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Evaluation of in-mold sensors and machine data towards enhancing product quality and process monitoring via Industry 4.0

机译:通过工业4.0评估模内传感器和机器数据朝着提高产品质量和过程监控的机器数据

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摘要

With the rise of Industry 4.0-related technology in the plastic and composite industry, a new wealth of data from the production process is becoming available to manufacturers. The effective utilization of this data towards improving quality and output is therefore of critical importance but requires knowledge of the data that is truly useful and the application of that data to pre-developed models or trained algorithms. Accordingly, in this research, 12 different online data sources in the injection molding process are evaluated to determine their relative degree of importance in predicting variations on final part quality indices, namely part weight, thickness, and diameter. These data are obtained during each injection molding cycle using a data acquisition system connected to eight in-mold sensors and four machine data sources. Three distinct types of perturbations are introduced into the process to challenge the range of detection capacities of these various data sources: shot size variations, material disturbances, and shutdown of the mold cooling system. The resultant curves from these studies are then analyzed for critical values, and partial least square (PLS) regressions performed using the extracted values as predictors and the final part quality indices as responses. Using the standard coefficients from the PLS analysis, rankings of the correlations between the extracted values and final part quality indices are generated, indicating which data sources best detected variations in the final produced parts for each of the three perturbations.
机译:随着工业4.0相关技术的兴起,塑料和综合行业,生产过程中的新丰富数据正在为制造商提供。因此,有效利用这种数据以提高质量和产出的重要性至关重要,但需要了解真正有用的数据以及将该数据应用于预先开发的模型或培训的算法。因此,在本研究中,评估12种不同的在线数据源,以确定它们在预测最终部分质量索引的变化,即部分重量,厚度和直径方面的相对重要性。使用连接到八个模具传感器和四台机器数据源的数据采集系统在每个注射成型周期中获得这些数据。将三种不同类型的扰动引入过程中,以挑战这些各种数据源的检测能力范围:射击尺寸变化,材料扰动和模具冷却系统的关闭。然后分析来自这些研究的结果曲线,用于临界值,并且使用提取的值作为预测器和最终部分质量指标作为响应来分析临界值的偏最小二乘(PLS)回归。使用来自PLS分析的标准系数,产生提取值和最终部分质量指数之间的相关性的排名,指示三个扰动中的每一个的最终产生的部件中的最佳检测到哪些数据源。

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