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Simple Particle Model for Low-Density Granular Flow Interacting with Ambient Fluid

机译:与环境流体相互作用的低密度粒状流动简单粒子模型

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摘要

To understand the time evolutions of frontal speed and shape in a low-density granular flow, we propose a simple particle model. This model solves the equation of motion for each particle and simulates the time evolution of low-density granular flow. Spherical particles constituting a low-density granular flow slide on a slope at a steeper angle than the angle of repose. The particle motion is determined based on three forces: gravity as the driving force, repulsive force due to particle collision, and drag force due to the particle interaction through the ambient fluid. Two-dimensional numerical simulations of this model are conducted on the slope: the x – y plane parallel to the slope and the x – z plane perpendicular to the slope. In the x – y plane, particles aggregate at the moving front of the granular flow, and subsequently, flow instability occurs as a wavy pattern. This flow pattern is caused by the interparticle interaction arising from the drag force. Additionally, a vortex convection of particles is formed inside the aggregations. Simultaneously, particle aggregation is also found at the moving front of the granular flow in the x – z plane. The aggregation resembles a head–tail structure, where the frontal angle against the slope approaches 60 ° from a larger angle as time progresses. Comparing the numerical result by varying the particle size reveals that the qualitative dynamics of the granular flow are independent of particle size. Although the model is not realistic, our study presents a new particle-based approach that elucidates the dynamics of low-density granular flow.
机译:要了解额速度和形状在低密度粒度的时态,我们提出了一种简单的粒子模型。该模型解决了每个粒子的运动方程,并模拟低密度粒度的时间演变。构成低密度粒度的球形颗粒以比休眠角度的斜角在斜面上滑动。基于三个力确定颗粒运动:由于颗粒碰撞引起的驱动力,引起的排斥力,并且由于通过环境流体的颗粒相互作用而导致的拖曳力。该模型的二维数值模拟在斜坡上进行:平行于斜坡的X-Y平面和垂直于斜坡的X-Z平面。在X - Y平面中,颗粒在粒状流动的移动前部骨料,随后,流动不稳定性作为波浪图案发生。该流动模式是由拖曳力产生的颗粒间相互作用引起的。另外,在聚集内形成颗粒的涡流对流。同时,还发现颗粒聚集在X-Z平面中的颗粒流动的移动前面。聚集类似于头尾结构,其中随着时间的推移,斜坡对斜坡的前角接近60°。通过改变粒度来比较数值结果表明粒度的定性动态无关。虽然该模型并不现实,但我们的研究提出了一种新的基于粒子的方法,阐明了低密度粒度的动态。

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