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Pheromone Propagation Controller: The Linkage of Swarm Intelligence and Advanced Process Control

机译:信息素传播控制器:群智能与高级过程控制的联系

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Statistical process control (SPC) is traditionally used in advanced process control (APC). However, SPC, which treats measurements as a series of isolated statistical data, employs different methods to deal with different problems. In this paper, we present a new perspective on process control, which treats the intercepts of the process in different runs as a social insect colony. Our novel algorithm, called the pheromone propagation controller (PPC), is a meta-heuristic method based on the assumption that the intercepts of the linear regression model have their own behavior and affect others nearby on different runs. The pheromone basket is an environment initially filled with intercepts, and then the "intercepts pheromones" in the basket propagate according to the modified digital pheromone infrastructure. After propagation, the intercept in the next run can be forecast by extrapolating the last two entities of the pheromone basket. Consequently, a revised process recipe can be obtained from the forecast intercepts and the linear regression model. We also propose a workable scheme for adaptively tuning the PPC propagation parameter. We discuss the PPC stability region and the strategy for tuning the propagation parameter as well as the effects of size of pheromone basket, model mismatch on the performance. Our simulation results show that the standard deviation and the mean square error for PPC, whether fixed or self-tuning, are more consistent than that of the EWMA, the predictor corrector control (PCC), and the double EWMA for five types of anthropogenic disturbance. We also examined a hybrid disturbance obtained from semiconductor fabrication. When system drifts, the PPC was superior to the other candidate controllers for all values of the PPC propagation parameters and weightings of the other controllers, whether fixed or self-tuning.
机译:统计过程控制(SPC)传统上用于高级过程控制(APC)。但是,SPC将测量视为一系列隔离的统计数据,它采用不同的方法来处理不同的问题。在本文中,我们提出了一种有关过程控制的新观点,该观点将不同运行过程中的过程截距视为社会昆虫群落。我们的新算法称为信息素传播控制器(PPC),是一种基于假设的线性启发式方法,该假设是线性回归模型的截距具有自己的行为,并且在不同的运行过程中会影响附近的其他行为。信息素篮子是一个最初充满拦截的环境,然后篮子中的“拦截信息素”会根据修改后的数字信息素基础结构进行传播。传播之后,可以通过外推信息素篮子的最后两个实体来预测下一次运行中的截距。因此,可以从预测截距和线性回归模型中获得修订的过程配方。我们还提出了一种可行的方案,用于自适应地调整PPC传播参数。我们讨论了PPC稳定区域和调整传播参数的策略,以及信息素篮大小,模型失配对性能的影响。我们的仿真结果表明,对于五种人为干扰,PPC的标准偏差和均方误差,无论是固定的还是自整定的,都比EWMA,预测校正器控制(PCC)和双重EWMA的一致。 。我们还研究了从半导体制造中获得的混合干扰。当系统漂移时,对于PPC传播参数的所有值和其他控制器的权重(无论是固定的还是自整定的),PPC均优于其他候选控制器。

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