Журналы →  Tsvetnye Metally →  2019 →  №5 →  Назад

METAL PROCESSING
New developments of Tula State University
Название Experimental technique for determining the mechanical properties of metal under stretching at high temperature
DOI 10.17580/tsm.2019.05.08
Автор Demin V. A., Chernyaev A. V., Platonov V. I., Korotkov V. A.
Информация об авторе

Bauman Moscow State Technical University, Moscow, Russia:

V. A. Demin, Professor at the МТ6 Department

 

Tula State University, Tula, Russia:
A. V. Chernyaev, Professor at the Department of Mechanics of Plastic Forming (MPF), e-mail: sovet01tsu@rambler.ru
V. I. Platonov, Associate Professor at the Department of MPF
V. A. Korotkov, Senior Researcher at the Department of MPF

Реферат

The authors of this paper developed a new technique for processing experimental data from experiments that looked at building hardening curves and determining the coefficients of anisotropy developing in sheet material at high temperatures. The existing technique is based on staged stretching of specimens, as well as heating, cooling and measuring at each deformation stage. This is a time-consuming procedure, and the measurements may not be perfectly accurate. The proposed technique is based on the application of tensile stresses to one standard flat specimen till it fractures followed by processing of the uniform deformation section in the ‘load-travel’ diagram. A number of cross sections was selected in the gauge length of the specimen, and measurements were taken along their width and thickness before and after stretching. By adopting a scale for the ‘load-travel’ diagram, one can determine what the width and the thickness was in the selected cross section of the specimen at any moment of stretching. If one knows what the load was in that moment, one can calculate the material’s resistance to deformation and the strain intensity and thus build a hardening curve. Using the information about how the width and the thickness of the specimen were changing under tension, one can analyse the anisotropy of the material’s mechanical properties and how it developed under strain. To build hardening curves for anisotropic material and to evaluate the developing anisotropy, one needs to analyse specimens cut at 0.45 and 90 degrees to the rolling direction at given temperature and strain rate in isothermal conditions. The proposed experimental technique makes it much easier to determine the mechanical properties of sheet material. And it can be useful for difficult-to-form aluminium and titanium alloys, which find application in aerospace industry and which are deformed under viscoplastic flow conditions.

Ключевые слова Experimental technique, static tension, hardening curve, anisotropic material, developing anisotropy, viscoplastic material, isothermal deformation
Библиографический список

1. Yakovlev S. P., Chudin V. N., Yakovlev S. S., Sobolev Ya. A. Isothermal deformation of high-strength anisotropic materials. Moscow : Mashinostroenie, 2004. 427 p.
2. Yakovlev S. P., Chudin V. N., Sobolev Ya. A., Yakovlev S. S., Tregubov V. I., Larin S. N. Isothermal pseudo-forming of anisotropic high-strength steel sheets. Moscow : Mashinostroenie, 2009. 352 p.
3. Yakovlev S. S., Chernyaev A. V., Tregubov V. I. Isothermal deformation of axisymmetric parts in short-term creep mode. Tula : TulGU, 2010. 161 p.
4. Chudin V. N., Yakovlev S. S. Axisymmetric backward extrusion in terms of viscoplasticity. Forging and Stamping Production. Material Working by Pressure. 2014. No. 11. pp. 14–17.
5. Chudin V. N. Hot expansion under viscoplastic deformation. Zagotovitelnye proizvodstva v mashinostroenii. 2017. Vol. 15, No. 5. pp. 217–219.
6. Chernyaev A. V., Gladkov V. A., Chudin V. N. Pressure forming of pipe fins. Tekhnologiya Mashinostroeniya. 2018. No. 9. pp. 10–14.
7. Xu Y., Zhan L., Huang M., Liu C., Wang X. Anisotropy in creep-ageing behavior of textured Al – Cu – Mg alloy. International Journal of Lightweight Materials and Manufacture. 2018. No. 1. pp. 40–46.
8. Tian H.-B., Kang D. A study on determining hardening curve for sheet metal. International Journal of Machine Tools and Manufacture. 2003. Vol. 43, No. 12. pp. 1253–1257.
9. Liu K., Lang L., Cai G., Yang X., Liu B. A novel approach to determine plastic hardening curves of AA7075 sheet utilizing hydraulic bulging test at elevated temperature. International Journal of Mechanical Sciences. 2015. Vol. 100. pp. 328–338.
10. Grechnikov F. V., Erisov Ya. A., Zaytsev V. M. Calculation of the average anisotropy coefficient of sheet materials. Izvestiya Samarskogo nauchnogo tsentra Rossiyskoy akademii nauk. 2014. Vol. 16, No. 4. pp. 154–157.
11. GOST 9651–84. Metals. Methods of tension tests at elevated temperatures. State standard. Introduced: 01.01.1986.
12. Ashkenazi E. K., Ganov E. V. Anisotropy of structural materials. Leningrad : Mashinostroenie, 1980. 247 p.
13. Hill R. The mathematical theory of plasticity. Moscow : GITTL, 1956. 407 p.
14. Gryazev M. V., Travin V. Yu., Yakovlev S. S. Ironing of thick-walled axisymmetric workpieces made of anisotropic materials: Process parameters. Forging and Stamping Production. Material Working by Pressure. 2015. No. 10. pp. 3–11.
15. Yakovlev S. S., Remnev K. S. Extrusion wrinkling of axisymmetric parts from anisotropic material. Proceedings of Higher Educational Institutions. Маchine Building. 2014. Vol. 654, No. 9. pp. 39–47.
16. Cao J., Fuguo L., Xinkai M., Zhankun S. Study of fracture behavior for anisotropic 7050-T7451 high-strength aluminum alloy plate. International Journal of Mechanical Sciences. 2017. Vol. 128–129. pp. 445–458.
17. Morin D., Fourmeau M., Borvik T., Benallal A., Hopperstad O. S. Anisotropic tensile failure of metals by the strain localization theory: An application to a high-strength aluminium alloy. European Journal of Mechanics – A/Solids. 2018. Vol. 69. pp. 99–112.
18. Chudin V. N. Viscoplastic forming of anisotropic pipe with a tapered tool. Zagotovitelnye proizvodstva v mashinostroenii. 2014. No. 7. pp. 13–16.
19. Yakovlev S. S., Larin S. N., Sobolev Ya. A., Platonov V. I. Isothermal deformation of dome-shaped shells from anisotropic materials in creep mode. Vestnik mashinostroeniya. 2014. No. 11. pp. 80–84.
20. Shinkin V. N. Calculation of steel sheet’s curvature for its flattening in the eight-roller straightening machine. Chernye Metally. 2017. No. 2. pp. 46–50.
21. Shinkin V. N. Calculation of bending moments of steel sheet and support reactions under flattening on the eight-roller straightening machine. Chernye Metally. 2017. No. 4. pp. 49–53.
22. Shinkin V. N. Arithmetical method of calculation of power parameters of 2N-roller straightening machine under flattening of steel sheet. CIS Iron and Steel Review. 2017. Vol. 14. pp. 22–27.
23. Shinkin V. N. Springback coefficient of the main pipelines’ steel largediameter pipes under elastoplastic bending. CIS Iron and Steel Review. 2017. Vol. 14. pp. 28–33.
24. Larin S. N., Platonov V. I., Nuzgdin G. A. Technological exercise of cell structure forming. Key Engineering Materials. 2017. Vol. 736. pp. 122–126.
25. Larin S. N., Platonov V. I., Bessmertnyi A. V. Pneumatic shaping of materials with short-term creep. Russian Engineering Research. 2017. Vol. 37, No. 7. pp. 589–592.
26. Larin S. N., Platonov V. I., Solomonov K. N. Approach to assessment of microdamages accumulated during the constrained molding of shells made of the material subject to energy theory of creep and damage. Journal of Chemical Technology and Metallurgy. 2017. Vol. 52, No. 4. pp. 679–684.
27. Larin S. N., Platonov V. I., Korotkov V. A. The design of a matrix for drawing of materials possessing planar anisotropy of mechanical properties. Tsvetnye Metally. 2018. No. 7. pp. 83–87.
28. Pasynkov A. A., Boriskin O. I., Larin S. N. Theoretical researches on operation of isothermal distribution of tubes from difficult-to-form nonferrous alloys in conditions of a short-term creep. Tsvetnye Metally. 2018. No. 3. pp. 80–84.

Language of full-text русский
Полный текст статьи Получить
Назад