Main results of experimental studies of reinforced concrete structures of high-strength concrete B100 round and circular cross sections in torsion with bending
- Authors: Travush V.I1, Karpenko N.I2, Kolchunov V.I3, Kaprielov S.S4, Dem’yanov A.I3, Konorev A.V3
-
Affiliations:
- Russian Academy of Architecture and Construction Sciences
- Scientific Research Institute of Construction Physics of the Russian Academy of Architecture and Construction Sciences
- South-West State University
- Research and Development, Design and Technological Institute of Concrete and Reinforced Concrete named after A.A. Gvozdev
- Issue: Vol 15, No 1 (2019)
- Pages: 51-61
- Section: Experimental researches
- URL: https://journals.rudn.ru/structural-mechanics/article/view/20718
- DOI: https://doi.org/10.22363/1815-5235-2019-15-1-51-61
Cite item
Full Text
Abstract
Aim of the research to verify the proposed calculating apparatus and accumulate new experimental data on the complex resistance of reinforced concrete structures, experimental studies of such structures made of high-strength concrete of circular and circular cross-section were conducted at the testing base of the South-West State University. Method is experimental-theoretical. Results of experimental research the plots of the deflections and rotation angles, the dependency of deformations of concrete according to the testimony of the outlets of electrodesorption with respect to the calculated cross section 1-1. The main deformations of elongation and shortening of concrete were determined; the reinforcement was selected in such a way that in the stage preceding the destruction, it reached fluidity, so the stresses in the reinforcement are known. It is established that for reinforced concrete structures made of high-strength concrete of circular cross-section, as a rule, there is the development of two cracks, i.e. the round shape of the cross-section slightly reduces the concentration due to the structure of high-strength concrete. For the annular section there were several cracks, of which stands out the one on which the destruction occurs. On the steps preceding the destruction, this crack begins to prevail over the rest and has a maximum opening width. On the basis of experimental studies of reinforced concrete structures made of high-strength concrete of square and box sections, reliable data on the complex stress-strain state in the studied areas of resistance, such as: the values of the generalized load of cracking , and destruction ,, its level relative to the limit load; the distance between the cracks at different levels of cracking (up to the moment of destruction, as a rule, two or three levels are formed); crack widths at the level of the axis of the working armature, at a distance of two diameters from the axes of the armature and along the entire crack profile at various stages of loading, from which it follows that the crack opening at the level of the axis of reinforcement in 2-3 times less compared with the crack opening on the removal of 1.5-2 diameters of the working axis (longitudinal and transverse) reinforcement; the coordinates of the spatial formation of cracks; schematic drawings on tablets of education, development and opening of cracks of reinforced concrete constructions in torsion with bending. Thus, the experimental studies and the result provide an opportunity to test the developed computational model and its working hypotheses for assessing the resistance of reinforced concrete structures made of high-strength concrete in torsion with bending.
About the authors
Vladimir I Travush
Russian Academy of Architecture and Construction Sciences
Author for correspondence.
Email: travush@mail.ru
SPIN-code: 6462-2331
D.Sc. in Technical Sciences, Professor, Vice President
24 Bolshaya Dmitrovka Str., bldg. 1, Moscow, 107031, Russian FederationNikolay I Karpenko
Scientific Research Institute of Construction Physics of the Russian Academy of Architecture and Construction Sciences
Email: niisf_lab9@mail.ru
SPIN-code: 3027-2197
D.Sc. in Technical Sciences, Professor, Head of Laboratory
21 Lokomotivnyy Proezd, Moscow, 127238, Russian FederationVladimir I Kolchunov
South-West State University
Email: vlik52@mail.ru
SPIN-code: 3990-0345
D.Sc. in Technical Sciences, Professor
94 50 let Oktyabrya St., Kursk, 305040, Russian FederationSemen S Kaprielov
Research and Development, Design and Technological Institute of Concrete and Reinforced Concrete named after A.A. Gvozdev
Email: kaprielov@mail.ru
D.Sc. in Technical Sciences, Head of Laboratory
6 2-ya Institutskaya St., bldg. 5, Moscow, 109428, Russian FederationAlexey I Dem’yanov
South-West State University
Email: speccompany@gmail.ru
SPIN-code: 1447-1505
D.Sc. in Technical Sciences, Professor
94 50 let Oktyabrya St., Kursk, 305040, Russian FederationAlexey V Konorev
South-West State University
Email: alexeykonorev@mail.ru
SPIN-code: 2089-9130
D.Sc. in Technical Sciences, Professor
94 50 let Oktyabrya St., Kursk, 305040, Russian FederationReferences
- Bondarenko V.M., Kolchunov V.I. (2004). Raschetnye modeli silovogo soprotivleniya zhelezobetona [Computational model of a power resistance of reinforced concrete]. Moscow: АSV Publ., 472. (In Russ.)
- Veryuzhskij Yu.V., Kolchunov V.I. (2005). Metody mekhaniki zhelezobetona [Methods of reinforced concrete mechanics]. Kiev: NАU Publ., 653. (In Russ.)
- Golyshev А.B., Kolchunov V.I. (2009). Soprotivlenie zhelezobetona [Resistance of reinforced concrete]. Kiev: Osnova Publ., 432. (In Russ.)
- Golyshev А.B., Kolchunov V.I., Yakovenko I.A. (2015). Soprotivlenie zhelezobetonnykh konstruktsij, zdanij i sooruzhenij, vozvodimykh v slozhnykh inzhenerno-geologicheskikh usloviyakh [Resistance of reinforced concrete structures, buildings and structures erected in complex engineering-geological conditions]. Kiev: Talkom Publ., 371. (In Russ.)
- Geniev G.А., Kolchunov V.I., Klyueva N.V. (2004). Prochnost' i deformativnost' zhelezobetonnykh konstruktsij pri zaproektnykh vozdejstviyakh [Strength and deformability of reinforced concrete structures under beyond design impacts]. Moscow: АSV Publ., 216. (In Russ.)
- Karpenko N.I. (1996). Obshhie modeli mekhaniki zhelezobetona [General models of reinforced concrete mechanics]. Moscow: Stroiizdat Publ., 416. (In Russ.)
- Travush V.I., Konin D.V., Krylov А.S., Kaprielov S.S., Chilin I.А. (2017). Experimental studies of steelreinforced concrete structures working on bending. Stroitel'stvo i rekonstruktsiya [Engineering and reconstruction], 4(72), 63–72. (In Russ.)
- Dem'yanov А.I., Kolchunov V.I., Sal’nikov A.S., Mikhajlov M.M. (2017). Computational model static and dynamic deformation of reinforced concrete constructions in torsion with bending at the time of formation of the spatial crack. Stroitel'stvo i rekonstruktsiya [Engineering and reconstruction], 3(71), 13–22. (In Russ.)
- Kolchunov V.I., Yakovenko I.A. (2016). Calculation model of static-dynamic deformation of reinforced concrete bending structures at the time of destruction of the concrete stretched matrix. Vіsnik Kremenchuts'kogo natsіonal'nogo unіversitetu іmenі Mikhajla Ostrograds'kogo [Bulletin of the Kremenchug national University named after Mikhail Ostrogradsky], 3(98), 56–62. (In Russ.)
- Salnikov A.S., Kolchunov V.I., Yakovenko I.A. (2015). The computational model of spatial formation of cracks in reinforced concrete constructions in torsion with bending. Applied Mechanics and Materials, 725–726, 784–789.
- Kolchunov Vl.I., Salnikov A.S. (2016). Experimental study of the cracking of reinforced concrete constructions in torsion with bending. Stroitel'stvo i rekonstruktsiya [Engineering and reconstruction], 3(65), 24–32. (In Russ.)
- Mullapudi T., Ayoub A. (2013). Analysis of reinforced concrete columns subjected to combined axial, flexure, shear, and torsional loads. Journal of Structural Engineering, 139(4), 561–573.
- Bernardo L.F.A. & Teixeira M.M. (2018). Modified softened truss-model for prestressed concrete beams under torsion. Journal of Building Engineering, (19), 49–61.
- Hyunjin J., Kang S.K., Deuck H.L., Jin-Ha H., Seung-Ho C., Young-Hun O. (2015). Torsuonal responses of steel fiber-reinforced concrete members. Composite Structures, (129), 143–156.