Department of Chemical Engineering, Indian Institute of Technology Guwahati, Guwahati 781039, India.
Sorbonne Université, CNRS, Laboratoire de Physique Théorique de la Matière Condensée, LPTMC, F-75005 Paris, France.
Phys Rev E. 2018 Aug;98(2-1):022904. doi: 10.1103/PhysRevE.98.022904.
We study the discharge of inelastic, two-dimensional dumbbells through an orifice in the bottom wall of a silo using discrete element method (DEM) simulations. As with spherical particles, clogging may occur due to the formation of arches of particles around the orifice. The clogging probability decreases with increasing orifice width in both cases. For a given width, however, the clogging probability is much higher for the nonspherical particles due to their arbitrary orientations and the possibility of geometrical interlocking. We also examine the effect of placing a fixed, circular obstacle above the orifice. The clogging probability depends strongly on the vertical and lateral position of the obstacle, as well as its size. By suitably placing the obstacle the clogging probability can be significantly reduced compared to a system with no obstacle. We attempt to elucidate the clogging reduction mechanism by examining the packing fraction, granular temperature, and velocity distributions of the particles in the vicinity of the orifice.
我们使用离散元法(DEM)模拟研究了通过筒仓底壁上的孔口排出非弹性二维哑铃的情况。与球形颗粒一样,由于颗粒在孔口周围形成拱形,可能会发生堵塞。在这两种情况下,堵塞概率随孔口宽度的增加而减小。然而,对于给定的宽度,由于非球形颗粒的任意取向和可能的几何互锁,堵塞概率要高得多。我们还研究了在孔口上方放置固定圆形障碍物的影响。堵塞概率强烈取决于障碍物的垂直和水平位置及其大小。通过适当放置障碍物,可以与没有障碍物的系统相比,显著降低堵塞概率。我们通过检查孔口附近颗粒的堆积分数、颗粒温度和速度分布来尝试阐明堵塞减少的机制。