Published since 1923
DOI: 10.33622/0869-7019
Russian Science Citation Index (RSCI) на платформе Web of Science


  • BUILDING STRUCTURES, BUILDINGS AND FACILITIES
  • Stages Of Stress-Strain State Of Reinforced Concrete Beams With Normal Cracks Under Plane Bending
  • UDC 69.04
    doi: 10.33622/0869-7019.2024.09.59-67
    Dmitrii A. PEKIN, dpekin@mail.ru
    INV-Stroy, Pionerskaya ul., 6-30, Podolsk 142105, Russian Federation
    Abstract. A brief review and comparison of classical and modern methods for calculating sections with normal cracks used at various stages of the stress-strain state is carried out. The list of stages of the stress-strain state is adjusted taking into account the additional stage - the formation and opening of diagonal cracks, on the basis of which the content of the failure stage of bending reinforced concrete elements is specified. The second stage of the stress-strain state of reinforced concrete beams during bending (the formation and opening of normal cracks) is considered in detail, taking into account the development of plastic deformations and creep in compressed concrete to create the prerequisites for the development of new mechanics of reinforced concrete beams with normal cracks. The following article will propose a universal calculation method that can eliminate existing shortcomings and combine the advantages of all known calculation methods - by allowable stresses and ultimate forces, the diagram method and the limit equilibrium method.
    Keywords: reinforced concrete beam, stress-strain state, compressed concrete zone, deflections of the beam, internal deformations in compressed concrete
  • REFERENCES
    1. Karpenko N. I., Muhamediev T. A., Sapozhnikov M. A. On the construction of a method for calculating core elements based on diagrams of deformation of materials. Sovershenstvovanie metodov rascheta staticheski neopredelimyh zhelezobetonnyh konstrukcij [Improvement of calculation methods for statically indeterminate reinforced concrete structures]. Moscow, NIIZHB Publ., 1987, pp. 4-24. (In Russ.).
    2. Karpenko S. N. On the construction of relationships between stress and strain increments based on various diagrams. Vestnik grazhdanskih inzhenerov, 2010, no. 1, pp. 60-63. (In Russ.).
    3. Karpenko N. I., Sokolov B. S., Radajkin O. V. To determine the deformations of bent reinforced concrete elements using deformation diagrams of concrete and reinforcement. Stroitel'stvo i rekonstrukciya, 2012, no. 2, pp.11-20. (In Russ.).
    4. Karpenko N. I., Radajkin O. V. To improve concrete deformation diagrams for determining the moment of cracking and breaking moment in bent reinforced concrete elements. Stroitel'stvo i rekonstrukciya, 2012, no. 3, pp. 10-17. (In Russ.).
    5. Karpenko N. I., Sokolov B. S., Radajkin O. V. Improvement of the methodology for calculating bent reinforced concrete elements without prestressing the formation of normal cracks. Stroitel'nye materialy, 2013, no. 6, pp. 54-55. (In Russ.).
    6. Sokolov B. S., Radajkin O. V. To calculate the deflections of bent reinforced concrete elements taking into account the combined action of bending moments and breaking forces using a nonlinear deformation model. Izvestiya KGASU, 2014, no. 4, pp. 37-45. (In Russ.).
    7. Trekin N. N., Kodysh E. N., Sosedov K. E. Implementation of a nonlinear deformation model for calculating the strength of normal sections. Lolejtovskie chteniya-150 [Loleitov readings-150]. Moscow, MGSU Publ., 2018, pp. 467-475. (In Russ.).
    8. Trekin N. N., Kodysh E. N., Trekin D. N. Calculation of the formation of normal cracks in bendable elements based on the deformation model. Sovremennye problemy rascheta zhelezobetonnyh konstrukcij, zdanij i sooruzhenij na avarijnye vozdejstviya [Современные проблемы расчета железобетонных конструкций, зданий и сооружений на аварийные воздействия]. Moscow, MISI-MGSU Publ., 2016, pp. 448-453. (In Russ.).
    9. Radajkin O. V. Development of the theory of the diagrammatic calculation method for reinforced concrete core elements. Dis. Kazan, 2023. 471 p. Available at: https://shelly.kpfu.ru/e-ksu/docs/DISSERTATION/F_635920825/Dissertaciya_Radajkin_.pdf (accessed 17.08.2024). (In Russ.).
    10. Pekin D. A. In a fixed-ended reinforced concrete beam under plane bending (In the order of discussion). Promyshlennoe i grazhdanskoe stroitel'stvo, 2024, no. 8, pp. 41-47. (In Russ.). doi: 10.33622/0869-7019.2024.08.41-47
    11. Murashev V. I. Treshchinoustojchivost', zhestkost' i prochnost' zhelezobetona (Osnovy soprotivleniya zhelezobetona) [Crack resistance, rigidity and strength of reinforced concrete (Fundamentals of resistance of reinforced concrete)]. Moscow, Mashstrojizdat Publ., 1950. 268 p. (In Russ.).
    12. Bajkov V. N., Sigalov V. N. Zhelezobetonnye konstrukcii [Reinforced concrete structures]. Moscow, Stroyizdat Publ., 1991. 767 p. (In Russ.).
    13. Zalesov A. S., Klimov Yu. A. Prochnost' zhelezobetonnyh konstrukcij pri dejstvii poperechnyh sil [The strength of reinforced concrete structures under the action of transverse forces]. Kiev, Budivel'nik Publ., 1989. 104 p. (In Russ.).
    14. Pekin D. A. Improving the method for calculating the distance between normal cracks in bent reinforced concrete elements. Promyshlennoe i grazhdanskoe stroitel'stvo, 2022, no. 12, pp.10-15. (In Russ.). doi: 10.33622/0869-7019.2022.12.10-15
  • For citation: Pekin D. A. Stages of Stress-Strain State of Reinforced Concrete Beams With Normal Cracks Under Plane Bending. Promyshlennoe i grazhdanskoe stroitel'stvo [Industrial and Civil Engineering], 2024, no. 9, pp. 59-67. (In Russ.). doi: 10.33622/0869-7019.2024.09.59-67


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