
M. Shahnam
机构
[1] University of Liverpool,Department of Geography and Planning, School of Environmental Sciences
[2] University of Sheffield,Department of Civil and Structural Engineering
[3] US Department of Energy,National Energy Technology Laboratories
来源
Granular Matter | 2019年 / 21卷
关键词
Particle characterisation; Coefficient of restitution; Particle tracking velocimetry; Rotational moment;
D O I
暂无
中图分类号
学科分类号
摘要
The coefficient of restitution is a cornerstone empirical parameter of any model where energy is dissipated by particle collisions. However, completely determining this parameter experimentally is challenging, as upon collision, a particle’s material properties (such as roughness, sphericity and shape) or minor imperfections, can cause energy to be shifted to other translational or rotational components. When all degrees of freedom are not resolved, these shifts in energy can easily be mistaken for dissipated energy, affecting the derivation of the coefficient of restitution. In the past, these challenges have been highlighted by a large scatter in values of experimental data for the restitution coefficient. In the present study, a novel experimental procedure is presented, determining all six degrees of freedom of a single, spherical, nylon particle, dropped on a glass plate. This study highlights that only by using all six degrees of freedom, can a single reliable and consistent coefficient of restitution be obtained for all cases and between subsequent collisions.
引用
收藏
相关论文
共 50 条
  • [41] A Novel Architecture of a Six Degrees of Freedom Parallel Platform
    Gu, Qiuxiang
    Tian, Jiawei
    Yang, Bo
    Liu, Mingzhe
    Gu, Borui
    Yin, Zhengtong
    Yin, Lirong
    Zheng, Wenfeng
    ELECTRONICS, 2023, 12 (08)
  • [42] Vehicle Localization in Six Degrees of Freedom for Augmented Reality
    Roessle, Barbara
    Gruenwedel, Sebastian
    2020 IEEE INTELLIGENT VEHICLES SYMPOSIUM (IV), 2020, : 1853 - 1858
  • [43] Research on Trajectory Planning of Six Degrees of Freedom Robot
    Zhou, Hao
    2018 3RD INTERNATIONAL CONFERENCE ON INTELLIGENT COMPUTING AND COGNITIVE INFORMATICS (ICICCI 2018), 2019, 25
  • [44] Solving Problems of the Dynamics of a Manipulator with Six Degrees of Freedom
    Kheylo, S. V.
    Garin, O. A.
    Terekhova, A. N.
    Prokhorovich, V. E.
    Dukhov, A. V.
    JOURNAL OF MACHINERY MANUFACTURE AND RELIABILITY, 2022, 51 (01) : 30 - 36
  • [45] Aperiodic interferometer for six degrees of freedom position measurement
    Burt, David P.
    Dobson, Phillip S.
    Docherty, Kevin E.
    Jones, Christopher W.
    Leach, Richard K.
    Thoms, Stephen
    Weaver, Jonathan M. R.
    Zhang, Yuan
    OPTICS LETTERS, 2012, 37 (07) : 1247 - 1249
  • [46] Nonlinear interferometry in all spatiotemporal degrees of freedom
    Roux, Filippus S.
    PHYSICAL REVIEW A, 2022, 105 (04)
  • [47] Method and system for simultaneously measuring six degrees of freedom motion errors of a rotary axis based on a semiconductor laser
    Ma, Dong
    Li, Jiakun
    Feng, Qibo
    Zhao, Yuqiong
    Cui, Jianying
    Wu, Lihong
    OPTICS EXPRESS, 2023, 31 (15) : 24127 - 24141
  • [48] A multi-degree of freedom approach to coefficient of restitution models for impact oscillators
    Wagg, DJ
    Bishop, SR
    IUTAM SYMPOSIUM ON UNILATERAL MULTIBODY CONTACTS, 2000, 72 : 145 - 154
  • [49] Off-axis response due to mechanical coupling across all six degrees of freedom in the human disc
    DeLucca, John F.
    Amin, Dhara
    Peloquin, John M.
    Vresilovic, Edward J.
    Costi, John J.
    Elliott, Dawn M.
    JOR SPINE, 2019, 2 (01):
  • [50] Using Accelerometers for Measuring Rotational Degrees-of-Freedom
    Dumont, Marine
    Kinsley, Norton
    SOUND AND VIBRATION, 2016, 50 (02): : 11 - 13