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Modeling the transition between stable and unstable operation while emptying a silo

机译:清空料仓中的稳定运行与不稳定运行之间的转换

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In this paper we have examined the stable and unstable states of the operation during the emptying of the silo. Here the state of stable operation of the silo is understood as a smooth mass outflow. The unstable state is manifested by funnel flow or arching. This issues from a moistured granular material. We have focused on the two extreme experimental cases. The first option was considered as a mass flow and the second one was considered as arching. Based on experimental data we have simulated the silo emptying by DEM. Considering the transition between stable and unstable operation we proposed a novel mathematical model of the silo emptying. This model involves a fractional-differential oscillator equation. Analyzing the solution of this equation we have presented how to recognize the state of stable and unstable operation during silo emptying.
机译:在本文中,我们检查了料仓排空期间操作的稳定状态和不稳定状态。在此,料仓稳定运行的状态应理解为平稳的物料流出。不稳定状态通过漏斗流动或拱形表现出来。这是由潮湿的粒状材料引起的。我们专注于两个极端的实验案例。第一个选项被视为质量流量,第二个选项被视为拱形。根据实验数据,我们通过DEM模拟了筒仓排空。考虑到稳定运行和不稳定运行之间的过渡,我们提出了筒仓排空的新型数学模型。该模型涉及一个分数微分振荡器方程。通过分析该方程的解,我们介绍了如何识别筒仓排空期间稳定和不稳定操作的状态。

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