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应力源于使用各种碰撞模型的二维颗粒剪切流模拟。

Stress results from two-dimensional granular shear flow simulations using various collision models.

作者信息

Ketterhagen William R, Curtis Jennifer S, Wassgren Carl R

机构信息

School of Chemical Engineering, Purdue University, West Lafayette, Indiana 47907, USA.

出版信息

Phys Rev E Stat Nonlin Soft Matter Phys. 2005 Jun;71(6 Pt 1):061307. doi: 10.1103/PhysRevE.71.061307. Epub 2005 Jun 30.

DOI:10.1103/PhysRevE.71.061307
PMID:16089735
Abstract

Collision resolution is one of the key elements in a discrete element method algorithm for modeling granular flows. Several collision models have been proposed for this process. The hard-particle collision approach is typically used for dilute systems, or for those in which the assumption of binary and instantaneous particle-particle contact remains valid. As the solids fraction increases, however, multiple, enduring collisions can occur and a soft-particle approach is more appropriate for resolving the collision dynamics. In this work, the delineation between dilute and dense systems and the suitability of contact models are explored for a range of solid fractions. Stress results for two-dimensional shear flow simulations are compared using several collision models including an event-driven hard-particle model, a hysteretic spring soft-particle collision model following Walton and Braun [J. Rheol. 30, 949 (1986)], and a hybrid hard-particle-with-overlap model following Hopkins and Louge [Phys. Fluids A 3, 47 (1991)]. Results show that stresses are accurately predicted for a range of solids fractions, coefficients of restitution, and friction coefficients by both the hard-particle-with-overlap and soft-particle models so long as a sufficiently large loading stiffness is used for the soft-particle model. Additional results investigating the accuracy of the collision models and the amount of collisional overlap are presented as functions of the simulation time step and model parameters.

摘要

碰撞求解是颗粒流离散元方法算法中的关键要素之一。针对此过程已提出了多种碰撞模型。硬颗粒碰撞方法通常用于稀相系统,或用于二元且瞬时颗粒 - 颗粒接触假设仍然有效的系统。然而,随着固体分数增加,可能会发生多次持久碰撞,此时软颗粒方法更适合求解碰撞动力学。在这项工作中,针对一系列固体分数,研究了稀相和密相系统之间的界限以及接触模型的适用性。使用包括事件驱动硬颗粒模型、遵循Walton和Braun [《流变学杂志》30, 949 (1986)]的滞后弹簧软颗粒碰撞模型以及遵循Hopkins和Louge [《物理流体A》3, 47 (1991)]的硬颗粒与重叠混合模型在内的几种碰撞模型,比较了二维剪切流模拟的应力结果。结果表明,只要为软颗粒模型使用足够大的加载刚度,硬颗粒与重叠模型和软颗粒模型都能在一定范围的固体分数、恢复系数和摩擦系数下准确预测应力。还给出了作为模拟时间步长和模型参数函数的、研究碰撞模型准确性和碰撞重叠量的其他结果。

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