Bienvenue au Centre de Documentation et d'Information de 2iE: Plus de 27422 ouvrages vous sont proposés
Détail de l'éditeur
The serveral contributors named in the list of contents |
Documents disponibles chez cet éditeur (1)
Faire une suggestion Affiner la recherche
Finite elements in water resources / Gray, W. G.
Titre : Finite elements in water resources Type de document : texte imprimé Auteurs : Gray, W. G. ; Pinder, G. F. Mention d'édition : The serveral contributors named in the list of contents Editeur : The serveral contributors named in the list of contents Année de publication : 1977 ISBN/ISSN/EAN : 727306014 Note générale : The report show that rational approximations to the exponential matrix are employed to explain the performance of traditional methods for integrating some partial differential equations used in water resources analysis wath respect to time. The same technique then allows the prediction of the performances of higher order integration methods, so that only the most promising of these need be coded. The behaviour of various algorithms is them compared in the solution of typical problems involving diffusion, convection or a combination of both. Langues : Anglais (eng) Mots-clés : Ressource en eau Eau souterraine Hydrogéologie Index. décimale : 551 Géologie, météorologie, hydrologie générale Résumé : The report show that rational approximations to the exponential matrix are employed to explain the performance of traditional methods for integrating some partial differential equations used in water resources analysis wath respect to time. The same technique then allows the prediction of the performances of higher order integration methods, so that only the most promising of these need be coded. The behaviour of various algorithms is them compared in the solution of typical problems involving diffusion, convection or a combination of both. Note de contenu : The report show that rational approximations to the exponential matrix are employed to explain the performance of traditional methods for integrating some partial differential equations used in water resources analysis wath respect to time. The same technique then allows the prediction of the performances of higher order integration methods, so that only the most promising of these need be coded. The behaviour of various algorithms is them compared in the solution of typical problems involving diffusion, convection or a combination of both. Finite elements in water resources [texte imprimé] / Gray, W. G. ; Pinder, G. F. . - The serveral contributors named in the list of contents . - The serveral contributors named in the list of contents, 1977.
ISSN : 727306014
The report show that rational approximations to the exponential matrix are employed to explain the performance of traditional methods for integrating some partial differential equations used in water resources analysis wath respect to time. The same technique then allows the prediction of the performances of higher order integration methods, so that only the most promising of these need be coded. The behaviour of various algorithms is them compared in the solution of typical problems involving diffusion, convection or a combination of both.
Langues : Anglais (eng)
Mots-clés : Ressource en eau Eau souterraine Hydrogéologie Index. décimale : 551 Géologie, météorologie, hydrologie générale Résumé : The report show that rational approximations to the exponential matrix are employed to explain the performance of traditional methods for integrating some partial differential equations used in water resources analysis wath respect to time. The same technique then allows the prediction of the performances of higher order integration methods, so that only the most promising of these need be coded. The behaviour of various algorithms is them compared in the solution of typical problems involving diffusion, convection or a combination of both. Note de contenu : The report show that rational approximations to the exponential matrix are employed to explain the performance of traditional methods for integrating some partial differential equations used in water resources analysis wath respect to time. The same technique then allows the prediction of the performances of higher order integration methods, so that only the most promising of these need be coded. The behaviour of various algorithms is them compared in the solution of typical problems involving diffusion, convection or a combination of both. Réservation
Réserver ce document
Exemplaires(8)
Code-barres Cote Support Localisation Section Disponibilité CI03B850.114002 CI-04850 Rapport Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B850.114000 CI-04850 Rapport Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B850.114001 CI-04850 Rapport Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B850.113999 CI-04850 Rapport Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B850.113998 CI-04850 Rapport Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B850.113996 CI-04850 Rapport Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B850.113997 CI-04850 Rapport Bibliothèque CDI-Ouaga Fond documentaire Disponible CI03B850.113995 CI-04850 Rapport Bibliothèque CDI-Ouaga Fond documentaire Disponible