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Towards the efficient numerical simulation of a car tire: Robust numerical algorithms for dynamic frictional contact problems with different time and space scales Paperback – 6 Mar. 2011
by
Corinna Hager
(Author)
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In many technical and engineering applications, numerical simulation is becoming more and more important for the design of products or the optimization of industrial production lines. However, the simulation of complex processes like the forming of sheet metal or the rolling of a car tire is a very challenging task, as nonlinear elastic or elastoplastic material behaviour needs to be combined with frictional contact and dynamic effects. In addition, these processes often feature a small mobile contact zone which needs to be resolved very accurately to get a good picture of the evolution of the contact stress. In order to be able to perform an accurate simulation of such intricate systems, there is a huge demand for a robust numerical scheme that combines a suitable multiscale discretization of the geometry with an efficient solution algorithm capable of dealing with the material and contact nonlinearities. The aim of this work is to design such an algorithm by combining domain decomposition methods with a suitable space discretization and efficient solvers for the resulting nonlinear systems.
- Print length196 pages
- LanguageEnglish
- Publication date6 Mar. 2011
- Dimensions15.01 x 1.14 x 22 cm
- ISBN-109783838124421
- ISBN-13978-3838124421
Product description
About the Author
Corinna Hager, born 1983 in Berlin, finished her study of Mathematics at the University of Stuttgart in 2006. Afterwards, she worked as a research and teaching assistant at the Institute for Applied Analysis and Numerical Simulation (IANS) in Stuttgart, focusing on numerical methods for variational inequalities. She obtained her PhD in 2010.
Product details
- ASIN : 3838124421
- Publisher : Suedwestdeutscher Verlag fuer Hochschulschriften (6 Mar. 2011)
- Language : English
- Paperback : 196 pages
- ISBN-10 : 9783838124421
- ISBN-13 : 978-3838124421
- Dimensions : 15.01 x 1.14 x 22 cm
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