A fictitious domain method with mixed finite elements for elastodynamics
Eliane Bécache
,
Jerónimo Rodríguez
,
Chrysoula Tsogka
Journal articles
hal-00876222v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More
Mixed Finite Elements, Strong Symmetry and Mass Lumping for Elastic Waves
Eliane Bécache
,
Patrick Joly
,
Chrysoula Tsogka
[Research Report] RR-3717, INRIA. 1999
Reports
inria-00072950v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More
Application of the PML Absorbing Layer Model to the Linear Elastodynamic Problem in Anisotropic Heteregeneous Media
Francis Collino
,
Chrysoula Tsogka
[Research Report] RR-3471, INRIA. 1998
Reports
inria-00073219v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More
Fictitious Domains, Mixed Finite Elements and Perfectly Matched Layers for 2D Elastic Wave Propagation
Eliane Bécache
,
Patrick Joly
,
Chrysoula Tsogka
[Research Report] RR-3889, INRIA. 2000
Reports
inria-00072764v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More
The fictitious domain method and applications in wave propagation
Eliane Bécache
,
Jerónimo Rodríguez Garcia
,
Chrysoula Tsogka
COMPDYN 2009, ECCOMAS Thematic Conference on Computational Methods in Structural Dynamics and Earthquake Engineering, M. Papadrakakis, N.D. Lagaros, M. Fragiadakis (eds.) , 2009
Book sections
hal-01853643v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More
A new family of mixed finite elements for the linear elastodynamic problem
Eliane Bécache
,
Patrick Joly
,
Chrysoula Tsogka
Journal articles
hal-00990102v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More
Convergence results of the fictitious domain method for a mixed formulation of the wave equation with a Neumann boundary condition
Eliane Bécache
,
Jerónimo Rodríguez
,
Chrysoula Tsogka
Journal articles
hal-00873073v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More
Méthodes numériques: Éléments finis mixtes et méthode des domaines fictifs pour l'élastodynamique
Eliane Bécache
,
Patrick Joly
,
Chrysoula Tsogka
École thématique. France. 2001
Lectures
cel-01810774v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More
Some New Mixed Finite Elements in View of the Numerical Solution of Time Dependent Wave Propagation Problems
Eliane Bécache
,
Patrick Joly
,
Chrysoula Tsogka
[Research Report] RR-3445, INRIA. 1998
Reports
inria-00073245v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More
On the convergence of the fictitious domain method for wave equation problems
Eliane Bécache
,
J. Rodríguez
,
Chrysoula Tsogka
[Research Report] RR-5802, INRIA. 2006, pp.37
Reports
inria-00070222v1
Actions
Share
Gmail
Facebook
Twitter
LinkedIn
More