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A platform for research: civil engineering, architecture and urbanism
Application of the finite element method to elliptic problems
The finite element method is now a well established tool in structural engineering. The more recent applications of this technique to elliptic self adjoint problems are described with several elements using high order polynomial approximating functions being analysed. Two such rectangular elements are tested on trial problems and consideration is given to efficient determination of a solution. The results support the finite element method as an alternative means of solving the self-adjoint elliptic problem.
Application of the finite element method to elliptic problems
The finite element method is now a well established tool in structural engineering. The more recent applications of this technique to elliptic self adjoint problems are described with several elements using high order polynomial approximating functions being analysed. Two such rectangular elements are tested on trial problems and consideration is given to efficient determination of a solution. The results support the finite element method as an alternative means of solving the self-adjoint elliptic problem.
Application of the finite element method to elliptic problems
Anwendung der begrenzten Element-Methode auf elliptische Probleme
Barry, J.M. (author)
Australian Computer Journal ; 6 ; 51-60
1974
, 36 Quellen
Article (Journal)
English
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