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Granular flow from silos with rotating orifice

机译:来自带旋转孔的筒仓的颗粒状流量

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摘要

For dry granular materials falling through a circular exit at the bottom of a silo, no continuous flow can be sustained when the diameter D of the exit is less than five times the characteristic size of the grains. If the bottom of the silo rotates horizontally with respect to the wall of the silo, finite flow rate can be sustained even at small D. We investigate the effect of bottom rotation to the flow rate of monodisperse plastic beads of d = 6 mm diameter from a cylindrical silo of 19 cm inner diameter. We find that the flow rate W follows Beverloo law down to D = 1.3d and that W increases with the rotation speed ω in the small exit regime. If the exit is at an off-center distance R from the axis of the silo, W increases with the rate of area swept by the exit. On the other hand, when the exit diameter is large,W decreases with increasing ω at small ω but increases with ω at large ω. Such nonmonotonic dependence of flow rate on rotation speed may be explained as a gradual change from funnel flow to mass flow due to the shear at the bottom of the silo.
机译:对于干燥的粒状材料落过筒仓底部的圆形出口时,当出口的直径d小于谷物的特征尺寸的五倍时,没有连续流动。如果筒仓的底部相对于筒仓的壁水平旋转,即使在小D,也可以持续有限流速。我们研究了底部旋转到D = 6mm直径的单分散塑料珠的流速的影响圆柱形筒仓,内径为19厘米。我们发现,流量W跟随Beverloo法向下D = 1.3D,并且W在小退出状态下随着旋转速度ω增加。如果出口处于从筒仓的轴的偏心距离r,则w增加了出口扫过的区域的速率。另一方面,当出口直径大时,W在小Ω下随着ω的增加而减小,但在大Ω下随ω的增加而增加。由于筒仓底部的剪切,可以将这种流速对转速上的流速对转速的非单调依赖性作为漏斗流向质量流量的逐渐变化。

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