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Analysis of the flowability of cohesive powders using Distinct Element Method

机译:用独特元法分析粘性粉末的流动性

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摘要

Computer simulations using Distinct Element Method (DEM) have been carried out to investigate the effect of cohesion on the flowability of polydisperse particulate systems. For this purpose, two assemblies with different values of surface energy and made of 3000 spheres with the mechanical properties of glass beads were considered. The analysis of the flowability of the powders is presented in terms of the unconfined yield stress as a function of strain rate for different pre-consolidation loads. For values of the surface energy of 1.0 J/m2 and strain rates lower than 6 s− 1, the unconfined yield stress does not change significantly indicating a quasi-static behaviour of the particulate assemblies during the compression process. For larger strain rates, the unconfined yield stress varies with the power index of 1.2 of the strain rate. The influence of the pre-consolidating stress on the powder behaviour has also been investigated and a flow factor was obtained from the linear relationship between the unconfined yield stress and pre-consolidation stress. The computer simulations show qualitatively a good agreement with the experimental trends on highly cohesive powder flow behaviour.
机译:已经进行了使用离散元方法(DEM)的计算机模拟,以研究内聚力对多分散颗粒体系流动性的影响。为此,考虑了两个具有不同表面能值的组件,它们由具有玻璃珠机械性能的3000个球组成。对于不同的预固结载荷,粉末的流动性分析是根据无侧限的屈服应力作为应变率的函数来进行的。对于1.0 J / m2的表面能值和低于6 s-1的应变率,无边屈服应力不会发生显着变化,表明在压缩过程中颗粒组件的准静态行为。对于较大的应变率,无边屈服应力随应变率的1.2的幂指数而变化。还研究了预固结应力对粉末行为的影响,并从无侧限屈服应力与预固结应力之间的线性关系中获得了流量因数。计算机模拟在质量上与高内聚性粉末流动行为的实验趋势吻合良好。

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