• norsk
    • English
  • norsk 
    • norsk
    • English
  • Logg inn
Vis innførsel 
  •   Hjem
  • Faculty of Mathematics and Natural Sciences
  • Department of Mathematics
  • Department of Mathematics
  • Vis innførsel
  •   Hjem
  • Faculty of Mathematics and Natural Sciences
  • Department of Mathematics
  • Department of Mathematics
  • Vis innførsel
JavaScript is disabled for your browser. Some features of this site may not work without it.

Higher order space-time elements for a non-linear Biot model

Borregales Reveron, Manuel Antonio; Radu, Florin Adrian
Conference object, Peer reviewed, Book
Accepted version
Thumbnail
Åpne
Accepted version (351.6Kb)
Permanent lenke
https://hdl.handle.net/1956/22586
Utgivelsesdato
2019
Metadata
Vis full innførsel
Samlinger
  • Department of Mathematics [801]
Originalversjon
https://doi.org/10.1007/978-3-319-96415-7_49
Sammendrag
In this work, we consider a non-linear extension of the linear, quasi-static Biot’s model. Precisely, we assume that the volumetric strain and the fluid compressibility are non-linear functions. We propose a fully discrete numerical scheme for this model based on higher order space-time elements. We use mixed finite elements for the flow equation, (continuous) Galerkin finite elements for the mechanics and discontinuous Galerkin for the time discretization. We further use the L-scheme for linearising the system appearing on each time step. The stability of this approach is illustrated by a numerical experiment.
Utgiver
Springer
Serie
Lecture Notes in Computational Science and Engineering ; 126
Opphavsrett
Copyright Springer Nature Switzerland AG 2019

Kontakt oss | Gi tilbakemelding

Personvernerklæring
DSpace software copyright © 2002-2019  DuraSpace

Levert av  Unit
 

 

Bla i

Hele arkivetDelarkiv og samlingerUtgivelsesdatoForfattereTitlerEmneordDokumenttyperTidsskrifterDenne samlingenUtgivelsesdatoForfattereTitlerEmneordDokumenttyperTidsskrifter

Min side

Logg inn

Statistikk

Besøksstatistikk

Kontakt oss | Gi tilbakemelding

Personvernerklæring
DSpace software copyright © 2002-2019  DuraSpace

Levert av  Unit