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Modeling and Analysis of Process Parameters for Evaluating Shrinkage Problems During Plastic Injection Molding of a DVD-ROM Cover

机译:DVD-ROM盖塑料注射成型过程中用于评估收缩问题的工艺参数的建模和分析

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摘要

Plastic injection molding plays a key role in the production of high-quality plastic parts. Shrinkage is one of the most significant problems of a plastic part in terms of quality in the plastic injection molding. This article focuses on the study of the modeling and analysis of the effects of process parameters on the shrinkage by evaluating the quality of the plastic part of a DVD-ROM cover made with Acrylonitrile Butadiene Styrene (ABS) polymer material. An effective regression model was developed to determine the mathematical relationship between the process parameters (mold temperature, melt temperature, injection pressure, injection time, and cooling time) and the volumetric shrinkage by utilizing the analysis data. Finite element (FE) analyses designed by Taguchi (L_(27)) orthogonal arrays were run in the Moldflow simulation program. Analysis of variance (ANOVA) was then performed to check the adequacy of the regression model and to determine the effect of the process parameters on the shrinkage. Experiments were conducted to control the accuracy of the regression model with the FE analyses obtained from Moldflow. The results show that the regression model agrees very well with the FE analyses and the experiments. From this, it can be concluded that this study succeeded in modeling the shrinkage problem in our application.
机译:注塑成型在生产高质量塑料零件中起着关键作用。就塑料注射成型中的质量而言,收缩是塑料部件最重要的问题之一。本文通过评估由丙烯腈-丁二烯-苯乙烯(ABS)聚合物材料制成的DVD-ROM封面的塑料部分的质量,着重于对工艺参数对收缩率的影响进行建模和分析的研究。开发了有效的回归模型,以利用分析数据确定工艺参数(模具温度,熔体温度,注射压力,注射时间和冷却时间)与体积收缩率之间的数学关系。由Taguchi(L_(27))正交阵列设计的有限元(FE)分析在Moldflow模拟程序中运行。然后进行方差分析(ANOVA),以检查回归模型的充分性,并确定工艺参数对收缩率的影响。进行了实验,以利用从Moldflow获得的有限元分析来控制回归模型的准确性。结果表明,该回归模型与有限元分析和实验吻合得很好。由此可以得出结论,这项研究成功地模拟了我们应用中的收缩问题。

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