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Universal matrices for rectangular infinite and semi-infinite elements for the Poisson's equationPublished in
1994
Volume: 52
Issue: 1
Pages: 135 - 138
Universal matrices for plane rectangular infinite and semi-infinite elements for Poisson's equation are presented. For a particular member of the family these matrices are independent of the size and shape of the element and using these matrices the element stiffness matrix can be generated in a simpler manner by taking into account the size and shape of the element. © 1994.
Topics: Uniqueness theorem for Poisson's equation (57)%57% related to the paper, Stiffness matrix (56)%56% related to the paper, Poisson's equation (55)%55% related to the paper, Discrete Poisson equation (54)%54% related to the paper and Semi-infinite (54)%54% related to the paper
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About the journal
| Journal | Computers and Structures |
|---|---|
| ISSN | 00457949 |
| Open Access | No |
Authors (1)
Sanyasiraju V.S.S. Yedida- Universal matrices for rectangular infinite and semi-infinite elements for the Poisson's equation
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Concepts (11)
Algorithms- Computational methods
- Finite element method
- Geometry
- Integration
- Matrix algebra
- Poisson's equation
- RECTANGULAR INFINITE ELEMENTS
- RECTANGULAR SEMI INFINITE ELEMENTS
- UNIVERSAL MATRICES
- Systems analysis
