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DatoValore
TitleStrong solutions for Richards' equation with Cauchy conditions and constant pressure gradient
AbstractIn this note, Richards' equation for two layered soils is considered in a two-dimensional spatial domain. It is endowed by pressure gradient and pressure condition at the top of domain, and no condition is posed at the bottom of domain. An existence and uniqueness result of strong solutions is obtained for such a problem assuming constant pressure gradient.
SourceEnvironmental fluid mechanics (2001) 20
KeywordsRichards' equationInitial value problemStrong solution sLayered soilsUnsaturated flow modeling
JournalEnvironmental fluid mechanics (2001)
EditorKluwer Academic Publishers, London ;, Paesi Bassi
Year2020
TypeArticolo in rivista
DOI10.1007/s10652-019-09705-w
AuthorsMarco Berardi; Fabio V. Difonzo
Text404276 2020 10.1007/s10652 019 09705 w Richards equation Initial value problem Strong solution s Layered soils Unsaturated flow modeling Strong solutions for Richards equation with Cauchy conditions and constant pressure gradient Marco Berardi; Fabio V. Difonzo Istituto di Ricerca sulle Acque Consiglio Nazionale delle Ricerche Code Architects Automation In this note, Richards equation for two layered soils is considered in a two dimensional spatial domain. It is endowed by pressure gradient and pressure condition at the top of domain, and no condition is posed at the bottom of domain. An existence and uniqueness result of strong solutions is obtained for such a problem assuming constant pressure gradient. 20 Published version https //link.springer.com/article/10.1007/s10652 019 09705 w wt_mc=Internal.Event.1.SEM.ArticleAuthorOnlineFirst utm_source=ArticleAuthorOnlineFirst utm_medium=email utm_content=AA_en_06082018 ArticleAuthorOnlineFirst_20190707#citeas 24/06/2019 Articolo in rivista Kluwer Academic Publishers 1567 7419 Environmental fluid mechanics 2001 Environmental fluid mechanics 2001 Environmental fluid mechanics. 2001 EFM 2001 2001 marco.berardi BERARDI MARCO