深浅仓卸料压力离散元数值模拟研究

    Numerical simulation of discharge pressure of deep and shallow silos with discrete element

    • 摘要: 筒仓卸料时贮料作用在仓壁上的动压力出现骤然增大及震荡分布的现象,采用室内模型试验法和离散单元法,通过改变筒仓高径比来研究贮料在静态储粮状态和卸料过程中的力学行为,从宏观流态和细观颗粒层次研究贮料颗粒物质的力学行为及二者的本质联系。采用锥形漏斗筒仓,贮料为小麦,装料高4.4 m,直径1.5 m,漏斗高0.7 m,在室内模型试验验证的基础上,利用离散元PFC2D软件分别建立6个不同高径比的深浅模型仓,对筒仓卸料过程进行数值模拟,对静压力、动压力以及超压系数进行对比分析,并从宏观流态和细观动力拱两方面来探究筒仓侧壁动压力增大的原因。结果表明:试验最大动压力发生在筒仓下部约1/3处,模拟最大动压力发生在筒仓下部约1/4处;相同高度、较大直径的筒仓最大动压力随直径增大呈整体上升趋势,但非线性;流态不同、动力拱发生时间不同是深浅仓动压力不同的重要原因。

       

      Abstract: The sudden increase and shock distribution of the dynamic pressure of the storage material on silo wall occure when the silo discharges, the mechanical behavior of the stored materials in the static grain storage state and the discharge process were studied by changing the height-diameter ratio of silo by using indoor model test method and the discrete element method, elucidating the mechanical behavior of stored particulate matter and the essential relationship between the two from the macro-flow state and the mioroscomic particle level. A conical funnel silo was tested in which wheat was stored. The loading height was 4.4 m, the diameter was 1.5 m and the funnel height was 0.7 m. On the basis of experimental verification, six deep and shallow model silos with different height-diameter ratios were established by using discrete element PFC2D software, and the discharging process of silo was simulated numerically. The static pressure, dynamic pressure and overpressure coefficient were analyzed, reasons for the increase of dynamic pressure on the side wall of the silo were explored from macroscopic flow state and microscopic dynamic arch. The results showed that the tested maximum dynamic pressure of the test occurred at about 1/3 in the lower part of the silo, and the simulated maximum dynamic pressure occurred at about 1/4 in the lower part of the silo. For the silo with the same height, the maximum dynamic pressure showed an overall upward, but nonlinear relationship with the increasing diameter of the silo. Different flow states and different dynamic arch occurrence time were the important factors for different dynamic pressures of deep and shallow silos.

       

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