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Applications of the Fuzzy State Fuzzy Output Finite State Machine to the Problem of Recovery from Violation of Ontological Assumptions

Grantner, Janos L. (author)
Western Michigan University, Department of Electrical & Computer Engineering, Kalamazoo, United States
Fodor, George A. (author)
University of Cape Town, Department of Psychology, Cape Town, South Africa
Driankov, Dimiter, 1952- (author)
Department of Computer and Information Science, University of Linköping, Linköping, Sweden,AASS
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Patyra, Marek J. (author)
Intel Corporation, Santa Clara, United States
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 (creator_code:org_t)
Taylor & Francis Group, 2000
2000
English.
In: International Journal of Smart Engineering System Design. - : Taylor & Francis Group. - 1025-5818. ; 2:3, s. 177-199
  • Journal article (peer-reviewed)
Abstract Subject headings
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  • A programmable logic controller (PC) carries out a control algorithm under violations of theontological assumptions (VOA) when the plant does not meet one or more unstated but essential assumptions used in the design of the control algorithm. This paper presents a recovery technique based on the theory of Fuzzy State Fuzzy Output Finite State Machines (FSFO-FSM). The appeal of this approach is that the only known recovery results today are for fuzzy controllers. A common drawback of most linguistic models is that they are essentially static and thus not suitable to model the sequential behavior of a PC program. A FSFO-FSM can act as a sequentialmachine during the normal course of control, yet it possesses all the required linguistic properties during a VOA. This approach can enhance substantially the safety and operational range of existing PC and embedded control applications. This paper describes the control problem, presents results based on simulations, and show architectural constraints when applying this principle to real-world application.

Keyword

Fuzzy Control
Supervisory Control
Ontological Control
Fuzzy Logic
Process Control
Process
Algorithms; Computer simulation; Finite automata; Fuzzy control; Linguistics; Process control; Programmable logic controllers; SCADA systems; Sequential machines
Datateknik
Computer Engineering
Reglerteknik
Automatic Control

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