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Performance analysis for operational optimal control for complex industrial processes — The square impact principle

机译:复杂工业过程的最佳操作控制性能分析—平方影响原理

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The operation control for complex industrial processes consists of two layer - loop control layer and operational control layer. The former aims at achieving the required loop control for each production unit along production line whilst the later optimizes the set-points to the control loops so that certain performance indexes (such as product quality and energy cost) is optimized when the closed loop controlled variables follow their set-points well. This paper presents a novel method that can be used to analyze the performance deterioration of the optimized operational control, where the impact of tracking errors of loop control to the optimized performance is quantitatively formulated when the tracking errors are small. It has been shown that loop tracking errors would generally deteriorate the optimized performance in a quadratic way - leading to the establishment of the square impact principle (SIP). Moreover, it has been shown that the production infrastructure will also affect the deterioration of the optimized performance. Formulation on the analysis on the flat robustness (FR) and randomness of the optimized performance indexes will also be made and several issues on the future studies are listed.
机译:复杂工业过程的操作控制包括两层-循环控制层和操作控制层。前者旨在实现生产线上每个生产单元所需的回路控制,而后者则优化控制回路的设定点,以便在闭环控制变量时优化某些性能指标(例如产品质量和能源成本)很好地遵循他们的设定点。本文提出了一种可用于分析优化操作控制性能恶化的新方法,其中当跟踪误差较小时,定量地阐述了环路控制的跟踪误差对优化性能的影响。已经表明,环路跟踪误差通常会以二次方的方式降低优化性能-导致建立平方影响原理(SIP)。而且,已经表明,生产基础设施也将影响优化性能的恶化。还将对优化性能指标的平坦鲁棒性(FR)和随机性进行分析,并列出一些有关未来研究的问题。

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