Асимптотический анализ краевых задач в густых каскадных соединениях
Vernadsky National Library of Ukraine
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| Title |
Асимптотический анализ краевых задач в густых каскадных соединениях
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| Creator |
Мельник, Т.А.
Чечкин, Г.А. |
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| Subject |
Математика
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| Description |
We consider the homogenization problem in a singularly perturbed two-dimensional domain of a new type, which consists of a body of junction and a great number of alternating thin rods belonging to two classes. Under the assumption that one class consists of rods of finite length and the other consists of rods of small length and inhomogeneous Fourier boundary conditions (boundary conditions of the third type) with perturbed coefficients are set on the boundaries of thin rods, we prove the homogenization theorems and the convergence of the energy integrals.
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| Date |
2010-02-08T14:53:14Z
2010-02-08T14:53:14Z 2008 |
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| Type |
Article
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| Identifier |
Асимптотический анализ краевых задач в густых каскадных соединениях / Т.А. Мельник, Г.А. Чечкин // Доп. НАН України. — 2008. — № 9. — С. 16-22. — Бібліогр.: 9 назв. — рос.
1025-6415 http://dspace.nbuv.gov.ua/handle/123456789/5818 517.956.225;517.956.8 |
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| Language |
ru
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| Publisher |
Видавничий дім "Академперіодика" НАН України
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