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Titre: | Multi-agent ant system for redundancy allocation problem of multi states power system |
Auteur(s): | Bendjeghaba, O. Ouahdi, D. |
Mots-clés: | Generalised ushakov's technique Multi agent ant system (MAAS) Multi-state power systems (MSPS) Redundancy allocation problem (RAP) Electric power transmission networks Investments Power transmission Quality assurance Redundancy Generalised ushakov's technique Illustrative examples Multi agent ant system (MAAS) Multi-state power systems (MSPS) Multiple choices Optimal structures Redundancy allocation problem (RAP) System availabilities System elements System topologies Total investments Multi agent systems |
Date de publication: | 2008 |
Editeur: | IEEE |
Référence bibliographique: | 2008 IEEE 2nd International Power and Energy Conference, PECon 2008; Johor Baharu; Malaysia; 1 December 2008 through 3 December 2008; Category numberCFP08820; Code 75682 |
Collection/Numéro: | PECon 2008 - 2008 IEEE 2nd International Power and Energy Conference 2008, Article number 4762662,;pp. 1270-1274 |
Résumé: | This paper considers a redundancy allocation problem for a multi-state power system. This type of problems involves selection of components with multiple choices and redundancy levels that produce maximum benefits, subject to the system availability and demand constraints. The presented multi agent ant system finds the optimal system topology by choosing system elements from a list of available equipments. Each element is characterized by its productivity, availability and cost. The objective is to minimize the total investment costs while satisfying both system availability and demand constraints. The procedure based on the generalized Ushakov's technique is used for evaluation of the system availability. Illustrative examples demonstrate how to obtain the optimal structures of the power system for different system availability constraints |
URI/URL: | http://dlibrary.univ-boumerdes.dz:8080123456789/2125 |
ISBN: | 978-142442405-4 |
Collection(s) : | Communications Internationales
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