{{#store_external_table:References_external1
|Ref_ex_firstName={{{First Name}}}
|Ref_ex_lastName={{{Last Name}}}
}}{{#store_external_table:References_external2
|Ref_ex_tag={{{Tag}}}
}}{{#store_external_table:References_external3
|Ref_ex_itemType={{{Item Type}}}
|Ref_ex_title={{{Title}}}
|Ref_ex_publicationTitle={{{Journal}}}
|Ref_ex_booktitle={{{booktitle}}}
|Ref_ex_journalAbbreviation={{{Journal Abbreviation}}}
|Ref_ex_volume={{{Volume}}}
|Ref_ex_issue={{{Issue}}}
|Ref_ex_ISSN={{{ISSN}}}
|Ref_ex_url={{{URL}}}
|Ref_ex_DOI={{{DOI}}}
|Ref_ex_pages={{{Pages}}}
|Ref_ex_date={{{Date}}}
|Ref_ex_abstractNote={{{Abstract}}}
|Ref_ex_language={{{Language}}}
|Ref_ex_libraryCatalog={{{Catalog}}}
|Ref_ex_accessDate={{{Retrieve date}}}
}}
Moresi, L.; Dufour, F.; Mühlhaus, H.-B.; 2003. A Lagrangian integration point finite element method for large deformation modeling of viscoelastic geomaterials, Journal of Computational Physics, 184, 476–497.
| Author(s)
|
L., Moresi; F., Dufour; H.-B., Mühlhaus;
|
| Title
|
A Lagrangian integration point finite element method for large deformation modeling of viscoelastic geomaterials
|
| Journal
|
Journal of Computational Physics
|
| Journal Abbreviation
|
|
| Book title
|
|
| Volume
|
184
|
| Issue
|
2
|
| ISSN
|
00219991
|
| URL
|
external URL
|
| DOI
|
10.1016/S0021-9991(02)00031-1
|
| Pages
|
476–497
|
| Date
|
2003-01
|
| Abstract
|
|
| Language
|
en
|
| Catalog
|
CrossRef
|
| Retrieve date
|
2025-06-17
|
Template:Publications about a single model
