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Surface properties and the flow of granular material in a two-dimensional rotating-drum model

机译:二维转鼓模型的表面性质和颗粒状物料的流动

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摘要

Monodisperse and 1:1 bidisperse disk assemblies have been studied by a very efficient numerical algorithm for a nearly half-filled two-dimensional rotating drum. The model simulates a limiting case of granular systems emphasizing geometrical factors during spatial organization of the filling. The analysis of geometrical properties of the free slope gives insight into one of the size segregation mechanisms which is active in this model. Segregation occurs for all ratios of the disk radii. Statistical analysis of the surface flow of large disks shows finite-size scaling. Almost perfect temporal periodicity has been observed in monodisperse fillings, while the spatial disorder induced by bidispersity destroys this periodic behavior.
机译:单分散和1:1双分散的磁盘组件已通过非常有效的数值算法对几乎半填充的二维旋转鼓进行了研究。该模型模拟颗粒系统的极限情况,该系统在填充的空间组织过程中强调几何因素。对自由斜率的几何特性进行分析可以洞悉在此模型中有效的尺寸偏析机制之一。盘半径的所有比率都会发生分离。大磁盘表面流的统计分析显示出有限大小的缩放比例。在单分散填充物中观察到几乎完美的时间周期性,而由双分散引起的空间混乱破坏了这种周期性行为。

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