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Correlating Parameters between Hertz Contact Model and Spring-dashpot Model for Simulation by Discrete Element Method

机译:离散元素法思想思想思想与弹簧坡度模型的关联参数

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Estimation or determination of model parameters for discrete element method (DEM) is an area of growing interest with the objective of providing robust methods combining single particle and bulk measurements.DEM simulation is implemented by a spring-dashpot model from the contact model,which requires the stiffness and damping coefficient in the vibration system relating to the approaching distance and coefficient of restitution in contact law.The accuracy of the DEM simulation depends on the displacement,velocity,time-period and forces in the contact process predicting by the model.Several methods that commonly used in DEM simulation have been examined by the calculation of the displacement,velocity,forces and time-period,and we find some unrealistic behavior for most of methods commonly used.By relating the stiffness of the spring with Young's modulus of materials and approaching distance,and damping coefficient with displacement and coefficient of restitution,a nonlinear model is analyzed,which give realistic results for the displacement,velocity,time-period and forces in the contact process.
机译:用于离散元素方法(DEM)的模型参数的估计或确定是对具有组合单个粒子和批量测量的鲁棒方法的目的来越来越​​大的领域.DEM仿真由来自触点模型的弹簧 - DASHPOT模型来实现,这需要振动系统中的刚度和阻尼系数与接触法中的恢复系数相关。DEM模拟的准确性取决于模型预测的接触过程中的位移,速度,时间周期和力量.Se通过计算常用的位移,速度,力量和时间周期来检查常用于DEM模拟的方法,我们找到了一些常用的方法的一些不切实际的行为。与杨氏模量相关的春天的刚度相关和接近距离,阻尼系数与位移和归属系数,非线性模型是ANA Lyzed,它为接触过程中的位移,速度,时间周期和力提供了现实的结果。

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