Vestnik On-line
Orenburg State University april 27, 2024   RU/EN
Headings of Vestnik
Pedagogics
Psychology
Other

Search
Vak
Антиплагиат
Orcid
Viniti
ЭБС Лань
Rsl
Лицензия Creative Commons

May 2015, № 5 (180)



Kolokolov S.B. METHOD OF CHOICE OF STEEL ARCH CROSS SECTION WITH DEFORMATIONAL CALCULATIONThe article is dedicated to the problem of arch constructions engineering. Currently it is common to use both static-based calculation and critical value of strain parameter while calculating the cross section of a steel arch. Based on numerical analysis of arch deformations (with different shapes and different strain) the author of this article proves that we can decide on stability of an arch without calculating the critical value of strain parameter. To evaluate the stability of arch it is enough to perform deformation calculation, which is a convergent process for a stable arch and divergent process — for an unstable. This assumption is the base for the proposed method of calculation of a cross section for an arch. The core of proposed method is the following: instead of static calculation we do deformation calculation by successive approximations, which is being continued until the gradient of travel of calculated points is less than pre-assigned value. Once the condition of durability is realized, the taken cross section is approved. In case if the gradient of changes of transference of travel of calculated points monotonously increases during the process of specification, the calculations should be stopped and taken cross section is rejected. Cross section is also to be rejected in case if condition of strength with achieved during the calculation values of internal powers is not fulfilled. The method can be easily used with computer, and the calculation can be performed on-line, when a planner get the information about condition of arch under strained-pressure after each stage of specification. The article presents a numerical example of choice of steel arch with comments. Key words: planning, arch, construction, calculation, method, strain, deformation calculation, stability, strength.

Download
References:

1 Sebeshev V.G., Chaplinsky I.A. Theoretical and experimental analysis of two-hinged arches // News of universities. Construction and architecture, 1975, No 9. — P.43-49.

2 Sebeshev V.G., Mishchenko A.V. Load bearing capacity ideally elastoplastic arches taking into account limited transference // News of universities. Construction and architecture, 1987, No 1. — P.23-28.

3 Kuznetzov I.L., Sidorovich E.M., Кузнецов И.Л., Сидорович Е.М. Load bearing capacity of geometrically, physically and constructionally nonlinear lattice arches with multivariate loading // News of universities. Construction and architecture, 1991, No 1. — P.15-19.

4 Metal constructions: in 3 volumes. Vol. 2. Steel construction of biuldings (Reference guide for planners). — Мoscow.: АСВ, 1998. — 512p.

5 Gritzkova T.E. Method of calculating arches' stability taking into account geometrical and phisical nonlinearity // Industrial and civil engineering, 1994, No 2. — P.21-22.

6 Grudev I.D., Simon N.J., Dvornikov V.A. Type of axis, construction and calculation of stability of arches // Industrial and civil engineering , 2008, №5. — P.22-24.

7 Kolokolov S.B. Research of deformation of arch construction as a way to assess it's stability // Newsletter (Vestnik) of Orenburg State University, 2010, №2 (108). — P. 150-153.

8 Kolokolov S.B. Research of functioning of arch construction under dissimetrical loading / VI scientistic international conference "Strength and fracture of materials and constructions". Thesises and reports of the conference. — Orenburg, OSU, 2010. — P. 607-613.

9 Kolokolov S.B. Deformation and stability of steel arches // Effectiveness of biulding constructions: theory and practice: articles of X International scientific-and-practical conference. — Penza: Privolzhskij Dom Znaniy, 2010. — P. 92-95.

10 Kolokolov S.B. Deformational calculation and stability of steel arches // Innovative ways of teaching in education of engineers: articles of X International scientific-and-practical conference "Innovative building technologies, theory and practice / Red. V.I. Zhadanov. — Orenburg: "Universitet", 2013. — P.82-86.

11 Kolokolov S.B. Research of stability of steel parabolic arch by deformational method // Building science — 2014: theory, education, practice, innovation (dedicated to 55th anniversary of ISiA SAFU): articles of international scientific-and-practical conference. Arkhangelsk, 22-23 May 2014. — Arkhangelsk: "Tochka", 2014. — P.213-217.


About this article

Author: Kolokolov S.B.

Year: 2015


Editor-in-chief
Sergey Aleksandrovich
MIROSHNIKOV

Crossref
Cyberleninka
Doi
Europeanlibrary
Googleacademy
scienceindex
worldcat
© Электронное периодическое издание: ВЕСТНИК ОГУ on-line (VESTNIK OSU on-line), ISSN on-line 1814-6465
Зарегистрировано в Федеральной службе по надзору в сфере связи, информационных технологий и массовых коммуникаций
Свидетельство о регистрации СМИ: Эл № ФС77-37678 от 29 сентября 2009 г.
Учредитель: Оренбургский государственный университет (ОГУ)
Главный редактор: С.А. Мирошников
Адрес редакции: 460018, г. Оренбург, проспект Победы, д. 13, к. 2335
Тел./факс: (3532)37-27-78 E-mail: vestnik@mail.osu.ru
1999–2024 © CIT OSU