A finite element program package for axisymmetric scalar field problems
β Scribed by A. Konrad; P. Silvester
- Publisher
- Elsevier Science
- Year
- 1984
- Tongue
- English
- Weight
- 136 KB
- Volume
- 35
- Category
- Article
- ISSN
- 0010-4655
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π SIMILAR VOLUMES
The combined scheme of jinite elements and finite d@rences, which was dweloped by Yano and already succes.$ully applied to the two-dimensional Laplace equation, is applied to axisymmetric e.wterior$eldproblems, as studied by Wong and Ciric. In order to illustrate the validity of the proposed techniq
A quadrilateral based velocity-pressure-extrastress tensor mixed finite element method for solving the threefield Stokes system in the axisymmetric case is studied. The method derived from Fortin's Q2 -P1 velocitypressure element is to be used in connection with the standard Galerkin formulation. Th
## Abstract The triangular element is one of the most useful finite difference elements for the potential problems because of its versatility in fitting irregular boundary, in connecting one element type to another, and in changing grid fineness. Such triangular elements find many applications in c
## Abstract This paper presents a triangular finite element for the solution of twoβdimensional field problems in orthotropic media. The element has nine degrees of freedom, these being the potential and its two derivatives at each node. The βstiffnessβ matrix is derived analytically so that no fu