Optimal Enforcement of Liveness for FMSs Modelled with S<sup>4</sup>PR Petri Nets

Optimal enforcement of liveness for flexible manufacturing systems (FMSs) modeled with S4PR Petri-Nets (PNs). We optimize controlling of FMSs which are required with multiple resource acquisitions are permitted while concurrent operations in a job process are forbidden. This paper implements a system of sequential systems with shared resources (S4PRs) that have efficiency and significance to describe the interaction processes of FMSs. In particular, control transitions (CTs) are designed and implemented to quickly and effectively make PNs able to adapt to these automatic changes. The influence of CTs is the capability of PN to make a Reachability Graph (RG) fully live in terms of generating effective methods for all resources of FMS to be preserved. Sufficient examples are illustrated to demonstrate that PNs containing modeled FMS needed to be simulated, and are much more efficient.

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Publication Details

Published
2024-12-22
DOI
https://doi.org/10.1109/cicn63059.2024.10847373
Citations
4
Primary Topic
Petri Nets in System Modeling
Type
article
Field-Weighted Citation Impact
1.45
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article

Optimal Enforcement of Liveness for FMSs Modelled with S4PR Petri Nets

Mowafak Hassan Abdul-Hussin
4 citations
Petri Nets in System Modeling
1.45
article

Optimal Enforcement of Liveness for FMSs Modelled with S4PR Petri Nets

Mowafak Hassan Abdul-Hussin
article en
4 citations

Abstract

Optimal enforcement of liveness for flexible manufacturing systems (FMSs) modeled with S4PR Petri-Nets (PNs). We optimize controlling of FMSs which are required with multiple resource acquisitions are permitted while concurrent operations in a job process are forbidden. This paper implements a system of sequential systems with shared resources (S4PRs) that have efficiency and significance to describe the interaction processes of FMSs. In particular, control transitions (CTs) are designed and implemented to quickly and effectively make PNs able to adapt to these automatic changes. The influence of CTs is the capability of PN to make a Reachability Graph (RG) fully live in terms of generating effective methods for all resources of FMS to be preserved. Sufficient examples are illustrated to demonstrate that PNs containing modeled FMS needed to be simulated, and are much more efficient.

University of Technology - Iraq (IQ)
Openalex Percentile: Top 15%
Petri Nets in System Modeling
1.45
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