Журналы →  Chernye Metally →  2018 →  №12 →  Назад

Metal working
Название Torsion testing method for cylindrical samples of continuous section
Автор M. V. Erpalov, D. A. Pavlov
Информация об авторе

Ural Federal University (Ekaterinburg, Russia):

M. V. Erpalov, Cand. Eng., Associate Prof., Chair “Metal Forming”, m.v.erpalov@urfu.ru
D. A. Pavlov, Cand. Eng., Associate Prof., Chair “Metal Forming”, d.a.pavlov@urfu.ru

Реферат

A review of existing methods for torsion testing samples has been presented in order to study the rheological properties of various materials, as well as approaches to the processing of experimental data obtained in the course of testing in the form of dependence of torque on the sample twist angle. The need to develop the universal and reliable method to determine the resistance to shear deformation of materials sensitive to the strain rate, in particular at high temperatures, has been shown. A new solution has been proposed for the task, which includes testing of cylindrical samples of continuous section for torsion with variable acceleration. It has been shown that the method proposed in the middle of the 20th century will be valid for determining the resistance to shear deformation of the material under study.
The study has been supported by the program 211 of the Government of the Russian Federation (agreement No. 02.A03.21.0006).

Ключевые слова Hardening curves, strain resistance, torsion test, speed hardening, experimental data processing
Библиографический список

1. Bell J. F. The Experimental Foundations of Solid Mechanics. Part I. Small deformations. Moscow: Nauka. 1984. 597 p.
2. Polukhin P. I., Gun G. Ya., Galkin А. М. Plastic deformation resistance of metals and alloys. Moscow: Metallurgiya. 1976. 488 p.
3. Shinkin V. N. Springback coefficient of round steel beam under elastoplastic torsion. CIS Iron and Steel Review. 2018. Vol. 15. pp. 23–27.
4. Shinkin V. N. Springback coefficient of the main pipelines’ steel large-diameter pipes under elastoplastic bending. CIS Iron and Steel Review. 2017. Vol. 14. pp. 28–33.
5. Shinkin V. N. Arithmetical method of calculation of power parameters of 2N-roller straightening machine under fl attening of steel sheet. CIS Iron and Steel Review. 2017. Vol. 14. pp. 22–27.
6. Bogatov A. A., Pavlov D. A., Timofeev V. B., Pavlova E. A. Theoretical and experimental study of non-steady-state pipe reduction process using a TESA 20-102 mill. Metallurgist. 2018. Vol. 62, No. 5-6. pp. 559–567.
7. Bogatov A. A., Pavlov D. A. Study of metal strained state during workpiece reduction in a three-roll screw-rolling mill. Metallurgist. 2017. Vol. 61, No. 3–4. pp. 311–317.
8. Bogatov A. A., Erpalov M. V. Causes of formation and ways of elimination of defects on the internal surface of upset tube ends. Metal Science and Heat Treatment. 2016. Vol. 58, No. 1–2. pp. 33–36.
9. Erpalov M. V., Bogatov A. A. Research on metal forming in pipe ends upsetting process. Solid State Phenomena. 2017. Vol. 265. pp. 1076–1080.
10. Loginov Yu. N., Demakov S. L., Illarionov A. G., Popov A. A. Effect of the strain rate on the properties of electrical copper. Russian Metallurgy (Metally). 2011. Vol. 2011, No. 3. pp. 194–201.
11. Konovalov A. V. Constitutive relations for metals under hightemperature plastic strains. Mechanics of Solids. 2009. Vol. 44, No. 1. pp. 98–104.
12. Umanskiy А. А., Golovatenko A. V., Kadykov V. N. Improvement of the rolling schedule for railroad rails in breakdown stands of the universal rolling mill. Chernye Metally. 2016. No. 11. pp. 16–21.
13. 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.
14. 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.
15. Nadai A. Theory of flow and fracture of solids. Vol. 2. New York: McGraw-Hill Book Company. 1963. 840 p.
16. Fields D. S., Backofen W. A. Determination of strain-hardening characteristics by torsion testing. ASTM Proceeding. 1957. Vol. 57. pp. 1259–1272.
17. Jonas J. J., Montheillet F., Toth L. S., Ghosh C. Effects of varying twist and twist rate sensitivities on the interpretation of torsion testing data. Materials Science and Engineering: A. 2014. Vol. 591. pp. 9–17.
18. Khoddam S., Hodgson P. D. Post processing of the hot torsion test results using a multi-dimensional modelling approach. Materials and Design. 2010. Vol. 31, No. 5. pp. 2578–2584.
19. Khoddam S., Hodgson P. D. A heuristic model selection scheme for representing hot flow data using the hot torsion test results. Materials and Design. 2010. Vol. 31, No. 4. pp. 2011–2017.
20. Cooreman S., Lecompte D., Sol H., Vantomme J., Debruyne D. Identification of mechanical material behavior through inverse modeling and DIC. Experimental Mechanics. 2008. Vol. 48, No. 4. pp. 421–433.
21. Sheppard T., Wright D. S. Determination of flow stress: Part 1. Constitutive equation for aluminum alloys at elevated temperatures. Metals Technology. 1979. Vol. 6, No. 1. pp. 215–223.
22. Laber K., Kawalek A., Sawicki S., Dyja H. et al. Application of torsion test for determination of rheological properties of 5019 aluminium alloy. Key Engineering Materials. 2016. Vol. 682. pp. 356–361.
23. Khenzel А., Shpittel Т. Calculation of energy-power parameters in metal deformation processes. Reference book. Moscow: Metallurgiya. 1982. 360 p.
24. Burkin S. P., Iskhakov R. F., Ovsyannikov B. V. et. al. Patent RF 2379649. Unit for torsion test of cylindrical specimens. Applied: 14.04.2008. Published: 20.01.2010. Bulletin No. 2.
25. Erpalov M. V., Kungurov E. A. Examination of hardening curves definition methods in torsion test. Materials Physics and Mechanics. 2018. Vol. 38, No. 1. pp. 82–89.
26. Shneyder V. E., Slutsky А. I., Shumov А. S. Short course of higher mathematics. Moscow: Vysshaya shkola. 1972. 640 p.
27. Rabotnov Yu. N. Strength of materials. Moscow: Fizmatgiz. 1962. 456 p.

Language of full-text русский
Полный текст статьи Получить
Назад