EXPERIMENTAL AND THEORETICAL INVESTIGATIONS OF HIGH-TEMPERATURE CREEP OF ENAW 5251 (AMg2) ALUMINUM ALLOY UNDER STEP LOADING

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In conditions of high-temperature creep, the evolution of the damage of metallic materials is observed. To describe this effect, the damage conception of the Kachanov-Rabotnov is used. The damage parameter is defined as the relative changes of the material density, which is an integral characteristic of the damage. Taking into account this parameter and the law of conservation of mass, interrelated kinetic equations for creep deformation and damage parameter are formulated. Analytical solutions of these equations are obtained for the case of two-stage loading. Experimental studies of uniaxial stress state under conditions of high-temperature creep under two-stage loading of aluminum alloy ENAW 5251 (AMg2) at a temperature of 250°C were conducted. A good agreement of the obtained theoretical curves with the experimental results is observed.

Sobre autores

A. Arutyunyan

St. Petersburg State University

Autor responsável pela correspondência
Email: a.arutyunyan@spbu.ru
Russia, Saint Petersburg

R. Saitova

St. Petersburg State University

Autor responsável pela correspondência
Email: rigastr@yandex.ru
Russia, Saint Petersburg

Bibliografia

  1. Качанов Л.М. О времени разрушения в условиях ползучести // Изв. АН СССР. Отд. техн. наук. 1958. № 8. С. 26–31.
  2. Работнов Ю.Н. О механизме длительного разрушения. Вопросы прочности материалов и конструкций. М.: Изд-во АН СССР, 1959. С. 5–7.
  3. Арутюнян Р.А. Проблема высокотемпературной ползучести и длительной прочности в механике материалов // ДАН. 2017. Т. 475. № 4. С. 386–388.
  4. Новожилов В.В. О пластическом разрыхлении // ПММ. 1965. № 4. С. 681–689.
  5. Betekhtin V.I. Porosity of solids // Trans. St.-Petersburg Acad. Sci. strength problems. 1997. V. 1. P. 201–210.
  6. Локощенко А.М. Ползучесть и длительная прочность металлов. M.: Физматлит, 2015. 506 с.
  7. ASTM E 139-11 Standard Test Methods for Conducting Creep, Creep-Rupture, and Stress-Rupture Tests of Metallic Materials. 2011. 14 p.
  8. Arutyunyan A.R., Saitova R.R. Exact and approximate solutions of the system of interrelated equations of the theory of creep and long-term strength // J. of Physics: Conference Series. 2022. V. 2231. 012001. (Scopus).
  9. Arutyunyan A., Arutyunyan R., Saitova R. The Criterion of High-Temperature Creep of Metals Based on Relative Changes of Density // WSEAS Transactions on Applied and Theoretical Mechanics. 2019. 14. P. 140–144.
  10. Polyanin A.D., Zaitsev V.F. Handbook of Exact Solutions for Ordinary Differential Equations, 2nd ed. Chapman & Hall/CRC, Boca Raton, 2003. 783 p.

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Declaração de direitos autorais © А.Р. Арутюнян, Р.Р. Саитова, 2023

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