DOI: 10.18503/1995-2732-2026-24-2-146-115
Abstract
Problem Statement (Relevance). In mechanical engineering, a significant proportion of metallic products are manufactured by hot deformation processes, during which recrystallization occurs, affecting structural transformations and the mechanical properties of the material. An analytical review of recrystallization diagram construction methods showed that compression testing is the conventional approach; however, it has several unresolved issues, including high labor intensity, insufficient accuracy in determining the initial section of the diagrams, limited information on grain-size heterogeneity, and the inability to directly apply the diagrams to industrial processes characterized by complex stress states. Objectives. The research is aimed at development of a method for constructing recrystallization diagrams that reduces the number of tests required at each temperature, enables the assessment of grain-size heterogeneity, and allows the obtained recrystallization dependencies to be applied to industrial deformation processes. The main approach to solving these issues involved the application of mathematical methods and numerical simulation technologies for solid-body deformation processes. Originality. A simulation model of cylindrical specimen compression was developed for constructing recrystallization diagrams. The model was used to evaluate the strain intensity over the entire surface of longitudinal sections of compressed specimens at reductions of 10 and 50%, according to a coordinate grid with a spacing of 2.0×2.0 mm. This approach made it possible to identify specific zones for metallographic analysis aimed at determining the average grain size and grain-size heterogeneity. The proposed method expanded the possibilities for identifying recrystallization mechanisms depending on temperature and strain degree. Result. The developed method was validated through the construction of type II recrystallization dependencies for X18H10T austenitic steel. The obtained recrystallization dependencies, supplemented by grain-size heterogeneity data, provided enhanced capabilities for evaluating recrystallization mechanisms within the temperature range of 1050-1150°C and for strain intensity values up to εi = 0,75. Practical Relevance. The proposed method makes it possible to simultaneously construct Type III recrystallization diagrams and to establish recrystallization dependencies as a function of accumulated (total) strain.
Keywords
Recrystallization of metallic materials, strain intensity, grain size, recrystallization dependencies.
For citation
Galkin V.V., Bazhenov E.O., Gavrilov G.N., Vashurin A.V., Cherepenkin D.V. On the Construction of Recrystallization Dependencies for Metallic Materials. Vestnik Magnitogorskogo Gosudarstvennogo Tekhnicheskogo Universiteta im. G.I. Nosova [Vestnik of Nosov Magnitogorsk State Technical University]. 2026, vol. 24, no. 2, pp. 146-155. https://doi.org/10.18503/1995-2732-2026-24-2-146-155
1. Berezhkovskiy D.I. A new type of recrystallization diagrams and a method for their construction. Zavodskaya laboratoriya [Factory Laboratory]. 1964;(12):1482-1487. (In Russ.)
2. Hanemann Lucke. Stahl und Eisen. 1925;(5):119.
3. Siebel und Pomp. Düsseldorf: Milt. Kais. Wilh. Inst. f. Eisenforsch, 1927. S. 157.
4. Pavlov Ig.M., et al. Metallurg [Metallurgist]. 1936:17-20. (In Russ.)
5. Korneev N.I. Deformatsiya metallov kovkoi [Metal deformation by forging]. Moscow: Oborongiz, 1947. 244 p. (In Russ.)
6. Gorelik S.S., Dobatkin S.V., Kaputkina L.M. Rekristallizatsiya metallov i splavov [Recrystallization of metals and alloys]. Moscow: MISIS, 2005. 432 p. (In Russ.)
7. Bernshtein M.L., Zaimovskiy V.A., Kaputkina L.M. Termomekhanicheskaya obrabotka stali [Thermomechanical treatment of steel]. Moscow: Metallurgiya, 1983. 480 p. (In Russ.)
8. Orlov A.N., Perevezentsev V.N., Rybin V.V. Granitsy zeren v metallakh [Grain boundaries in metals]. Moscow: Metallurgiya, 1980. 156 p. (In Russ.)
9. Rezvani A., Ebrahimi R., Bagherpour E. Static recrystallization simulation of interstitial free-steel by coupling multi-phase-field and crystal plasticity model considering dislocation density distribution. Advanced Engineering Materials. 2025;27(12):14. doi:10.1002/adem.202500117.
10. Zamani M.R., Mirzadeh H., Malekan M., et al. Grain growth in high-entropy alloys (HEAs): A review. High Entropy Alloys & Materials. 2022;1(1):25-59.
11. Gong Y., Ding H., Wang Y., et al. 3D cellular automaton simulation of the dynamic recrystallization microstructure evolution for a nickel-based superalloy. Iron Steel Vanadium Titanium. 2025;46(2):151-158. DOI: 10.7513/j.issn.1004-7638.2025.02.021.
12. El-Meligy M., El-Bitar T., Ebied S. Grain refinement tracing of dynamic and metadynamic recrystallization for a penetrator steel. Journal of Ultrafine Grained and Nanostructured Materials. 2024;57(1):75-81. DOI: 10.22059/JUFGNSM.2023.365577.417.
13. Riyad I.A., Clausen B., Savage D.J., et al. Modeling deformation, recovery, and recrystallization of tantalum using a higher order elasto-viscoplastic self-consistent model. Journal of the Mechanics and Physics of Solids. 2025:105925. DOI: 10.1016/j.jmps.2024.105925.
14. State standard GOST R 57188-2016. Numerical simulation of physical processes. Terms and definitions. (In Russ.)
15. State standard GOST R 57700.10-2018. Numerical simulation of physical processes. Determination of stress-strain state. Verification and validation of numerical models of complex structural elements in the elastic region. (In Russ.)
16. Galkin V.V., Gavrilov G.N., Vashurin A.V., Bazhenov E.O., Italyantsev D.S. Sposob postroeniya zavisimostei rekristallizatsii [Method for constructing recrystallization dependencies]. Patent RU, no. 2817327 C1, 2024.
17. Gulyaev A.P. Metallovedenie [Metallurgical Science]. Moscow: Metallurgiya, 1986. 544 p. (In Russ.)

