In this paper, we consider a deterministic timed continuous Petri net model where conflicts at places are solved by using stationary routing parameters. We show how to compute the stationary firing rate for all transitions via linear programming, so as to determine the optimal routing parameters that maximize-user-defined linear functions of the firing rates. Finally, we discuss the relations with discrete Petri nets.
Optimal stationary behavior for a class of timed continuous Petri nets
GIUA, ALESSANDRO
2004-01-01
Abstract
In this paper, we consider a deterministic timed continuous Petri net model where conflicts at places are solved by using stationary routing parameters. We show how to compute the stationary firing rate for all transitions via linear programming, so as to determine the optimal routing parameters that maximize-user-defined linear functions of the firing rates. Finally, we discuss the relations with discrete Petri nets.
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