LOCAL NUMERICAL SOLUTION OF BOUNDARY PROBLEMS OF STRUCTURAL MECHANICS WITH THE USE OF HYBRID DISCRETE WAVELET BASIS
The distinctive paper is devoted to the two-grid method of structural analysis based on hybrid discrete wavelet basis (in particular, the simplest one-dimensional problems are under consideration). Approximations of he mesh functions in this basis, general idea of the two-grid method and one-dimens...
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doaj-8e08b3c0f6ba442fbe00f6508fedcdf42020-11-24T22:28:16ZengPublishing House ASVInternational Journal for Computational Civil and Structural Engineering2587-96182588-01952018-03-0114110.22337/2587-9618-2018-14-1-113-125LOCAL NUMERICAL SOLUTION OF BOUNDARY PROBLEMS OF STRUCTURAL MECHANICS WITH THE USE OF HYBRID DISCRETE WAVELET BASISMarina L. Mozgaleva0Pavel A. Akimov1Dmitry F. Semin2National Research Moscow State University of Civil Engineering, Moscow, RUSSIARussian Academy of Architecture and Construction Sciences, Moscow, RUSSIANational Research Moscow State University of Civil Engineering, Moscow, RUSSIA The distinctive paper is devoted to the two-grid method of structural analysis based on hybrid discrete wavelet basis (in particular, the simplest one-dimensional problems are under consideration). Approximations of he mesh functions in this basis, general idea of the two-grid method and one-dimensional numerical example of beam analysis are presented. http://ijccse.iasv.ru/article/view/113wo-grid method, boundary problem, wavelet analysis, discrete wavelet basis, numerical solution,approximation |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Marina L. Mozgaleva Pavel A. Akimov Dmitry F. Semin |
spellingShingle |
Marina L. Mozgaleva Pavel A. Akimov Dmitry F. Semin LOCAL NUMERICAL SOLUTION OF BOUNDARY PROBLEMS OF STRUCTURAL MECHANICS WITH THE USE OF HYBRID DISCRETE WAVELET BASIS International Journal for Computational Civil and Structural Engineering wo-grid method, boundary problem, wavelet analysis, discrete wavelet basis, numerical solution, approximation |
author_facet |
Marina L. Mozgaleva Pavel A. Akimov Dmitry F. Semin |
author_sort |
Marina L. Mozgaleva |
title |
LOCAL NUMERICAL SOLUTION OF BOUNDARY PROBLEMS OF STRUCTURAL MECHANICS WITH THE USE OF HYBRID DISCRETE WAVELET BASIS |
title_short |
LOCAL NUMERICAL SOLUTION OF BOUNDARY PROBLEMS OF STRUCTURAL MECHANICS WITH THE USE OF HYBRID DISCRETE WAVELET BASIS |
title_full |
LOCAL NUMERICAL SOLUTION OF BOUNDARY PROBLEMS OF STRUCTURAL MECHANICS WITH THE USE OF HYBRID DISCRETE WAVELET BASIS |
title_fullStr |
LOCAL NUMERICAL SOLUTION OF BOUNDARY PROBLEMS OF STRUCTURAL MECHANICS WITH THE USE OF HYBRID DISCRETE WAVELET BASIS |
title_full_unstemmed |
LOCAL NUMERICAL SOLUTION OF BOUNDARY PROBLEMS OF STRUCTURAL MECHANICS WITH THE USE OF HYBRID DISCRETE WAVELET BASIS |
title_sort |
local numerical solution of boundary problems of structural mechanics with the use of hybrid discrete wavelet basis |
publisher |
Publishing House ASV |
series |
International Journal for Computational Civil and Structural Engineering |
issn |
2587-9618 2588-0195 |
publishDate |
2018-03-01 |
description |
The distinctive paper is devoted to the two-grid method of structural analysis based on hybrid discrete wavelet basis (in particular, the simplest one-dimensional problems are under consideration). Approximations of he mesh functions in this basis, general idea of the two-grid method and one-dimensional numerical example of beam analysis are presented.
|
topic |
wo-grid method, boundary problem, wavelet analysis, discrete wavelet basis, numerical solution, approximation |
url |
http://ijccse.iasv.ru/article/view/113 |
work_keys_str_mv |
AT marinalmozgaleva localnumericalsolutionofboundaryproblemsofstructuralmechanicswiththeuseofhybriddiscretewaveletbasis AT pavelaakimov localnumericalsolutionofboundaryproblemsofstructuralmechanicswiththeuseofhybriddiscretewaveletbasis AT dmitryfsemin localnumericalsolutionofboundaryproblemsofstructuralmechanicswiththeuseofhybriddiscretewaveletbasis |
_version_ |
1725747058094112768 |