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Titre: Optimal control of partial differential equations based on the Variational Iteration Method
Auteur(s): Akkouche, Abderrahmane
Maidi, Ahmed
Aidene, Mohamed
Mots-clés: Optimal control Minimum principle Partial differential equations Variational Iteration Method Series solution
Date de publication: 5-sep-2014
Editeur: Université Akli Mouhand Oulhadj-Bouira
Résumé: In this work, the Variational Iteration Method is used to solve a quadratic optimal control problem of a system governed by linear partial differential equations. The idea consists in deriving the necessary optimality conditions by applying the minimum principle of Pontryagin, which leads to the well-known Hamilton–Pontryagin equations. These linear partial differential equations constitute a multi-point-boundary value problem. To achieve the solution of the Hamilton–Pontryagin equations using the Variational Iteration Method, an approach is proposed and illustrated by two application examples.
URI/URL: http://dspace.univ-bouira.dz:8080/jspui/handle/123456789/10163
Collection(s) :Articles

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