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首页> 外文期刊>Powder Technology: An International Journal on the Science and Technology of Wet and Dry Particulate Systems >Erosion boundary effects due to fill fraction variation within quasi-2D granular tumblers
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Erosion boundary effects due to fill fraction variation within quasi-2D granular tumblers

机译:由于粒子2D粒状翻转器内填充分数变化引起的侵蚀边界效应

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AbstractSimulations of granular flow assume a consistent flowing layer profile observed in circular tumblers that were half full. While the constant shear rate model predicts mixing kinematics adequately, the model has not been empirically tested in systems where the erosion from the solid body has inertial velocity components along the dynamic angle of repose. This paper explores experiments that analyze the relationship between tumbler fill fraction and the kinematics of the erosion boundary transition into the flowing layer. Tumblers greater than 50% full have inertial velocity along the angle of repose whereas fill conditions less than 50% enter with velocity opposite the free surface angle. Results confirm that flowing layer chord length alone properly scales flowing layer depth only when fill fraction is near 50% – otherwise fill fraction must be considered. This is due to the streamwise velocity of particles at the erosion boundary affecting the energy balance of the system. In addition, the asymmetric velocity profile derived from the non-dimensional momentum equation is confirmed for non-half full systems. Lastly, linear and exponential shear models are explored and shown to be qualitatively similar and variation is only exhibited at extreme fill and far ends of the flowing layer.Graphical AbstractDisplay OmittedHighlights?Biased in/out velocity along the flowing layer?Depth and shear rate compared across fill levels?Asymmetry when inertial velocity of bed increases]]>
机译:<![cdata [ Abstract 粒状流动的模拟假设在半满的圆形翻转器中观察到一致的流动层轮廓。虽然恒定的剪切速率模型可充分预测混合运动学,但该模型未经沿着沿着动态休息角具有惯性速度分量的侵蚀的系统中经验测试。本文探讨了分析推翻填充分数与侵蚀边界过渡的运动学之间的关系的实验。沿着延长角度大于50%的翻转器具有惯性速度,而填充条件小于50%的条件,则速度与自由表面角度相反。结果证实,仅当填充馏分接近50%时,单独流动的层弦长立即缩放流动层深度 - 否则必须考虑填充分数。这是由于影响系统能量平衡的侵蚀边界处的颗粒的流动速度。另外,对于非半完整系统,确认了来自非维度动量方程的非对称速度曲线。最后,探索线性和指数剪切模型并显示出质量性相似,并且仅在流动层的极端填充和远端处呈现出变化。 图形抽象 显示省略 突出显示 偏置沿着流动层的输入/速度 深度和剪切速率跨越填充水平比较 床惯性速度的不对称性时增加 ]]>

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