Stress Accuracy Of Parabolic Finite Elements In Contact Problems Analysis
Price
Free (open access)
Transaction
Volume
24
Pages
7
Published
1999
Size
545 kb
Paper DOI
10.2495/CON990221
Copyright
WIT Press
Author(s)
Miran Ulbin, Matjaz Sraml, Dusan Gabriel & Jifi Plesek
Abstract
The paper presents the stress distribution errors discovered while analysing contact problems with parabolic finite elements. Usage of parabolic instead of linear finite elements in finite element analysis usually results in more accurate stresses. On the other hand usage of parabolic finite elements would result in jagged stress distribution. The jagged stress distribution occurs using either Penalty function method or Lagrange multiplier method. Stress distribution errors were discovered also in analysis where Gauss integration point positions were used for contact analysis. Series of contact problem
Keywords