Dynamic Modeling of a Vibrating Screen Considering the Ore Inertia and Force of the Ore over the Screen Calculated with Discrete Element Method

被引:19
|
作者
Moncada M, Manuel [1 ,2 ]
Rodriguez, Cristian G. [1 ]
机构
[1] Univ Concepcion, Dept Mech Engn, Edmundo Larenas 219, Concepcion 4070409, Chile
[2] Univ Concepcion, Dept Met Engn, Edmundo Larenas 285, Concepcion 4070371, Chile
关键词
DEM SIMULATION; PARTICLE SIMULATION; VARIABLE-AMPLITUDE; OPTIMIZATION; BEHAVIOR; KINEMATICS; EFFICIENCY; FLOW; PARTICULATE; PERFORMANCE;
D O I
10.1155/2018/1714738
中图分类号
O42 [声学];
学科分类号
070206 ; 082403 ;
摘要
Vibrating screens are critical machines used for size classification in mineral processing. Their proper operation, including accurate vibration movement and slope angle, can provide the benefits of energy savings and cost reductions in the screening process and the whole mining process. Dynamic models of the vibrating screen movement available in the literature do not simulate ore motion or its interaction with screen decks. The discrete element method (DEM) allows for the calculation of the dynamic of the ore. In this paper, two 2D three-degrees-of-freedom dynamic models for a vibrating screen are tested, using linear and nonlinear approaches for angular displacement. These models consider the inertia of the ore and the ore force calculated with DEM. A double-deck linear motion vibrating screen is simulated using the DEM software LIGGGTHS. DEM is used to obtain the ore parameters in the steady state and the force on the screen decks. Two cases are compared: Case 1 considers the ore as moving together with the vibrating screen, and Case 2 considers the ore force on the screen deck as calculated by DEM. Simulations are carried out with data for an industrial vibrating screen used in copper mining. The force over the screen is significantly different between the cases. Case 1 produces a force that is unrealistic because the ore cannot produce a high-amplitude adhesion force over the screen decks. In Case 2, no adhesion force acts between the ore and deck. It is concluded that the linear dynamic model used in Case 2 is adequate to evaluate the influence of the ore on the movement of the vibrating screen. The linear dynamic model considering the force as in Case 1 can be used to simulate a vibrating screen, as long as a correct calibration parameter is included to obtain an accurate motion amplitude.
引用
收藏
页数:13
相关论文
共 14 条
  • [11] Optimized design of a linear vibrating screen based on efficiency maximisation and mesh wear minimisation employing discrete element method
    Afsari, Omid
    Hashemnia, Kamyar
    PARTICUOLOGY, 2024, 90 : 307 - 322
  • [12] Optimising the design of ball racks to improve the sorting efficiency of vibrating screen seed cleaners using discrete element method modelling and experiment
    Xu, Zexin
    Li, Yonglei
    Wan, Lipengcheng
    Ma, Xiang
    Song, Jiannong
    Huang, Jinqiu
    BIOSYSTEMS ENGINEERING, 2023, 225 : 99 - 117
  • [13] Numerical study of the dynamic behaviour of iron ore particles during wet granulation process using discrete element method
    Shi, Xianju
    Li, Chengzhi
    Wang, Qiang
    Li, Guangqiang
    Zhang, Wei
    Xue, Zhengliang
    POWDER TECHNOLOGY, 2022, 401
  • [14] Numerical Simulation and Optimization of Screening Process for Vibrating Flip-Flow Screen Based on Discrete Element Method-Finite Element Method-Multi-Body Dynamics Coupling Method
    Xu, Ningning
    Wang, Xinwen
    Lin, Dongdong
    Zuo, Weiran
    MINERALS, 2024, 14 (03)