Архитектура Аудит Военная наука Иностранные языки Медицина Металлургия Метрология Образование Политология Производство Психология Стандартизация Технологии |
Scientific degree: Candidate of Physical and Mathematical Sciences
Specialty code of VAC: 01.02.04 Specialty: Mechanics of a deformable solid.
In addition, in accordance with the modern capabilities of the Internet and in the presence of new theses in the open access it was revealed the use of materials from A.Yu.Vinogradov Ph.D. thesis with relevant references to A.Yu.Vinogradov’s relevant articles in the following candidate and doctoral dissertations of technical and physical and mathematical sciences:
Year: 2005 Russian academy of sciences, Siberian Branch, Institute of Computational Technologies, Novosibirsk, Yurchenko Andrey Vasilevich “Numerical solution of boundary problems of elastic deformation of composite shells of rotation” Scientific degree: Candidate of Physical and Mathematical Sciences Specialty code of VAC: 05.13.18 - mathematical modeling, numerical methods and program complexes.
Year: 2003 Kochetov, Sergey Nikolaevich, Moscow "Methods and algorithms for determining the stress-strain state of thin-walled reinforced rotation structures from nonlinear elastic material" Scientific degree: Candidate of Physical and Mathematical Sciences Specialty code of VAC: 05.23.17 - construction mechanics.
Scientific degree: Doctor of Technical Sciences Specialty code of VAC: 05.23.17 - construction mechanics.
Scientific degree: Doctor of Physics and Mathematics Specialty code of VAC: 01.02.04 - mechanics of deformable solids.
Specialty code of VAC: 01.02.04 - mechanics of deformable solids.
Scientific degree: Candidate of physical and mathematical sciences Specialty code of VAC: 01.02.04 - mechanics of deformable of a solid.
Scientific degree: Candidate of Physical and Mathematical Sciences Specialty code of VAC: 01.02.04 - mechanics of deformable solids.
A.Yu.Vinogradov’s articles were published in VAC magazines: - Reports of the Academy of Sciences of the Russian Federation - 2 articles - Mechanics of the Solid Body of the Russian Academy of Sciences - 2 articles - Journal of Computational Mathematics and Mathematical Physics, Russian Academy of Sciences - 1 article - Mathematical Modeling of the Russian Academy of Sciences - 2 articles - Fundamental research - 1 article - Modern problems of science and education - 1 article - Modern high technology - 1 article.
In general, the formulas for solving boundary value problems for linear ordinary differential equations borrowed in this paper were taken from only 4 sources: 1. Abramov A.A. On the transfer of boundary conditions for systems of linear differential equations (variant of the sweep method) // Journal of Computational Mathematics and Mathematical Physics, 1961. - T.I. -N3. -C.542-545. 2. Berezin I.S., Zhidkov N.P. Methods of calculation. M.: Fizmatgiz, 1962.-T.2. - 635 p. 3. Gantmakher F.R. Theory of matrices. – М.: Science, 1988. - 548 p, 4. Godunov S.K. On the numerical solution of boundary value problems for systems of linear ordinary differential equations. Uspekhi Matematicheskikh Nauk, 1961. -T. 16, no. 3, (99). - p.171-174.
|
Последнее изменение этой страницы: 2019-06-10; Просмотров: 211; Нарушение авторского права страницы