Plastic bending of the waveguide tubes with rectangular cross-section
URI (for links/citations):
https://iopscience.iop.org/article/10.1088/1742-6596/1515/4/042068https://elib.sfu-kras.ru/handle/2311/142919
Author:
Кудрявцев, Илья Владимирович
Брунгардт, Максим Валерьевич
Новиков, Евгений Сергеевич
Растовцев, Павел Алексеевич
Митяев, Александр Евгеньевич
Corporate Contributor:
Политехнический институт
Кафедра прикладной механики
Кафедра конструкторско-технологического обеспечения машиностроительных производств
Date:
2020-05Journal Name:
Journal of Physics: Conference SeriesJournal Quartile in Scopus:
Q3Journal Quartile in Web of Science:
без квартиляBibliographic Citation:
Кудрявцев, Илья Владимирович. Plastic bending of the waveguide tubes with rectangular cross-section [Текст] / Илья Владимирович Кудрявцев, Максим Валерьевич Брунгардт, Евгений Сергеевич Новиков, Павел Алексеевич Растовцев, Александр Евгеньевич Митяев // Journal of Physics: Conference Series. — 2020. — Т. 1515 (№ 4). — С. 042068Abstract:
This paper focuses on a new mathematical model of plastic bending of waveguide
tubes with rectangular cross-section. The analysis of the known approaches and decisions is
carried out, their shortcomings are shown and a new model of a thin-walled waveguide on the
basis of the theory of plates and shells is offered. The solution is obtained by combining the
semi-inverse Saint-Venant method and Airy functions. The received solution allows to
generalize the available private solutions and have good agreement with known private
empirical dependences for a plastic bending of tubes with rectangular cross-section.