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Document type:
Zeitschriftenaufsatz 
Author(s):
M. Bischoff; K.-U. Bletzinger 
Title:
Improving stability and accuracy of Reissner–Mindlin plate finite elements via algebraic subgrid scale stabilization 
Abstract:
Stabilized finite element methods for the solution of Reissner/Mindlin-type plate problems are presented. The formulations are based on previously described mixed formulations, like the assumed natural strain (ANS or MITC) concept or the discrete shear gap (DSG) method. In particular, the algebraic subgrid scale (ASGS) formulation is used for the stabilization term. The essential idea is to obtain stable elements and improve coarse mesh accuracy at the same time. It is shown how this can be achi...    »
 
Keywords:
Discrete shear gap method 
Congress title:
ce:title>Recent Advances in Stabilized and Multiscale Finite Element Methods 
Journal title:
Computer Methods in Applied Mechanics and Engineering 
Year:
2004 
Journal volume:
193 
Journal issue:
15–16 
Pages contribution:
1517 - 1528 
Reviewed:
ja 
Language:
en 
Format:
Text