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Discrete element modeling of the flow of irregular, smooth-surfaced particles through an environment of arbitrary geometry

机译:通过任意几何环境的不规则,光滑表面粒子流动的离散元素建模

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Bulk characteristics of the dynamic behavior of an assembly of particles modeled using the discrete element (DE) method are based on calculations at the particle scale. It follows that accuracy of simulation of the bulk behavior of real particle assemblies will correlate closely with the degree of approximation of the physical properties of the model particles to those of the real particles. In terms of DE model formulation particle physical properties are defined as parameters in models of particular physical phenomena associated with contact between two bodies. Parameter values are determined by fitting experimental data to the physical model or by correlation between experimental and simulation results. It is well established in studies comparing experimental with DE model results that the critical physical models are the contact force model, the friction model and the method of representation of particle shape. The form and parameter values of each of these models will contribute to the degree of correspondence between experimental and simulated behavior.
机译:使用离散元素(DE)方法建模的粒子组件的动态行为的块状特性基于粒度计算。因此,实际粒子组件的体积行为的模拟精度将与模型颗粒的物理性质与真实颗粒的物理性质的近似程度紧密相关。就De模型配方颗粒物理性质被定义为与两个体之间的接触相关的特定物理现象的模型中的参数。参数值是通过将实验数据拟合到物理模型或实验和模拟结果之间的相关性来确定的。在比较实验的研究中已经建立了很好的研究结果,即临界物理模型是接触力模型,摩擦模型和颗粒形状的表示方法。这些模型中的每一个的形式和参数值将有助于实验和模拟行为之间的对应程度。

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