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CALCULATED MODEL OF THE TRANSVERSE STRENGTH RESISTANCE OF REINFORCED CONCRETE BENDING ELEMENTS

https://doi.org/10.26518/2071-7296-2019-2-182-192

Abstract

Introduction. The paper presents the design solution of the computational model to the transverse strength resistance of reinforced concrete bending elements, taking into account the influence of bending moments.
Materials and methods. The author analyzed the methods of the reinforced concrete elements’ strength calculation by transverse force and also presented the solutions of such problem.
Results. As a result, the paper describes the calculation model of the bearing capacity of reinforced concrete elements by the transverse force, taking into account the joint action of transverse force and bending moments. The author uses the analogy between the arch with tightening and the trajectory of the main compressive stresses in the beam (arch effect) to determine the effect of the transverse force on the stress state of normal sections. Moreover, the paper concludes that one of the main regulators of the reinforced concrete elements’ reliability is the calculated value to the concrete shear resistance. The manuscript demonstrates the comparison of the calculation results by the proposed method to the previously obtained experimental data.
Discussion and conclusions. The bearing capacity of reinforced concrete elements on the transverse force depends on the strength of the concrete compressed-shear zone over cracks, the size and stress state of which are determined by the arch analogy. The application of the proposed model eliminates the empirical shortcomings of the normative calculation method and greatly simplifies the strength assessment on the bent concrete elements’ design.

About the Author

Y. V. Krasnoshchekov
Siberian State Automobile and Highway University
Russian Federation

Krasnoshchekov Y.V. – Doctor of Technical Sciences, Associate Professor of the Building Construction Department

644080, Omsk, 5 Mira Ave.



References

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2. Building Code Requirements for Structural Concrete (ACI 318–02) and commentary (ACI 318r-02). American Concrete Institute. Farmington Hills. 2014.

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6. Silant’ev А.S. Experimental’nye issledovaniya vliyaniya prodol’nogo armirovaniya na soprotivlenie izgibaemykh zhelezobetonnykh elementov bez poperechnoy armatury po naklonnym secheniyam [Experimental studies of the effect of longitudinal reinforcement on the resistance of bent concrete elements without transverse reinforcement on inclined sections]. Promyshlennoe I grazhdanskoe stroitel’stvo, 2012; 1: 64–67 (in Russian).

7. Krasnoshchekov Yu.V. Prochnost zhelezobetonnykh elementov po naklonnym secheniyam pri sovmestnom deistvii poperechnykh sil i momentov [Strength of reinforced concrete elements on the inclined section under the joint action of the transverse forces and moments]. Vestnik SibADI, 2009; 3: 46–50 (in Russian).

8. Krasnoshchekov Yu.V. O poperechnoy sile, vosprinimaemoy betonom v naklonnom sechenii zhelezobetonnykh elementov [On the transverse force perceived by concrete in the inclined section of reinforced concrete elements]. Vestnik SibADI, 2018; 3(15): 437–447 (in Russian).


Review

For citations:


Krasnoshchekov Y.V. CALCULATED MODEL OF THE TRANSVERSE STRENGTH RESISTANCE OF REINFORCED CONCRETE BENDING ELEMENTS. The Russian Automobile and Highway Industry Journal. 2019;16(2):182-192. (In Russ.) https://doi.org/10.26518/2071-7296-2019-2-182-192

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ISSN 2071-7296 (Print)
ISSN 2658-5626 (Online)