Digital Solution and Programming of Two-Dimensional Thermoelastic Dependent Problems for Transversal Isotropic Bodies
Keywords:
Composition, construction, thermoelastic, thermal conductivity, deformation, mathematical model, dynamic
Abstract
The need to solve the practical problems of certain phenomena and processes occurring in nature is one of the most important and topical issues today. Such processes can be expressed in mathematical form, solved in the form of algebraic, integral or differential equations or systems of equations. Currently, the use of software is widely used in solving major scientific and economic problems. When studying the software development of complex processes and tasks, the construction and analysis of mathematical models of these objects is becoming more common.
References
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2. Биргер И.А Демьянушко И.В. Теория пластичности при неизотермических нагружениях // Инж. Жур. МТТ. -1968. - № 6.
3. Новацкий В. Динамические задачи термоупругости. -М.: Мир, 1970. -256 с.
4. Khaldjigitov A.A., Kalandarov A.A., Abduraimov D.E. Proceedings of the international scientific-practical online conference "Prospects for the application of innovative and modern information technologies in education, science and management." May 14-15, 2020, pp. 548-551.
5. Глушаков С.В., Ковал А.В., Смирнов С.В. Язык программирование С++: Учебный курс // Харков: Фолио; М.: ООО «Издателство АСТ», 2001.- 500 с.
6. Култин Н.Б. C++ Builder в задачах и примерах.-СП б.: БХВ-Петербург, 2005.-336 с.
Published
2022-06-16
How to Cite
ogli, A. D. E., ogli, T. A. P., ogli, J. S. M., ogli, A. T. G., & ogli, J. A. (2022). Digital Solution and Programming of Two-Dimensional Thermoelastic Dependent Problems for Transversal Isotropic Bodies. International Journal on Orange Technologies, 4(6), 83-89. Retrieved from https://journals.researchparks.org/index.php/IJOT/article/view/3199
Section
Articles
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