Utilizing Mixture Regression Models for Clustering Time-Series Energy Consumption of a Plastic Injection Molding Process

IF 1.8 Q3 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE Algorithms Pub Date : 2023-11-15 DOI:10.3390/a16110524
Massimo Pacella, Matteo Mangini, G. Papadia
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Abstract

Considering the issue of energy consumption reduction in industrial plants, we investigated a clustering method for mining the time-series data related to energy consumption. The industrial case study considered in our work is one of the most energy-intensive processes in the plastics industry: the plastic injection molding process. Concerning the industrial setting, the energy consumption of the injection molding machine was monitored across multiple injection molding cycles. The collected data were then analyzed to establish patterns and trends in the energy consumption of the injection molding process. To this end, we considered mixtures of regression models given their flexibility in modeling heterogeneous time series and clustering time series in an unsupervised machine learning framework. Given the assumption of autocorrelated data and exogenous variables in the mixture model, we implemented an algorithm for model fitting that combined autocorrelated observations with spline and polynomial regressions. Our results demonstrate an accurate grouping of energy-consumption profiles, where each cluster is related to a specific production schedule. The clustering method also provides a unique profile of energy consumption for each cluster, depending on the production schedule and regression approach (i.e., spline and polynomial). According to these profiles, information related to the shape of energy consumption was identified, providing insights into reducing the electrical demand of the plant.
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利用混合回归模型对塑料注射成型工艺的时间序列能耗进行聚类
考虑到降低工业工厂能源消耗的问题,我们研究了一种用于挖掘与能源消耗相关的时间序列数据的聚类方法。我们在工作中考虑的工业案例研究是塑料工业中最耗能的工艺之一:塑料注塑成型工艺。在工业环境中,我们对注塑机在多个注塑周期中的能耗进行了监测。然后对收集到的数据进行分析,以确定注塑成型工艺的能耗模式和趋势。为此,我们考虑了混合回归模型,因为在无监督机器学习框架中,混合回归模型在异构时间序列建模和时间序列聚类方面具有灵活性。考虑到混合物模型中数据和外生变量自相关的假设,我们实施了一种模型拟合算法,将自相关观测数据与样条回归和多项式回归相结合。结果表明,我们对能源消耗曲线进行了精确分组,每个分组都与特定的生产计划相关。根据生产计划和回归方法(即样条回归和多项式回归)的不同,聚类方法还为每个聚类提供了独特的能耗概况。根据这些轮廓,确定了与能源消耗形状有关的信息,为减少工厂的电力需求提供了启示。
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来源期刊
Algorithms
Algorithms Mathematics-Numerical Analysis
CiteScore
4.10
自引率
4.30%
发文量
394
审稿时长
11 weeks
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