CONCRETE DEFORMATION MODEL FOR RECONSTRUCTED REINFORCED CONCRETE

Author:

Travush Vladimir,Murashkin Vasily

Abstract

During the reconstruction, or upon expiration of the service life, as well as after external impact, reinforced concrete structures require examination and verification calculations. Existing diagrams of concrete deformation are focused on designing new structures and are not adapted to the concretes of the reconstructed structures. Using the world experience in describing alloy deformation, the concrete deformation model based on using the Arrhenius equation is proposed in this article. A technique for creating an individual deformations model during the reconstruction is demonstrated on a specific example. The physical meaning of the coefficients used in the proposed model is illustrated. Examples confirming the adequacy of the proposed concrete deformations model during the reconstruction are given.

Publisher

Publishing House ASV (Izdatelstvo ASV)

Subject

Mechanics of Materials,Building and Construction,Civil and Structural Engineering,Computational Mechanics

Reference10 articles.

1. Karpenko S.N., Karpenko N.I., Yarmakovskij V.N. Diagrammnyj metod rascheta sterzhne-vykh zhelezobetonnykh konstruktsij, ehkspluatiruemykh pri vozdejstvii nizkikh klimati-cheskikh (do -70 °S) i tekhnologicheskikh (do -150 °S) temperature [The Diagram Method of Rod’s Reinforced ConcreteStructures Account which are Exploited in the Action of Low Negative Temperatures] Academia. Arkhitektura i stroitel'stvo. 2017. No. 1. Pp: 104-108 (in Russ.).

2. Karpenko N.I. Obschie modeli mehaniki zhelezobetona [General models of reinforced concrete mechanics] Moskva. Strojizdat. 1996. 416 p. (in Russ.).

3. Zeger A. Vozniknovenie defektov reshetki pri dvizhenii dislokacij i ih vliyanie na temperaturnuyu zavisimost' deformiruyushchih napryazhenij GCK kristallov [The emergence of lattice defects during the motion of dislocations and their influence on the temperature dependence of the deforming stresses of FCC crystals] Problemy sovremennoj fiziki. Dislokacii v kristallah. Moscow. Izd-vo inostrannoj literatury. 1960. Pp. 179-268 (in Russ.).

4. Potapova L.B., Yarcev V.P. Mekhanika materialov pri slozhnom napryazhennom sostoyanii [Mechanics of materials under complex stress state] Moscow. Mashinostroenie – 1. 2005. 244p. (in Russ.).

5. Poluhin P.I., Gorelik S.S., Voroncov V.K. Fizicheskie osnovy plasticheskoj deformacii [Physical basis of plastic deformation] Moscow. «Metallurgiya». 1982. 584p. (in Russ.).

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