Optimal state feedback for single-place connected circuits using controlled Dan/Petri nets+
Eleazar Jiménez Serrano, Keijiro Araki, Shigeru Kusakabe · 2007
This is the first work in its type trying to optimize the set of controls for a state feedback. Controlled Dan/Petri nets+is a modeling framework based on Place/Transitions Nets used to model a control-logic called multiple and simultaneous control (MSC) which can reduce the size of the set of controls. In this paper we present the subnet structure called ∑ff(q)to model the MSC-logic and an algorithm to design an optimal state feedback with a set of controls for a class of Dan/Petri Net+having a single-place connected circuits and the conditions to obtain a maximally permissive and optimal state feedback.