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Plotting a stress-strain diagram for concrete with indirect reinforcement according to limit state design

https://doi.org/10.33979/2073-7416-2022-99-1-40-47

Abstract

When constructing a stress-strain compression diagram for concrete with indirect reinforcement within the framework of the theory of limit state design, it is necessary to assign the strength values of materials with the required security. To do this, a transition is made from average strength value obtained from the results of experiments to reduced characteristic compressive strength and the design value of strength. In view of this, a contradiction arises due to the fact that initially the formulas for determining the deformations corresponding to the top of the compression diagram were obtained for experimental value of strength, and in the calculations of structures it is proposed to use reduced characteristic compressive strength and the design value of strength, which can lead to incorrect results. The article compares the calculated values of strains with experimental data and notes a significant overestimation when calculating by the characteristic compressive strength and the design value of strength.

About the Authors

I. K. Manaenkov
National Research Moscow State University of Civil Engineering
Russian Federation

Manaenkov Ivan K. - candidate of technical sciences, associate professor of the department of reinforced concrete and stone structures

Moscow



S. O. Kurnavina
National Research Moscow State University of Civil Engineering
Russian Federation

Kurnavina Sоfiya O. - candidate of technical sciences, , associate professor, associate professor of the department of reinforced concrete and stone structures

Moscow



References

1. Lu X., Hsu C. Stress–strain relations of high-strength concrete under triaxial compression // J. Mater. Civil Eng. 2007. № 19(3). Pp.261-268.

2. Attard M., Samani A.K. A stress–strain model for uniaxial and confined concrete under compression // Eng. Struct. 2012. № 41. Pp. 335-349.

3. Krishan A.L., Chernyshova E.P., Chernyshov V.E. Research of Concrete Durability in Compressed Elements with Different Types of Confinement Reinforcements // IOP Conference Series: Materials Science and Engineering. 2019. 652(1):012037.

4. Zingg L., Briffaut M., Baroth J., Malecot Y. Influence of cement matrix porosity on the triaxial behaviour of concrete // Cement. Concrete. Res. 2016. Vol. 80. Pp 52-59.

5. Mohammadi M., Wu Y.F. Triaxial test for concrete under non-uniform passive confinement // Constr. Build. Mater. 2017. Vol. 138. Pp. 455-468.

6. Tamrazyan A G, Manaenkov I K Testing of small-diameter pipe-concrete samples with a high renforcement factor. Building and Reconstruction. 2017. No. 4(72). Pp 57-62. (rus)

7. Ouyang Y., Kwan A.K.H. Finite element analysis of square concrete-filled steel tube (CFST) columns under axial compressive load 2018 Eng. Struct. Vol. 156. Pp. 443-459.

8. Wang Y.Y., Yang L.G., Yang H., Liu C.Y. Behaviour of concrete-filled corrugated steel tubes under axial compression // Eng. Struct. 2019. Vol. 183. Pp. 475-495.

9. Ahmed M., Liang Q.Q., Patel V.I., Hadi M.N.S. Numerical analysis of axially loaded circular high strength concrete-filled double steel tubular short columns // Thin-Walled Structures. 2019. Vol. 138. Pp. 105-116.

10. Hadi M., Elbasha N. Displacement ductility of helically confined HSC beams // The Open Construction and Building Technology Journal. 2008. 2(1):270-279.

11. Chang W, Hao M J; Zheng W Z Behaviour of high-strength concrete circular columns confined by high-strength spirals under concentric compression // Construction and Building Materials. 2020. 230:117007.

12. Munir M J et al. Development of a unified model to predict the axial stress-strain behavior of recycled aggregate concrete confined through spiral reinforcement // Eng. Struct. 2020. 218:110851.

13. Lapshinov A.E., Tamrazjan A.G. To The Influence Of Transverse Reinforcement To Strength And Deformability Of Concrete Compressive Members Reinforced With Frp Reinforcement. Building and Reconstruction. 2018. No 4(78). Pp. 20-30. (rus)

14. Tamrazjan A.G., Chernik V.I. Stress-Strain Model For Concrete Confined By a Discrete FRP-jackets. Industrial And Civil Construction. 2020. No 8. Pp. 43-53. (rus)

15. Popov N.N., Trekin N.N., Matkov N.G. The effect of indirect reinforcement on concrete deformation. Concrete and reinforced concrete. 1988. No 11. Pp. 33-36. (rus)

16. Krishan A.L., Rimshin V.I., Troshkina E.A. Compressed and bending concrete elements with confinement reinforcement meshes // IOP Conf. Ser.: Mater. Sci. Eng. 2020. 753:022052.

17. Manaenkov I.K. Perfection Of The Concrete Compression Diagram With Indirect Reinforcement. Building and Reconstruction. 2018. No 2 (76). Pp. 41-50. (rus)

18. Tamrazyan A.G., Manaenkov I.K., Koroteev D.D. Study of Reinforced Concrete Beams with Indirect Reinforcement of Compressed Zone in the Form of Cross Welded Mesh // J.Mech.Cont.& Math. Sci. 2019. No. 1S. Pp. 621-631.

19. Kodysh Je.N., Trekin N.N., Nikitin I.K., Sosedov K.E. Practical methods and examples of calculating reinforced concrete structures of heavy concrete according to SP 63.13330. Moscow: LLC «Bumazhnik», 2017. 496 p. (rus)

20. Manaenkov I.K. To the calculation of reinforced concrete elements according to the nonlinear deformation model. The News of Higher Educational Institutions Technology of Textile Industry. 2019. No 5(383). Pp. 238-242. (rus)

21. Perelmuter A.V., Kabancev O.V., Pichugin S.F. Basis of the method of limit state design (Moscow: ASV Press), 2019 240 p. (rus)

22. Russian Building Code SP 63.13330.2018 Concrete and reinforced concrete structures. General provisions. (rus)

23. Krishan A.L., Sabirov R.R., Krishan M.A. Durability calculation of compressed reinforced concrete elements with confinement reinforcement made by fabrics. Architecture. Construction. Education. 2014. No 1 (3). Pp. 215-224. (rus)

24. Manaenkov I.K., Savin S.U. Numerical analysis of the ultimate compressibility of concrete with indirect reinforcement for plotting a stress-strain diagram // IOP Conf. Ser.: Mater. Sci. Eng. 2021. 1030:012090.

25. EN 1992 Eurocode 2: Design of concrete structures.


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For citations:


Manaenkov I.K., Kurnavina S.O. Plotting a stress-strain diagram for concrete with indirect reinforcement according to limit state design. Building and Reconstruction. 2022;(1):40-47. (In Russ.) https://doi.org/10.33979/2073-7416-2022-99-1-40-47

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