Group supermatrices in finite element analysis
Author(s)
Bibliographic Information
Group supermatrices in finite element analysis
（Ellis Horwood series in civil engineering）
E. Horwood, 1992
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Note
Includes bibliographical references (p. [371]-373) and index
Description and Table of Contents
Description
This monograph attempts to define and develop group supermatrices in various ways through theoretical formulations. The author demonstrates that these formulations are especially appropriate when deriving stiffness matrices and equations by the finite element method. He compares conventional procedures to the group supermatrix method, explaining how substantial results can be obtained without having to use lengthy derivations of mathematical expressions when using finite elements with simple or complex symmetry. Complete derivations of equations, illustrated with general and numerical examples, are provided throughout the text.
Table of Contents
- Theoretical foundations for development of group supermatrices
- group supermatrices
- group supermatrix transformations
- group supermatrices in the finite element method
- group supermatrices by truss bar elements
- group supermatrices by beam and plane frame
- group supermatrices by plate elements in bending
- group supermatrices by three-dimensional finite elements.
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