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Discrete Element Modeling of Granular Flows in Vibrationally-Fluidized Beds .

机译:振动流化床颗粒流的离散元建模。

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摘要

The main objective of the project was to develop a model for the motion of granular media under vibration in a tub vibrator. For such a system, it was decided that a discrete element method (DEM) was the most appropriate tool to model bulk velocity and circulation of media.;In the next phase, a two-dimensional discrete element model was developed to model single-cell circulation in vibratory beds that had both vertical and horizontal components of motion. The model predictions were compared with experimental measurements of the onset and growth of circulation in beds of steel and glass spheres as a function of bed depth, inter-particle and wall friction coefficients, and the amplitude of vibration. While the values from the DEM showed an error of up to 50% in the predicted circulation strength, depending on the type of the media and system conditions, the trends predicted by the model closely matched those in the experiments. Finally, a physical model was developed to describe the relationship between the onset and direction of circulation with the vibration of the container. A similar model was used to describe the experimental results as well as the transition in circulation patterns in terms of the resultant shear forces at the vibrating container walls and the interlocking of media close to the container walls. It was also demonstrated that a two-dimensional DEM could model a granular flow in which the media had three-dimensional contact and freedom of movement, but that was driven by vibrations in a plane.;In summary, it was found that the linear optimization procedure for the contact parameters is an efficient way to improve the results from DEM. Additionally, the circulation in a tub-vibrator increased with the depth of the particulate media in the container, and with the magnitude of the wall-particle and particle-particle friction coefficients. The strength of circulation also increased with the amplitude of vibration. A strong correlation existed between the total shear force along the vibrating container walls and the circulation behavior. Bulk circulation increased sharply when increasing bed depth increased the pressure and the shear forces at the walls and between particle layers. It was also concluded that dimensionless bed depth (the ratio of bed depth to particle diameter) was not a proper dimensionless group when discussing the circulation behavior and it should act in conjunction with other parameters.;In the first phase of the work, a vibratory finisher was modified to introduce planar vibration into a single layer of particles. The motion of the tub was measured using accelerometers and the corresponding granular media behavior was determined by video recording. A discrete element model, based on Cundall's approach to contact, was developed to model granular flow in different vibratory beds, and the results were compared with experimental measurements of bulk flow velocity and bed expansion for the tub finisher. The sensitivity of the model predictions to the contact parameters was considered and the parameters were optimized with respect to the experimental results. After optimization, the difference between the model predictions of the bulk flow velocity and the measurements was less than 20% at four locations in media beds of two depths. The average bulk density of the vibrating beds was also predicted to be within 20% of the measured values.
机译:该项目的主要目的是为桶状振动器振动下的粒状介质运动模型建立模型。对于这样的系统,已确定离散元方法(DEM)是建模介质的整体速度和循环的最合适工具。在下一阶段,开发了二维离散元模型来对单细胞进行建模具有垂直和水平运动分量的振动床中的循环。将该模型预测结果与实验结果进行了比较,该实验结果是根据钢层深度,颗粒间和壁间摩擦系数以及振动幅度对钢球和玻璃球床中循环的发生和增长进行的。尽管DEM的值在预测的循环强度中显示高达50%的误差,但取决于介质的类型和系统条件,该模型预测的趋势与实验中的趋势非常匹配。最后,开发了一个物理模型来描述循环的开始和方向与容器振动之间的关系。使用类似的模型来描述实验结果,以及根据振动容器壁上的合力和容器壁附近的介质互锁产生的循环模式过渡。还证明了二维DEM可以对介质具有三维接触和运动自由度的颗粒流进行建模,但是这是由平面中的振动驱动的;总而言之,发现线性优化接触参数的程序是改善DEM结果的有效方法。另外,桶式振动器中的循环随着容器中颗粒介质的深度以及壁-颗粒和颗粒-颗粒摩擦系数的大小而增加。循环强度也随着振动的幅度而增加。沿振动容器壁的总剪切力与循环行为之间存在很强的相关性。当床层深度增加时,壁和颗粒层之间的压力和剪切力增加,体循环急剧增加。还得出结论,在讨论循环行为时,无量纲的床深(床深与粒径的比)不是一个合适的无量纲的组,它应与其他参数一起起作用。在工作的第一阶段,振动对整理器进行了修改,以将平面振动引入单层颗粒中。使用加速度计测量桶的运动,并通过视频记录确定相应的颗粒介质行为。开发了基于Cundall接触方法的离散元素模型,以对不同振动床中的颗粒流进行建模,并将结果与​​实验结果进行了比较,得出的结果是该桶抛光机的整体流速和床扩展。考虑了模型预测对接触参数的敏感性,并针对实验结果对参数进行了优化。经过优化后,在两个深度的介质床中的四个位置,整体流速的模型预测值与测量值之间的差异小于20%。预测振动床的平均堆积密度在测量值的20%以内。

著录项

  • 作者单位

    University of Toronto (Canada).;

  • 授予单位 University of Toronto (Canada).;
  • 学科 Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2011
  • 页码 147 p.
  • 总页数 147
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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