2011Control theory & applicationsRequires access

R-adjustable learning control for batch process

Ming Qiu

Open publisher page 1 citations

Abstract

To track the operation performance of a batch process under iterative learning control,we propose an R-adjustment control strategy.The definitions of zero-tracking error and bounded-tracking error are given according to classi-cal control theory.We investigate the iterative learning control strategy for achieving zero-tracking error in the output,and rigorously prove the tracking ability of the system under control.The most important conclusion is that the zero-tracking error can be achieved by the R-adjustment control strategy,which provides the basis for practical applications.

About this research paper

What this paper is about

To track the operation performance of a batch process under iterative learning control,we propose an R-adjustment control strategy.The definitions of zero-tracking error and bounded-tracking error are given according to classi-cal control theory.We investigate the iterative learning control strategy for achieving zero-tracking error in the output,and rigorously prove the tracking ability of the system under control.The most important conclusion is that the zero-tracking error can be achieved by the R-adjustment control strategy,which provides the basis for practical applications.

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Available abstract

To track the operation performance of a batch process under iterative learning control,we propose an R-adjustment control strategy.The definitions of zero-tracking error and bounded-tracking error are given according to classi-cal control theory.We investigate the iterative learning control strategy for achieving zero-tracking error in the output,and rigorously prove the tracking ability of the system under control.The most important conclusion is that the zero-tracking error can be achieved by the R-adjustment control strategy,which provides the basis for practical applications.

Key concepts: Iterative learning control, Tracking error, Control theory (sociology), Tracking (education), Bounded function, Zero (linguistics), Control (management), Process (computing)

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