Fire resistance of statically indeterminate steel systems
Автор: Solodilova Viktoriia Andreevna, Dubrakova Ksenia Olegovna, Bulgakov Alexey Grigorevich, Erofeev Vladimir Trofimovich, Otto Jens
Журнал: Строительство уникальных зданий и сооружений @unistroy
Статья в выпуске: 1 (99), 2022 года.
Бесплатный доступ
The object of research is a single-span metal frame. Since the fire resistance of metal-bearing structures is insignificant, this is because at temperatures above 400 °C for steels and more than 200 °C for aluminium alloys, significant development of plastic deformations under constant load (creep) begins to manifest itself. The purpose of this work is to conduct research aimed at studying various emergency impacts, in particular, the impacts associated with heating during a fire and its effect on the stability of both individual elements and the entire structural system. To meet the new requirements of Federal Law "Technical Regulations on the safety of buildings and structures". To identify the influence of the heating temperature of the gas medium on the mechanical characteristics of steel structures by obtaining data from the accepted regularity and constructing a trend line and by the method of displacements, taking into account kinematic definiteness, to investigate the effect of temperature at uniform heating during a fire on the value of critical parameters of a single-span frame. By solving some problems that arose during the study, we can say about the necessity to improve steel structures to prevent irreversible consequences during an emergency. The research's main results are to identify the relationship between the temperature of the medium on the mechanical characteristics of steel structures.
Fire resistance, steel structures, statically undetectable systems, emergency, defects
Короткий адрес: https://sciup.org/143178763
IDR: 143178763 | DOI: 10.4123/CUBS.99.1
Список литературы Fire resistance of statically indeterminate steel systems
- Bushev V. P, Pchelintsev V.A, Fedorenko B.C and Yakovlev A.I 1970 Fire Resistance of Buildings (Moscow: Stroiizdat) p 261
- Pettersson, O., Magnusson, S. E., & Thor, J. (1976). Fire Engineering Design of Steel Structures. (Bulletin of Division of Structural Mechanics and Concrete Construction, Bulletin 52; Vol. Bulletin 52). Lund Institute ofTechnology.
- Travush, V.I., Gordon, V.A., Kolchunov, V.I., Leontiev, E.V. Dynamic loading of the beam on the Pasternak base initiated by the sudden settlement of part of the base. IOP Conference Series: Materials Science and Engineering, 2020, 896(1), 012041
- Russian standart GOST 30247.0-94, Elements of building constructions. Fire-resistance test methods. General requirements: Russian state standard: date of introduction 1996-01-01 / Federal Agency for Technical Regulation. - Official edition. -Moscow: Standartinform, 2003. -9 p
- Kolchunov, V.I., Dem'yanov, A.I. The modeling method of discrete cracks and rigidity in reinforced concrete. Magazine of Civil Engineeringthis link is disabled, 2019, 88(4), стр. 60–69
- Yemelyanov, S.G, Pakhomova, E.G., Dubrakova, K.O., Dubrakov, S.V. Stability of statically indefinite physicaly nonlinear timber structural systems. Journal of Applied Engineering Sciencethis link is disabled, 2019, 17(3), стр. 404–407
- Pakhomova, E.G., Emelyanov, S.G., Bredikhina, N.V., Semicheva, N.E. Analysis of factors affecting the performance of reinforced concrete structures of engineering constructions under the influence of aggressive environment. IOP Conference Series: Materials Science and Engineering, 2020, 789(1), 012047.
- Savin, S.Yu., Kolchunov, V.I., Emelianov, S.G. Modelling of resistance to destruction of multi-storey frame-connected buildings at sudden loss of bearing elements stability. IOP Conference Series: Materials Science and Engineering, 2018, 456(1), 012089.
- Dubrakova, K.O., Dubrakov, S.V., Altuhov, F.V., Galaeva, D.H.The buckling of the physically nonlinear frame-rod structural systems.IOP Conference Series: Materials Science and Engineering, 2019, 698(2), 022007.
- Travush, V., Erofeev, V., Bulgakov, A., Kruglova, T. Operation Mode Optimization for Monolithic Construction Mechatronic Complex According Technical Condition of its Servos. 2020 International Multi-Conference on Industrial Engineering and Modern Technologies, FarEastCon 2020, 2020, 9271263.
- Travush, V., Erofeev, V., Bulgakov, A., Buzalo, N. Mechatronic complex based on sliding formwork for the construction of monolithic high-rise buildings and tower-type structures made of reinforced concrete. IOP Confrence Series: Materials Science and Engineering, 2020, 913(2), 022009
- Kablov, E.N., Erofeev, V.T., Dergunova, A.V., Deraeva, E.V., Svetlov, D.A. Influence of environmental factors on the processes of biodegradation of vinylester composites. Journal of Physics: Conference Seriesthis link is disabled, 2020, 1687(1), 012029.
- LaBoube, R.A. RP02-8 Development of Cost-Effective, Energy Efficient Steel Framing: Structural Performance of Slit-Web Steel Wall Studs. Circulation. 2006.
- Garifullin, M., Bronzova, M., Sinelnikov, A., Vatin, N. Buckling analysis of cold-formed c-shaped columns with new type of perforation. Advances and Trends in Engineering Sciences and Technologies -Proceedings of the International Conference on Engineering Sciences and Technologies, ESaT 2015. 2016. Pp. 63–68.
- Degtyarev, V. V., Degtyareva, N. V. Numerical simulations on cold-formed steel channels with flat slotted webs in shear. Part II: Ultimate shear strength. Thin-Walled Structures. 2017. 119. Pp. 211–223. DOI:10.1016/j.tws.2017.05.028.
- Degtyareva, N., Gatheeshgar, P., Poologanathan, K., Gunalan, S., Tsavdaridis, K.D., Napper, S. New distortionalbuckling design rules for slotted perforated cold-formed steel beams. Journal of Constructional Steel Research. 2020. 168. Pp. 106006. DOI:10.1016/j.jcsr.2020.106006.
- Degtyareva, N., Gatheeshgar, P., Poologanathan, K., Gunalan, S., Shyha, I., McIntosh, A. Local buckling strength and design of cold-formed steel beams with slotted perforations. Thin-Walled Structures. 2020. 156. Pp. 106951. DOI:10.1016/j.tws.2020.106951.
- Macdonald, M., Heiyantuduwa Don, M.A., KoteŁko, M., Rhodes, J. Web crippling behaviour of thin-walled lipped channel beams. Thin-Walled Structures. 2011. 49(5). Pp. 682–690.
- Bolotina,T. D.The deflection of the flat arch truss with a triangular lattice depending on the number of panels(2016)Bulletin of Scientific Conferences,4-3(8),pp.7-8.11.Ilyushin,A.S. The formula for calculating the deflection of a compound externally statically indeterminate frame (2019) Structural mechanics and structures,22(3),pp. 29-38.
- Rakhmatulina,A.R., Smirnova A.A. Analytical calculation and analysis of planar springeltruss(2018)Structural mechanics and structures,17(2),pp. 72-79.
- Tinkov, D.V. Comparative analysis of analytical solutions to the problem of truss structure deflection (2015) Magazine of Civil Engineering, 5, pp.66–73. DOI 10.5862/MCE.57.6
- Kirsanov,M.N. Analytical calculation of deflection of rectangular spatial roof structure(2018)Vestnik MGSU [Proceedings of the Moscow State University of Civil Engineering],vol. 13, issue 5 (116), pp. 579–586. DOI: 10.22227/1997–0935.2018.5.579-586
- Ignatiev,V.A. Calculation of regular rod systems(1973)Saratov: Saratov Higher Military-Chemical Military School, 433 p. (rus.).
- Galishnikova,V.V., Ignatiev,V.A. Regular rod systems. Theory and methods of calculation(2006)Volgograd: VolgGASU Publ., 552 p. (rus.).
- Hutchinson,R. G., Fleck,N.A. Microarchitectured cellular solids —The hunt for statically determinate periodic trusses(2005) ZAMMZeitschrift für Angewandte Mathematik und Mechanik,85(9), pp.607–617. DOI 10.1002/zamm.200410208
- Hutchinson,R.G., Fleck,N.A. The structural performance of the periodic truss (2006) Journal of the Mechanics and Physics of Solids,54(4), pp.756–782. DOI:10.1016/j.jmps.2005.10.008