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Finite element simulation of flow in twin screw extruder mixing elements.

机译:双螺杆挤出机混合元件中流动的有限元模拟。

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In the plastics industry, twin screw extruders are widely used for melting, dispersing and homogenizing polymers. There are a diversity of designs employed throughout the polymer industry, each one having different operating principles and applications. Among the different arrangements of twin screw systems, the intermeshing co-rotating configuration has been found to be one of the most efficient mixers and it is one of the most commonly used pieces of equipment among the continuous mixers due to its self wiping properties.; The problem of mixing of polymers involves aspects of fluid dynamics and rheology. Mixing is usually obtained through a combination of mechanical motion of the mixing device and the resulting deformation induced in the flowing material. The quantitative description of the flow patterns is now feasible even in the most complicated geometries through the development of computational fluid dynamics (CFD) tools and the continuous increase in computer resources at lower costs. Intermeshing co-rotating twin screw extruders (ICRTSE) are usually built in a modular fashion to meet the diversity of tasks performed by this type of machine. There are two main types of elements: full flight conveying elements and kneading block mixing elements. The kneading blocks have been the focus of attention for the theoretical analysis of flow due to their significant contribution to the mixing performance of the extruder and the fact that kneading blocks normally work under a fully filled channel condition, which is one of the fundamental assumptions in CFD simulations.; The objective of this thesis is to understand the flow mechanisms in the kneading disc section of co-rotating twin screw extruders. This is done by means of the 3D numerical simulation of the flow process within the complex geometry involving intricate passages and continuously moving surfaces. A quasi-steady state finite element model was developed assuming isothermal, non-Newtonian flow. The intricate geometry of the kneading disc section required the development of a tailored finite element mesh generator.; An analysis based on particle trajectories, calculated from the obtained velocity field, was carried out to study the effect of geometry on the mixing performance. The approach used for the initial location of the particle tracers was to cover the entire cross section of the kneading blocks. The problem of particles leaving the flow field due to time discretization was addressed by determining the locations where particles crossed the solid surfaces of the discs and reincorporating them into the flow field. The calculation of particle trajectories and deformation history give valuable information about the rapid fluctuations in shear stress experienced by different particles within the flow field.; A rigorous examination of the model results was carried out. Comparisons of the 3D model against experimental pressure data in the radial and vial directions are presented. The simulation results were also compared against experimental results of velocity obtained via particle image velocimetry. Results confirmed the ability of the model to predict the flow behavior. It was determined that inlet and outlet boundary conditions play a significant role in the development of flow patterns in the kneading disc section. The assumption of isothermal flow introduces limitations in the predictions made by the model. Future work should include the addition of the energy equation to the model.
机译:在塑料工业中,双螺杆挤出机广泛用于熔融,分散和均化聚合物。整个聚合物行业采用多种设计,每种设计都有不同的工作原理和应用。在双螺杆系统的不同布置中,相互啮合的相互旋转构造被发现是最有效的混合器之一,并且由于其自身的擦拭性能,它是连续混合器中最常用的设备之一。聚合物混合的问题涉及流体动力学和流变性。通常通过混合装置的机械运动和在流动的材料中引起的所产生的变形的组合来获得混合。通过开发计算流体动力学(CFD)工具以及以较低的成本不断增加计算机资源,现在即使在最复杂的几何形状中,对流动模式进行定量描述也是可行的。相互啮合的同向旋转双螺杆挤出机(ICRTSE)通常以模块化的方式制造,以满足此类机器执行的各种任务。元件有两种主要类型:全飞行输送元件和捏合块混合元件。由于捏合块对挤出机的混合性能有重要贡献,并且捏合块通常在完全填充的通道条件下工作,因此,捏合块一直是流动理论分析的重点,这是搅拌机中的基本假设之一。 CFD模拟。本文的目的是了解同向旋转双螺杆挤出机捏合盘部分的流动机理。这是通过复杂几何结构中涉及复杂通道和连续运动表面的流动过程的3D数值模拟来完成的。在假定等温,非牛顿流的条件下建立了准稳态有限元模型。捏合盘部分的复杂几何形状需要开发定制的有限元网格生成器。根据获得的速度场计算出的基于粒子轨迹的分析,以研究几何形状对混合性能的影响。用于颗粒示踪剂初始位置的方法是覆盖捏合块的整个横截面。通过确定颗粒穿过圆盘固体表面的位置并将它们重新合并到流场中,解决了由于时间离散而导致的颗粒离开流场的问题。颗粒轨迹和变形历史的计算提供了有关流场中不同颗粒经历的切应力快速波动的有价值的信息。对模型结果进行了严格的检查。提出了3D模型与径向和样品瓶方向的实验压力数据的比较。还将模拟结果与通过粒子图像测速仪获得的速度实验结果进行了比较。结果证实了该模型预测流动行为的能力。已确定,入口和出口边界条件在捏合盘截面中流动模式的发展中起着重要作用。等温流动的假设在模型的预测中引入了局限性。未来的工作应包括将能量方程添加到模型中。

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