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Three-dimensional simulations for the filling stage of the polymer injection molding process using the finite element method.

机译:使用有限元方法对聚合物注射成型过程的填充阶段进行三维模拟。

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摘要

This thesis presents the developments of three-dimensional numerical simulations using different algorithms and finite element types for injection molding filling. For purpose of verification and comparison, two numerical models, the mixed model and the equal-order model, were used to solve the Stokes equations with three different tetrahedral elements (Taylor-Hood, MINI, and equal-order). The results of the Taylor-Hood element were the most accurate although computational times were the largest. The equal-order formulation was more efficient than the mixed formulation with the MINI element in solving the Stokes equations because of the separate approach in solving the velocity and pressure equations.; The control volume scheme with tetrahedral finite element mesh was used for tracking advancing melt fronts and the Operator Splitting method was selected to solve the energy equation. A new, simple memory management procedure was introduced to deal with the large sparse matrix system without using a huge amount of storage space. The numerical simulation was validated for mold filling of a precision lens. The numerical test for the lens part gave reasonable results for fill patterns, velocity, pressure, and temperature fields. The predicted melt front advancement had good agreement with the experimental results. The presence of weld lines before the end of filling was also predicted well in the numerical simulations.; As a new application area, a two-step macro-micro filling approach was adopted for the filling analysis of a part with a micro-surface feature to handle both macro and micro dimensions while avoiding an excessive number of elements. The evaluated filled heights in the micro feature had a good agreement with the experimental data. The filled heights were larger when the flow velocity was higher and the heat transfer coefficient was lower. For more accurate predictions in the micro filling, a variable local heat transfer coefficient is recommended and the analysis should include the effects such as surface tension, wall slip, etc.
机译:本文介绍了使用不同算法和有限元类型进行注模填充的三维数值模拟技术的发展。为了进行验证和比较,使用了两个数值模型(混合模型和等阶模型)来求解具有三种不同四面体元素(Taylor-Hood,MINI和等阶)的斯托克斯方程。尽管计算时间最大,但Taylor-Hood元素的结果最准确。在求解斯托克斯方程时,由于采用单独的方法来求解速度和压力方程,因此等阶公式比带有MINI元素的混合公式更有效。使用具有四面体有限元网格的控制体积方案跟踪熔体前沿的前进,并选择了算子分裂方法来求解能量方程。引入了一种新的,简单的内存管理过程,以处理大型稀疏矩阵系统,而无需使用大量的存储空间。通过数值模拟验证了精密透镜的模具填充。镜片零件的数值测试给出了填充图案,速度,压力和温度场的合理结果。预测的熔体前沿进展与实验结果吻合良好。在数值模拟中也很好地预测了填充结束之前焊缝的存在。作为新的应用领域,采用了两步宏观-微观填充方法对具有微观表面特征的零件进行填充分析,以处理宏观和微观尺寸,同时避免了过多的元素。评估的微特征填充高度与实验数据吻合良好。当流速较高而传热系数较低时,填充高度较大。为了更准确地预测微填充,建议使用可变的局部传热系数,并且分析应包括表面张力,壁滑等影响。

著录项

  • 作者

    Kim, Sang-Woo.;

  • 作者单位

    The University of Wisconsin - Madison.;

  • 授予单位 The University of Wisconsin - Madison.;
  • 学科 Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2005
  • 页码 132 p.
  • 总页数 132
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 机械、仪表工业;
  • 关键词

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