WIT Press


Resolution Of An Identification Problem By Coupling Stochastic And Deterministic Methods

Price

Free (open access)

Paper DOI

10.2495/HT940611

Volume

5

Pages

8

Published

1994

Size

567 kb

Author(s)

L. Autrique

Abstract

Resolution of an identification problem by coupling stochastic and deterministic methods L. Autrique Laboratoire d'Automatique de Nantes, Ecole Centrale, 1 rue de la noe, 44072 Nantes cedex 03, France ABSTRACT This paper deals with the implementation of stochastic process coupling with classical minimization methods in order to solve an identification problem. A model for an industrial process (elastomer vulcanization) is proposed and then the minimization problems and methods are pre- sented. The effect of random perturbations on these methods is studied. Numerical results are given. The interest of the coupling of stochastic and deterministic methods is shown. INTRODUCTION We are interested in a situation issued from thermal industry: the vul- canization. Gamier [1] has shown that, while the curing of some elas- tomers, an exothermical reaction can occur and damage the material. In order to avoid this destruction, a sharp control is essential and a fin

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