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Computational complexity of general fuzzy logic control and its simplification for a loop controller

✍ Scribed by Yong Ho Kim; Sang Chul Ahn; Wook Hyun Kwon


Publisher
Elsevier Science
Year
2000
Tongue
English
Weight
188 KB
Volume
111
Category
Article
ISSN
0165-0114

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✦ Synopsis


This paper analyzes the number of operations and parameters of general fuzzy logic control algorithms. And limitations of loop controllers to implement the fuzzy logic control are investigated in terms of computation time and required memory. Using analysis of general fuzzy logic control algorithms, it is shown that general fuzzy logic control algorithms are not suitable for loop controllers. A simpliΓΏed fuzzy logic control for loop controllers is presented using a ΓΏxed control table with mapping parameters. This simpliΓΏed fuzzy logic control is shown to be suitable for a loop controller with regard to the computation time and the required memory. For easy programming of the simpliΓΏed fuzzy logic control, a fuzzy logic control block is suggested as a speciΓΏc block for general graphical block diagram editors. Experiments show that the simpliΓΏed fuzzy logic control overcomes the limitations of loop controllers and provides good performance.


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