THE PROBLEM OF CRACK OPENING WIDTH AND STIFFNESS OF REINFORCED CONCRETE STRUCTURES, BUILDINGS AND CONSTRUCTIONS

Main Article Content

Vladimir Kolchunov

Abstract

The article defines the main results for the development of reinforced concrete mechanics. In the isotropic medium between the cracks is used "first object - flows-blocks", "second object - main cracks" and the effect of reinforced concrete, the physical essence of which is the non-uniformity of concrete and continuous reinforcement. Reactions arise in the concrete for deformation of the reinforcement from the bonding of the compressed concrete in the tensile region. The average resistance of the tensile concrete and the "average total force of the working reinforcement," the third object, are transmitted through the effect of reinforced concrete and the "dowel" effect. The crack opening widths are the relative mutual displacements of reinforcement and concrete, determined from the boundary conditions and the Thomas-Author hypothesis. A new classification of cracks has been developed: regular cracks (anisotropic medium of reinforced concrete) and main cracks based on the effect of reinforced concrete (origins - concentrations) and maximum opening in the closed equations of mechanics of reinforced concrete from the Lagrange function. The author has proposed hypotheses, theorems of linear and angular deformations, functionals for deplanation of cross section of reinforced concrete element from elastic-plastic stage, jumps - cracks and stiffness matrix in a single compound strip which allow to reduce the order of differential equations. The resistance design model method for reinforced concrete mechanics is used for the rod, wall, and slab of the "envelope" of cracks. Hybrid from Lira (finite element method of reinforced concrete from anisotropy) developed in the form of two finite element effect of reinforced concrete of "flat and spatial cantilever" for external and internal displacements. The general principle from Loleith to the "opening - closing" of cracks, the stiffness of the mechanics of reinforced concrete is obtained in the form of the method of the computational model of resistance.

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How to Cite
Kolchunov , V. (2023). THE PROBLEM OF CRACK OPENING WIDTH AND STIFFNESS OF REINFORCED CONCRETE STRUCTURES, BUILDINGS AND CONSTRUCTIONS. International Journal for Computational Civil and Structural Engineering, 19(1), 69–84. https://doi.org/10.22337/2587-9618-2023-19-1-69-84
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Articles

References

Golyshev A.B., Kolchunov. V.I. Soprotivlenie zhelezobetona [Resistance of Reinforced Concrete]. –K.: Osnova. 2009. – 432 с.

Golyshev A.B., Kolchunov V.I., Klyueva N.V., Lisitsin B.M., Mashkov I.L., Yakovenko I.A. Reference Manual on Structural Mechanics. In two volumes – Moscow: Publishing house ASV, 2014. – 432 с.

Bondarenko V. M., Kolchunov. V. I. Raschetnye modeli silovogo soprotivleniya zhelezobetona [Calculation Models of Strength Resistance of Reinforced Concrete]. – M.: ASV, 2004. – 472 с.

Bashirov, H. Z., Kolchunov, V. I., Fedorov, V. S., Yakovenko, I. A. ZHelezobetonnye sostavnye konstrukcii zdanij i sooruzhenij [Reinforced concrete composite structures of buildings and structures], – Moscow: ASV Publishing House, 2017. – 248 с.

Murashev V. I. Treshchinoustojchivost', zhestkost' i prochnost' zhelezobetona [Crack resistance, rigidity and strength of reinforced concrete]. – M: Mashstroyizdat, 1950. – 268 p.

Kolchunov V. I., Demyanov A. I., Yakovenko I. A. Razrabotka universal'nogo korotkogo dvuhkonsol'nogo elementa k soprotivleniyu zhelezobetonnyh konstrukcij pri kruchenii s izgibom [Development of a universal short dualconsol element to the resistance of reinforced concrete structures in torsion with bending] // Proceedings of higher educational institutions. Technology of textile industry, 2017, № 4(370). c. 246-251.

Kornoukhov N. V. Izbrannye trudy po stroitel'noj mekhanike [Selected Works on Structural Mechanics] // Acad. Institute of Mechanics. – Kyiv: Acad. of Sciences of USSR, 1963. – 324 с.

Iakovenko I. A., Kolchunov V. I. The development of fracture mechanics hypotheses applicable to the calculation of reinforced concrete structures for the second group of limit states // Journal of Applied Engineering Science, 2017, Vol. 15. No 3. p. 371-380. DOI: https://doi.org/10.5937/jaes15-14662

Kolchunov V., Dem’yanov A., Naumov N. Analysis of the “nagel effect” in reinforced concrete structures under torsion with bending // IOP Conference Series: Materials Science and Engineering. 2020. p. 953. DOI: https://doi.org/10.1088/1757-899X/953/1/012052

Kolchunov V., Naumov N. , Smirnov B. Physical essence of the "nagel effect" for main reinforcement in an inclined crack of reinforced concrete structures // IOP Conference Series: Materials Science and Engineering, Vladimir, 2020. p. 012055. DOI: https://doi.org/10.1088/1757-899X/896/1/012055

Kolchunov V. I., Karpenko S. N. Rigidity of reinforced concrete structures under complex resistance // Russian Journal of Building Construction and Architecture, 2022, No 1(53). p. 7-20. – DOI 10.36622/VSTU.2022.53.1.001. DOI: https://doi.org/10.36622/VSTU.2022.53.1.001

Kolchunov V. I., Dem'yanov A. I. The modeling method of discrete cracks and rigidity in reinforced concrete // Magazine of Civil Engineering, 2019, No 4(88). p. 60-69.

Kolchunov, V. I., Dem'yanov A. I. The modeling method of discrete cracks in reinforced concrete under the torsion with bending // Magazine of Civil Engineering, 2018, No 5(81). p. 160-173.

Kolchunov V., Demyanov A., Grichishnikov S., Shankov V. The New Linear Deformations Hypothesis of Reinforced Concrete Under Combined Torsion and Bending // Lecture Notes in Civil Engineering, 2022, Vol. 182. – p. 109-121. DOI: https://doi.org/10.1007/978-3-030-85236-8_9

Kolchunov Vl., Dem'yanov A., Protchenko M. The new hypothesis angular deformation and filling of diagrams in bending with torsion in reinforced concrete structures // Journal of Applied Engineering Science, 2022, Vol.19(4). p. 972-979. DOI: https://doi.org/10.5937/jaes0-32660

Kolchunov V.I., Demyanov A.I., Protchenko M.V. Moments in reinforced concrete structures under bending with torsion // Building and Reconstruction, 2021, № 3(95). p. 27-46. DOI: https://doi.org/10.33979/2073-7416-2021-95-3-27-46

Kolchunov V.I. Deplanation hypotheses for angulardeformations in reinforced concrete structures under combined torsion and bending // Building and Reconstruction, 2022, №2. p. 3-12. DOI: https://doi.org/10.33979/2073-7416-2022-100-2-3-12

Kolchunov V.I., Al-Hashimi O., Protchenko M.V. Stiffness of reinforced concrete structures under bending with transverse and longitudinal forces // Building and Reconstruction, 2021, №6. p. 5-19. DOI: https://doi.org/10.33979/2073-7416-2021-98-6-5-19

Karpenko N.I. Obshchie modeli mekhaniki zhelezobetona [General models of reinforced concrete mechanics]. Moscow: Strojizdat, 1996. 410 p. (in Russian).

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