employee
Volgodonsk, Rostov-on-Don, Russian Federation
employee
Rostov-on-Don, Rostov-on-Don, Russian Federation
employee
Bryansk, Bryansk, Russian Federation
employee
Vladimir, Vladimir, Russian Federation
UDC 621.787.6
Russian Library and Bibliographic Classification 345
The study objective is to develop and verify a combined finite element model for evaluating the effect of wave deformation hardening (WDH) on the stress-strain state and hardness of welds. The task to which the paper is devoted is to make a combined ANSYS model that takes into account the stages of forming a welded joint and the subsequent dynamic impact of the tool, as well as the development of a method to convert modeling results into hardness values. The simulation is performed using the finite element method in ANSYS Workbench using Transient Thermal, Static Structural and Transient Structural modules. Experimental verification is carried out on samples made of 15X2NMFA steel with a weld made of sv-09KHGNMTA-VI wire at impact energies of 150 J, overlap coefficients K=0.2; 0.4; 0.6 and temperatures of 20°C and 200°C. The scientific novelty is the development of a combined finite element model, which for makes it possible the first time in a single cycle to predict the formation of residual stresses during welding and their change under WDH action, as well as to find out empirical dependencies for converting plastic deformations into hardness, taking into account the overlap and temperature factors. The verification of the model showed high convergence with the experiment - the error in determining the size of the print is less than 3%, the average error in predicting hardness is no more than 4.5%. It is found out that the optimal WDH mode is treatment with K=0.6 at 200°C, which provides a significant increase in compressive residual stresses in the weld and the zone of thermal influence, as well as an increase in surface hardness to 259 HB, which is 12.5% higher than the initial value (228 HB). The developed model adequately describes WDH process and can be used to optimize the technological modes of hardening welded joints of critical structures of transport engineering.
finite element modeling, ANSYS, weld, hardening, stress, hardness, verification, transport engineering
1. Zhidkov ME, Kirichek AV, Lebedev VA, Solovyov DL, Silantyev SA, Barinov SV. Prospects for applying wave deformation hardening of welds of reactor vessels. Transport Engineering. 2024;11: 24-30. doi:https://doi.org/10.30987/2782-5957-2024-11-24-30.
2. Kirichek AV, Solovyov DL, Lazutkin AG. Technology and equipment of static-pulse treatment by surface plastic deformation. Moscow: Mashinostroenie; 2004.
3. Kirichek AV, Solovyov DL, Barinov SV, Tarasov DE. Increasing contact endurance by heterogeneous wave deformation hardening. Handbook of surface plastic deformation processes. Irkutsk: IRNTU Publishing House; 2022.
4. Bukleshev DO, Yagovkin NG. Mathematical modeling of stress formation in the weld zones of gas pipelines and their behavior under load using ANSYS software. NEFTEGAZ Territory. 2016;10:88-92.
5. Bilenko GA, Morgunov EA, Korobov YuS. Computer simulation of the stress state of a stainless steel 03X18N9M3 welded joint made by multipass orbital welding. Svarka I Diagnostika. 2014;5(30):35-41.
6. Kostichev VE. Increasing resistance fatigue of crankshafts of heat engines [dissertation]. [Samara (RF)]; 2017.
7. Bukaty AS. Improving the accuracy of manufacturing critical engine parts by means of static and dynamic modeling [dissertation]. [Samara (RF)]; 2014.
8. Mitrofanova K.S. Finite element modeling of surface plastic deformation with a multiradius roller. Bulletin of the Kuzbass State Technical University. 2016;5:112-118.
9. Kurkin AV, Shakirov AA, Zagrebelny SS. Methodological guidelines for the construction of computational models of a car body. Ulyanovsk: UlSTU; 2013.
10. Zagrebelny SS, Shakirov AA, Ulanov AM, Ivanov MA. Operability of welded sidewalls of the tram section module. Bulletin of the South Ural State University. Series: Mechanical Engineering. 2013;13(2):88-94.
11. Sapozhnikov S.B., Zagrebelny S.S., Shakirov A.A. Relaxation of welding stresses by deep plastic deformation. Bulletin of the South Ural State University. Series: Mechanical Engineering. 2013;13(2):81-86.
12. Kirichek AV, Solovyov DL, Zhirkov AA. Calculation of static pulse processing parameters. RF Certificate of state registration of the computer program No. 2009610110. 2009.
13. Kirichek AV, Solovyov DL, Afonin AN, Volobuev AV. Information and analytical support for hardening by static pulse processing. Moscow: Mashinostroenie-1; 2009.
14. Kirichek A, Barinov S, Yashin A. Visualization of the process of processing welds by a deformation wave. CEUR Workshop Proceedings [Internet]. 2020;2744. Available from: http://ceur-ws.org/Vol-2744/short39.pdf DOI:https://doi.org/10.51130/graphicon-2020-2-4-39.
15. Kirichek AV, Barinov SV, Yashin AV. Evaluation of the effect of various types of tools on a weld joint during wave strain hardening. IOP Conference Series: Materials Science and Engineering. 2021;1064:012002. DOI:https://doi.org/10.1088/1757-899X/1064/1/012002.




