Abstract
In this work we consider an industrial maintenance process control problem using cellular automata approach. The problem consists on finding an optimal control for the assignment and the displacement of agents in a spatial area to maintain the equipments in good working state. The approach by cellul
Highlights
From the 1980s with the development of computers, cellular automata (CA) theory has boomed in the world of science
We are interested in the control of the allocation of intervention tasks of preventive maintenance process for which allocation decisions and agent displacements are made by a simulation based on cellular automata
In this work we have considered the maintenance control problem with application in an industrial process using a cellular automaton approach
Summary
From the 1980s with the development of computers, cellular automata (CA) theory has boomed in the world of science They gradually emerged as an alternative for the microscopic realities, reflecting the macroscopic behavior of dynamic systems. By the cellular automata approach, they are taken discretely, as well as the physical quantities they describe Since their introduction in the 1940s as a model of self-replicative systems considered by Von Neumann and Ulam, many were the definitions around the CA, [1] (1998), [2][3] (2002) and [4] (2008). F is a transition function that defines the local dynamics of the considered system It calculates the state et+1(c) of a cell at t + 1 depending on the state et(v(c)) = {et(c ), c ∈ v(c)} of the neighborhood at t.
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