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Finite state mixing-cell models / Simpson, E.
Titre : Finite state mixing-cell models Type de document : texte imprimé Auteurs : Simpson, E. ; Duckstein, L. Mention d'édition : University of Arizona Editeur : University of Arizona Année de publication : s.d. ISBN/ISSN/EAN : CI-06658 Note générale : In this first of two papers a quasi-physical, finite-state model is developed that is suiable for the modeling of karstic water resources in a systems framework. The present paper emphasizes model properties and the compassion paper emphasizes magagerial applications. The model consist of a set of interconnected cells of any desired size, though which the transport of water and dissolved matter is represented by a sequence of finite states. Langues : Anglais (eng) Mots-clés : Ressource en eau Hydrologie Modèle mathématique PRECIPITATIONS Débit solide Index. décimale : 551.48 Hydrologie : Résumé : In this first of two papers a quasi-physical, finite-state model is developed that is suiable for the modeling of karstic water resources in a systems framework. The present paper emphasizes model properties and the compassion paper emphasizes magagerial applications. The model consist of a set of interconnected cells of any desired size, though which the transport of water and dissolved matter is represented by a sequence of finite states. Note de contenu : In this first of two papers a quasi-physical, finite-state model is developed that is suiable for the modeling of karstic water resources in a systems framework. The present paper emphasizes model properties and the compassion paper emphasizes magagerial applications. The model consist of a set of interconnected cells of any desired size, though which the transport of water and dissolved matter is represented by a sequence of finite states. Finite state mixing-cell models [texte imprimé] / Simpson, E. ; Duckstein, L. . - University of Arizona . - University of Arizona, s.d.
ISSN : CI-06658
In this first of two papers a quasi-physical, finite-state model is developed that is suiable for the modeling of karstic water resources in a systems framework. The present paper emphasizes model properties and the compassion paper emphasizes magagerial applications. The model consist of a set of interconnected cells of any desired size, though which the transport of water and dissolved matter is represented by a sequence of finite states.
Langues : Anglais (eng)
Mots-clés : Ressource en eau Hydrologie Modèle mathématique PRECIPITATIONS Débit solide Index. décimale : 551.48 Hydrologie : Résumé : In this first of two papers a quasi-physical, finite-state model is developed that is suiable for the modeling of karstic water resources in a systems framework. The present paper emphasizes model properties and the compassion paper emphasizes magagerial applications. The model consist of a set of interconnected cells of any desired size, though which the transport of water and dissolved matter is represented by a sequence of finite states. Note de contenu : In this first of two papers a quasi-physical, finite-state model is developed that is suiable for the modeling of karstic water resources in a systems framework. The present paper emphasizes model properties and the compassion paper emphasizes magagerial applications. The model consist of a set of interconnected cells of any desired size, though which the transport of water and dissolved matter is represented by a sequence of finite states. Réservation
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Code-barres Cote Support Localisation Section Disponibilité CI03B658.196978 CI-06658 Monographie Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B658.196977 CI-06658 Monographie Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B658.196976 CI-06658 Monographie Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B658.196974 CI-06658 Monographie Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B658.196975 CI-06658 Monographie Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B658.196973 CI-06658 Monographie Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B658.196972 CI-06658 Monographie Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B658.196971 CI-06658 Monographie Bibliothèque CDI-Ouaga Fond documentaire Disponible