Журналы →  CIS Iron and Steel Review →  2025 →  №2 →  Назад

Coating Application and Corrosion Protection
Название Study of clad layer thickness evolution during hot rolling of clad plate with composition S355+316L
DOI 10.17580/cisisr.2025.02.14
Автор A. G. Kolesnikov, A. G. Zinyagin, A. V. Muntin, A. P. Stepanov, N. R. Borisenko
Информация об авторе

Bauman Moscow State Technical University (Moscow, Russia) 

A. G. Kolesnikov, Dr. Eng., Prof., e-mail: kolesnikov_ag@bmstu.ru
A. G. Zinyagin, Cand. Eng., Associate Prof., e-mail: ziniagin_ag@bmstu.ru
A. V. Muntin, Cand. Eng., Associate Prof., e-mail: muntin_av@bmstu.ru
A. P. Stepanov, Postgraduate Student, e-mail: Stepanov_ap@bmstu.ru
N. R. Borisenko, Postgraduate Student, e-mail: borisenko_nr@bmstu.ru

Реферат

The article is devoted to the study of the cladding layer thickness evolution during the hot rolling of a S355+316L
clad plate. In the production of clad rolled products, the main challenge is the significant non-uniform deformation of the dissimilar layers, leading to an uneven cladding layer thickness, which is regulated by standards. The aim of the work was a comprehensive study of the co-deformation of the layers to analyze the influence of the reduction strategy on the formation of the cladding layer geometry and based on this, to develop practical recommendations. To achieve this goal, an integrated approach was applied, which included determining the rheological properties of the studied steels over a wide range of temperatures and strain rates, as well as developing and subsequent verification of a three-dimensional mathematical model of the rolling process using the finite element method in the ANSYS software package. The model was validated against data from laboratory and industrial experiments, showing an error in predicting the final cladding layer thickness of no more than 7 %. Using the verified model, a numerical study of three different reduction strategies was conducted: a standard one, one with large reductions in the initial passes, and one with small reductions at the beginning of the process. The simulation results showed that the cladding layer thickness is significantly non-uniform along the length and width of the rolled sheet. The relative strain ratio varies from ⁓1.07 in the central part to 1.25–1.35 at the head and tail ends, leading to a difference in the cladding layer thickness of up to 24 %. It was found that the selected rolling strategies have an insignificant effect on the degree of this non-uniformity. The physical reason for the non-uniformity in the central part is the tensile stresses acting on the cladding layer from the base layer, while at the sheet ends the primary contribution comes from longitudinal metal flow and the “extrusion” effect. Based on the approximation of the shape of the thickenings, the amounts of crop required to meet standard requirements were calculated: ⁓365 mm from the head and tail ends and ⁓177 mm from each side edge of the sheet. The data obtained are of significant practical importance for optimizing the production processes of clad rolled products.

Ключевые слова Hot rolling, clad rolling, cladding layer, asymmetric rolling, variable gauge, modeling, FEM, stressstrain state, crop shear loss, cutting of rolled products
Библиографический список

1. Cho Y.-R. Clad Metals: Fabrication, Properties, and Applications. Metals. 2021. No. 11. 1186. DOI: 10.3390/met11081186
2. Giudice F., Missori S., Scolaro C., Sili A. A Review on Metallurgical Issues in the Production and Welding Processes of Clad Steels. Materials. 2024. Vol. 17. 4420. DOI: 10.3390/ma17174420
3. Wang D., Sun X., Jiang Y., Chang X., Yonglei X. Review on the application of stainless-clad bimetallic steel in the marine environment. Anti-Corros. Methods Mater. 2024. Vol. 71. pp. 132–142.
4. Jiang J., Ding H., Lu Z., Xie G. Interfacial microstructure and mechanical properties of stainless steel clad plate prepared by vacuum hot rolling. J. Iron Steel Res. Int. 2018. Vol. 25. pp. 732–738.
5. Jin H. R., Wei R., Wang Y. H. et al. Vacuum Hot Rolling Preparation of a Stainless Steel Clad Plate and Its Numerical Simulation. Strength Mater. 2022. Vol. 54. pp. 144–153. DOI: 10.1007/s11223-022-00388-1
6. Guan B., Chen B. Y., Zang Y. et al. Prediction of a High Temperature Bonding Condition at the Interface for the Hot-Rolled Stainless Steel Clad Plate on Rolling. Strength Mater. 2018. Vol. 50. pp. 79–91. DOI: 10.1007/s11223-018-9945-1
7. Jin H. R., Zhang L., Dai C. et al. Numerical Simulation and Experimental Study on the Interface Bonding of Stainless Steel Clad Plate. Strength Mater. 2018. Vol. 50. pp. 29–40. DOI: 10.1007/s11223-018-9939-z
8. Zinyagin A. G., Borisenko N. R., Stepanov A. P., Kryuchkova M. O. Development of measures to reduce longitudinal bending of thick clad and alloyed steel plates during hot rolling. CIS Iron and Steel Review. 2025. Vol. 29. pp. 56–60.
9. Liu B. X., An Q., Yin F. X. et al. Interface formation and bonding mechanisms of hot-rolled stainless steel clad plate. J. Mater. Sci. 2019. Vol. 54. pp. 11357–11377. DOI: 10.1007/s10853-019-03581-x

10. Xie G. et al. Interface characteristic and properties of stainless steel/HSLA steel clad plate by vacuum rolling cladding. Materials Transactions. 2011. Vol. 52. pp. 1709–1712.
11. Qin Q., Wu Z. H., Zang Y., Guan B., Zhang J. Warping deformation of 316l/q345r stainless composite plate after removal strake. World journal of engineering. 2016. Vol. 13 (3). pp. 206–209.
12. Qin Q., Zhang D. T., Zang Y., Guan B. A simulation study on the multi-pass rolling bond of 316L/Q345R stainless clad plate. Advances in Mechanical Engineering. 2015. Vol. 7 (7). 1687814015594313.
13. Sun L., Ding J., Zhang J., Li H., Wang G. Numerical Simulation and Deformation Behavior of a Ti/Steel Clad Plate during the Rolling. Process. Metals. 2023. Vol. 13. 218. DOI: 10.3390/met13020218
14. Lian-Yun Jiang, Zhi-Wei Xue, Fu-Zhen Qiao, Qi-Qi Ma, Zhi-Quan Huang, Li-Feng Ma. Modeling and analysis of deformation characteristics for the two-layered metal clad plate produced by asymmetric rolling. Journal of Materials Research and Technology. 2023. Vol. 27. pp. 2031–2051. DOI: 10.1016/j.jmrt.2023.10.044
15. Lian-Yun Jiang, Ya-Fei Chen, Jia-Le Liang, Zhen-Lei Li, Tao Wang, Li-Feng Ma, Modeling of layer thickness and strain for the two-layered metal clad plate rolling with the different roll diameters. Journal of Materials Research and Technology. 2024. Vol. 28. pp. 3849–3864. DOI: 10.1016/j.jmrt.2023.12.257
16. Zinyagin A. G., Muntin A. V., Stepanov A. P., Borisenko N. R. Study of the features of clad sheet deformation during hot rolling. Chernye Metally. 2023. No. 12. pp 49–55.
17. Zinyagin A. G., Borisenko N. R., Muntin A. V., Kruychkova M. O. Features of finite element modeling for hot rolling process of clad sheets and strips. CIS Iron and Steel Review. 2023. Vol. 26. pp. 51–57.
18. Kolesnikov A. G., Zinyagin A. G., Muntin A. V., Dunaev V. V. Study of joint hot deformation of nickel alloy and low carbon microalloyed steel in manufacture of heavy plate clad rolled products. CIS Iron and Steel Review. 2022. Vol. 24. pp. 41–48.
19. Zinyagin A. G., Muntin A. V., Tynchenko V. S., Zhikharev P. I., Borisenko N. R., Malashin I. Recurrent Neural Network (RNN)-Based Approach to Predict Mean Flow Stress in Industrial Rolling. Metals. 2024. Vol. 14 (12). p. 1329. DOI: 10.3390/met14121329
20. Da-Wei Zhang, Fang-Fang Xu, Zai-Chi Yu, Kun-Yin Lu, Ze-Bang Zheng, Sheng-Dun Zhao. Coulomb, Tresca and Coulomb-Tresca friction models used in analytical analysis for rolling process of external spline. Journal of Materials Processing Technology. 2021. Vol. 292. p. 117059. DOI: 10.1016/j.jmatprotec.2021.117059
21. Murillo-Marrodán A., Garcia E., Cortés F. Friction Modelling of a Hot Rolling Process by means of the Finite Element Method. Proceedings of the World Congress on Engineering 2017 (WCE 2017). July 5–7, 2017. Vol. II. 2017. London, U.K.
22. Peng L., Lai X., Lee H. J., Song J. H., Ni J. Friction behavior modeling and analysis in micro/meso scale metal forming process. Mater. Des. 2010. Vol. 31. pp. 1953–1961.
23. Sverdlik M., Pesin A., Pustovoytov D., Perekhozhikh A. Numerical Research of Shear Strain in an Extreme Case of Asymmetric Rolling. Advanced Materials Research. 2013. Vol. 742. pp. 476–481.
24. Graça A., Vincze G. A Short Review on the Finite Element Method for Asymmetric Rolling Processes. Metals. 2021. No. 11. p. 762. DOI: 10.3390/met11050762
25. Pustovoytov D., Pesin A., Biryukova O. Finite element analysis of strain gradients in aluminium alloy sheets processed by asymmetric rolling. Procedia Manuf. 2018. Vol. 15. pp. 129–136.
26. Nielsen C. V., Bay N. Overview of friction modelling in metal forming processes. Procedia Eng. 2017. Vol. 207. pp. 2257–2262.
27. Philip D. Harvey. Engineering Properties of Steel. American Society for Metals, 1982. p. 527.

Полный текст статьи Study of clad layer thickness evolution during hot rolling of clad plate with composition S355+316L
Назад