Peculiar aspects of cracking in prestressed reinforced concrete T-beams

Authors

  • Vasyl Karpiuk Odesa State Academy of Civil Engineering and Architecture, Faculty of Civil Engineering, Department of Reinforced Concrete Structures and Transport Facilities, Didrihsona Street 4, 65029 Odesa, Ukraine
  • Yuliia Somina Odesa State Academy of Civil Engineering and Architecture, Faculty of Civil Engineering, Department of Reinforced Concrete Structures and Transport Facilities, Didrihsona Street 4, 65029 Odesa, Ukraine
  • Fedir Karpiuk Odesa State Academy of Civil Engineering and Architecture, Faculty of Civil Engineering, Department of Reinforced Concrete Structures and Transport Facilities, Didrihsona Street 4, 65029 Odesa, Ukraine
  • Irina Karpiuk Odesa State Academy of Civil Engineering and Architecture, Faculty of Civil Engineering, Department of Basements and Foundations, Didrihsona Street 4, 65029 Odesa, Ukraine

DOI:

https://doi.org/10.14311/AP.2021.61.0633

Keywords:

reinforced concrete, prestressing, T-beam, inclined section, normal crack, diagonal crack, cracking, transverse force, bending moment

Abstract

In order to study the cracking of prestressed reinforced concrete T-shaped beam structures, the authors planned and carried out a full-scale experiment with five variable factors. The following factors were chosen as variable factors: the relative span of the shear, the ratio of the table overhang width to the thickness of the beam rib, the ratio of the table overhang thickness to the working height of the beam section, the coefficient of transverse reinforcement, the level of prestressing in the working reinforcement. The article describes the cracking process and the destruction of test beams. It was found that the loading level of an opening of inclined cracks is 53% larger than the loading level of a normal crack opening. Mathematical models of bending moments and transverse forces of cracking were built using the “COMPEX” software. Also, the mathematical models of the crack opening width and the projection length of a dangerous inclined crack were obtained. These models are based on the experimental data. Analysing the obtained models, the complex influence of variable factors on the main parameters of crack formation and crack resistance was established. In particular, it was found that the prestress level in the working reinforcement has the greatest effect on the bending moment of cracking. In this case, the value of the shear force of cracking significantly depends on both the prestressing level in the reinforcement and the relative span of the shear. On the basis of the experimental data, the empirical expression is obtained for determining the projection of a dangerous inclined crack for prestressed reinforced concrete T-shaped beams. The resulting equation can be used to calculate a shear reinforcement.

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References

O. Harkava, B. Barilyak. Bearing capacity calculation of reinforced concrete crane beams under biaxial bending (in Ukrainian). Collected scientific works of Ukrainian State University of Railway Transport (175):77–83, 2018. https://doi.org/10.18664/1994-7852.175.2018.127166.

T. Azizov, O. Melnyk. Experimental studies of rigidity and strength of reinforced concrete elements of box section with normal torsional cracks. Resource-Economical Materials, Constructures, Buildings and Structures (21):82–86, 2011. https://dspace.udpu.edu.ua/handle/6789/665.

A. Deifalla, A. Awad, H. Seleem, A. Abdelrahman. Experimental and numerical investigation of the behavior of LWFC L-girders under combined torsion. Structures 26:362–377, 2020. https://doi.org/10.1016/j.istruc.2020.03.070.

A. B. Golyshev, V. Kolchunov. Resistance of Reinforced Concrete. Basis, Kyiv, 2009.

A. Iakovenko, I. Kolchunov. The development of fracture mechanics hypotheses applicable to the calculation of reinforced concrete structures for the second group of limit states. Istrazivanja i projektovanja za privredu 15(3):367–376, 2017. https://doi.org/10.5937/jaes15-14662.

A. Marí, J. Bairán, A. Cladera, et al. Shear-flexural strength mechanical model for the design and assessment of reinforced concrete beams. Structure and Infrastructure Engineering 11(11):1399–1419, 2014. https://doi.org/10.1080/15732479.2014.964735.

D. De Domenico. Torsional strength of RC members using a plasticity-based variable-angle space truss model accounting for non-uniform longitudinal reinforcement. Engineering Structures 228:111540, 2021. https://doi.org/10.1016/j.engstruct.2020.111540.

D. De Domenico, G. Ricciardi. Shear strength of RC beams with stirrups using an improved Eurocode 2 truss model with two variable-inclination compression struts. Engineering Structures 198:109359, 2019. https://doi.org/10.1016/j.engstruct.2019.109359.

V. M. Karpiuk. Calculating Models of Power Resistance of the Span Reinforced Concrete Constructions at the General Case of Stress State. ODABA, Odesa, 2014.

Recommendations on the use of reinforcing steel according to DSTU 3760-98 in the design and manufacture of structures without prestressing reinforcement, Gosstroy of Ukraine, Technical Committee for Standardization “Reinforcement for Reinforced Concrete Structures”, Kiev, 2002.

DSTU 3760-98. Reinforcing steel for reinforced concrete structures, Gosstandart of Ukraine, Kiev, 1998.

V. S. Dorofeev, V. M. Karpiuk, F. R. Karpiuk. Calculation of deflections of prestressed reinforced concrete T-elements. Mechanics and Physics of Building Materials and Structures Destruction (8):402–415, 2009.

V. S. Dorofeev, V. M. Karpiuk, F. R. Karpiuk. Strength calculation of support sections of prestressed reinforced concrete T-elements. Diagnosis, Durability and Reconstruction of Bridges and Building Structures (11):13–26, 2009.

V. S. Dorofeev, V. M. Karpiuk, F. R. Karpiuk. Modeling of stress-strain state of prestressed concrete T-beams used in agro-industrial construction. In Proceedings of the International Scientific and Practical Forum “Ecological, Technological and Socio-Economic Aspects of Effective Use of Material and Agricultural Base of AIC”, 1, pp. 522–530. 2008.

V. M. Karpiuk, Y. A. Syomina, D. V. Antonova. Calculation models of the bearing capacity of span reinforced concrete structure support zones. Materials Science Forum 968:209–226, 2019. https://doi.org/10.4028/www.scientific.net/MSF.968.209.

V. A. Voznesenskiy. Statistical Methods of Designing an Experiment in Feasibility Studies. Finance and Statistics, Moscow, 1981.

V. A. Voznesenskiy, T. V. Lyashenko, B. L. Ogarkov. Numerical methods for solving construction and technological problems with a computer. High school, Kyiv, 1989.

P. I. Vasiliev, O. A. Rochnyak, N. N. Yaroshin. Influence of the nature of cracking on the resistance of reinforced concrete elements to shear force. Improving the Methods of Calculation and Research of Types of Reinforced Concrete Structures (1):19–25, 1981.

A. S. Zalesov, O. F. Ilyin. Crack resistance of reinforced concrete elements inclined sections. Limit State of Reinforced Concrete Structures Elements (1):56–68, 1976.

Y. Y. Luchko, V. N. Chubrikov, V. F. Lazar. Strength, Crack Resistance and Durability of Concrete and Reinforced Concrete Structures on the Basis of Fracture Mechanics. Kamenar, Lviv, 1999.

Y. L. Izotov. Strength of Reinforced Concrete Beams. Budivelnik, Kiev, 1978.

O. V. Romashko, V. M. Romashko. Model of multilevel formation of normal cracks in reinforced concrete elements and structures. IOP Conference Series: Materials Science and Engineering 708:012069, 2019. https://doi.org/10.1088/1757-899X/708/1/012069.

V. Romashko, O. Romashko. Calculation of the crack resistance of reinforced concrete elements with allowance for the levels of normal crack formation. MATEC Web of Conferences 230:02028, 2018. https://doi.org/10.1051/matecconf/201823002028.

V. I. Kolchunov, A. I. Demianov, I. A. Iakovenko, M. O. Garba. Bringing the experimental data of reinforce concrete structures crack resistance in correspondence with their theoretical values (in Russian). Science and Construction 15(1):42–49, 2018. https://doi.org/10.33644/scienceandconstruction.v0i1(15).7.

National building standards of Ukraine “Concrete and Reinforced Concrete Structures”, Minregionbud, Kyiv, 2011. [26] F. S. Zamaliev. Numerical and full-scale experiments of prestressed hybrid reinforced concrete-steel beams (in Russian). Vestnik MGSU (3):309–321, 2018. https://doi.org/10.22227/1997-0935.2018.3.309-321.

I. Iakovenko, V. Kolchunov, I. Lymar. Rigidity of reinforced concrete structures in the presence of different cracks. MATEC Web of Conferences 116:02016, 2017. https://doi.org/10.1051/matecconf/201711602016.

Z. Blikharskyy, R. Vashkevych, P. Vegera, Y. Blikharskyy. Crack resistance of RC beams on the shear. In Proceedings of CEE 2019, pp. 17–24. Springer International Publishing, 2019. https://doi.org/10.1007/978-3-030-27011-7_3.

P. Vegera, R. Khmil, R. Vashkevych, Z. Blickharskyy. Comparison crack resistance of RC beams with and without transverse reinforcement after shear testing. Quality Production Improvement - QPI 1(1):342–349, 2019. https://doi.org/10.2478/cqpi-2019-0046.

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Published

2021-10-31

How to Cite

Karpiuk, V., Somina, Y., Karpiuk, F., & Karpiuk, I. (2021). Peculiar aspects of cracking in prestressed reinforced concrete T-beams. Acta Polytechnica, 61(5), 633–643. https://doi.org/10.14311/AP.2021.61.0633

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Articles