The intention of this booklet is a brief but general introduction into the treatment of the Finite Element Method (FEM). The FEM has become the leading method in computerโoriented mechanics, so that many scienti?c brancheshavegrownup besides overthelastdecades. Nevertheless,theFEM today is a questio
Development and Application of the Finite Element Method based on Matlab || FEM Implementation within Matlab
โ Scribed by Baaser, Herbert
- Book ID
- 120365423
- Publisher
- Springer Berlin Heidelberg
- Year
- 2010
- Tongue
- German
- Weight
- 426 KB
- Edition
- 2010
- Category
- Article
- ISBN
- 3642131530
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โฆ Synopsis
The intention of this booklet is a brief but general introduction into the treatment of the Finite Element Method (FEM). The FEM has become the leading method in computerโoriented mechanics, so that many scienti?c brancheshavegrownup besides overthelastdecades. Nevertheless,theFEM today is a question of economy. On the one hand its industrial application is forced to reduce product development costs and time, on the other hand a large number of commercial FEM codes and a still growing number of software for e?ective preโ and postprocessors are available in the meantime. Due to that, today it is a quite challenging task to operate with all these di?erent tools at the same time and to understand all handling and so- tion techniques developed over the last years. So, we want to help in getting a deeper insight into the main โinterfacesโ between the โcustomers of the FEMโ and the codes itself by providing a totally open structured FEโcode based on Matlab, which is a very powerful tool in operating with matrix based formulations. That idea and conditions forced us some years ago to initiateDAEdalon as a tool for general FE developments in research appli- tions. In spite of still existing high sophisticated โ mostly commercial โ FE codes, the success and the acceptance of such a structured tool justify that decision afterwards more and more.
๐ SIMILAR VOLUMES
Numerical tests are used to evaluate the accuracy of two finite element formulations associated with the discrete ordinates method for solving the radiative transfer equation: the Least Square and the Discontinuous Galerkin finite element formulations. The results show that the use of a penalization