COMPACTLY SUPPORTED NON-TENSOR PRODUCT FORM TWO-DIMENSION WAVELET FINITE ELEMENT

Some theorems of compactly supported non-tensor product form two-dimension Daubechies wavelet were analysed carefully. Compactly supported non-tensor product form two-dimension wavelet was constructed, then non-tensor product form two dimension wavelet finite element was used to solve the deflection...

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Bibliographic Details
Published in:Applied mathematics and mechanics 2006-12, Vol.27 (12), p.1673-1686
Main Author: 金坚明 薛鹏翔 徐应祥 朱亚莉
Format: Article
Language:English
Subjects:
Construction
Deflection
Finite element method
Mathematical analysis
Mathematical models
Thin plates
Two dimensional
Wavelet
有限元分析
计算数学
非张量产品
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Summary:Some theorems of compactly supported non-tensor product form two-dimension Daubechies wavelet were analysed carefully. Compactly supported non-tensor product form two-dimension wavelet was constructed, then non-tensor product form two dimension wavelet finite element was used to solve the deflection problem of elastic thin plate. The error order was researched. A numerical example was given at last.
ISSN:0253-4827
1573-2754
DOI:10.1007/s10483-006-1210-z