2002•Unpublished venueRequires access

Control of real-time discrete event systems with hybrid controllability of events

Petr Kozák

Open publisher page 4 citations

Abstract

The paper solves a real-time extension of the supervisory control problem for a class of real-time discrete event systems with hybrid components. The considered plant is parallel composition of subsystems each with guaranteed infimal delays between two subsequent output discrete events, with true parallelism, and with delayed response to input events. The delayed response depends on current state of plant. It is modelled using one integrator for each controllable event. An event is actually disabled if the value of integrator is equal or higher than "hybrid controllability" of the event. The minimally restrictive solution is presented.>

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What this paper is about

The paper solves a real-time extension of the supervisory control problem for a class of real-time discrete event systems with hybrid components. The considered plant is parallel composition of subsystems each with guaranteed infimal delays between two subsequent output discrete events, with true parallelism, and with delayed response to input events. The delayed response depends on current state of plant. It is modelled using one integrator for each controllable event. An event is actually disabled if the value of integrator is equal or higher than "hybrid controllability" of the event. The minimally restrictive solution is presented.>

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OpenAlex reports 4 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The paper solves a real-time extension of the supervisory control problem for a class of real-time discrete event systems with hybrid components. The considered plant is parallel composition of subsystems each with guaranteed infimal delays between two subsequent output discrete events, with true parallelism, and with delayed response to input events. The delayed response depends on current state of plant. It is modelled using one integrator for each controllable event. An event is actually disabled if the value of integrator is equal or higher than "hybrid controllability" of the event. The minimally restrictive solution is presented.>

Key concepts: Controllability, Discrete time and continuous time, Supervisory control, Integrator, Event (particle physics), Discrete event dynamic system, Double integrator, Control theory (sociology)

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