INVESTIGATION OF THE HEAT AFFECTED ZONE BY THERMAL CYCLE SIMULATION TECHNIQUE
Yıl 2022,
Cilt: 5 Sayı: 2, 80 - 83, 31.12.2022
Zakaria Boumerzoug
,
Fabienne Delaunois
,
Oualid Beziou
Ines Hamdi
Öz
Heat generated during welding induces an important temperature gradient in and around the welded area. In arc welding process, three main different zones were recorded in welded joint: fusion zone, heat affected zone. The objective of this paper is to present the thermal cycle simulation technique and its utility for the study of the heat affected zone. Rapid heating and cooling treatment were applied in specific simulation equipment. The most published research works about the use of the thermal cycle simulation for understanding the heat affected zone are presented. A case study is also presented. We have showed the importance of this technique for the investigation of the HAZ.
Kaynakça
- 1. Dzidowski, E.S., and Banach, J. Working conditions and the potential damage of energy pipelines with respect to welding technology [in Polish]. Proceedings of 1-st scientific-technical conference PIRE -98, 1998, 57-62.
- 2. Abson D.J., Tkach, Y., Hadley, I., Wright, and V.S., Burdekin, F.M. A review of postweld heat treatment code exemptions. Weld J, 2006, 85: 63–69.
- 3. Gunaraj, V. and Murugan, N. Prediction of Heat affected zone characteristics in submerged arc welding of structural steel pipes. Welding research, 2002 :94-98.
- 4. Moghaddam M.A., Golmezergi R., and Kolahan F. Multi-variable measurements and optimization of GMAW parameters forAPI-X42 steel alloy using a hybrid BPNN-PSO approach. Measurement, 2016, 92: 279-287.
- 5. Samardžić I, Stoić A, Kozak D, Kladaric I, Dunđer M. Application of Weld Thermal Cycle Simulator in Manufacturing Engineering, J. of Manufac. and Indust. Eng. 2013, 12: 7–11.
- 6. Dunder M., Vuherer T., and Kladaric I. Weldability Investigation of TStE 420 after Weld Thermal Cycle Simulation, Strojarstvo, 2010, 52, 97–104.
- 7. Górka, J., Janicki, D., Fidali, M., and Jamrozik, W. Thermographic assessment of the HAZ Properties and structure of thermomechanically treated steel, Int J Thermophys,2017: 38-183.
- 8. Dunđer, M., Samardžić, I., and Vuherer, T. Weldability Investigation Steel P91 by Weld Thermal Cycle Simulation, Metalurgija, 2015, 54: 539–542.
- 9. Boumerzoug, Z., and Cherif, S. (2017), Thermal cycle simulation of welding process in Inc 738 LC superalloy, K. Eng. mater.,2017, 735: 75-79.
- 10. Raouache, E., Boumerzoug, Z., Delaunois; F., and Khalfallah, F. Investigation by Thermal Cycle Simulation of Heat Affected Zone in Welded AA2014 Aluminum Alloy. Res Dev Material Sci. 2020, 13(3). RDMS.000812.
- 11. Hamdi, I, Boumerzoug, Z., and Delaunois, F., Simulation of Heat Affected Zone in X60 Steel , Insights Min Sci technol., 2020, 2(2): 52-57.
- 12. Łomozik, M. The effect of repeated thermal cycles of welding on the plastic properties and structure of the heat affected zone of 13HMF steel after the operation longer than 130,000 hours [in Polish], Energetyka, 2007,Thematic Issue 14: 64-68.
- 13. Łomozik, M. Microscopic analysis of the influence of multiple thermal cycles of welding on breaking work and hardness of the simulated HAZ zone for P91 steel [in Polish], Energetyka, 2008,Thematic Issue 18, 68-71.
- 14. Śloderbach, Z. and Pająk, J. determination of ranges of components of heat affected zone including changes of structure, Archives of Metallurgy and Materials, 2015, 60, I 4.
Yıl 2022,
Cilt: 5 Sayı: 2, 80 - 83, 31.12.2022
Zakaria Boumerzoug
,
Fabienne Delaunois
,
Oualid Beziou
Ines Hamdi
Kaynakça
- 1. Dzidowski, E.S., and Banach, J. Working conditions and the potential damage of energy pipelines with respect to welding technology [in Polish]. Proceedings of 1-st scientific-technical conference PIRE -98, 1998, 57-62.
- 2. Abson D.J., Tkach, Y., Hadley, I., Wright, and V.S., Burdekin, F.M. A review of postweld heat treatment code exemptions. Weld J, 2006, 85: 63–69.
- 3. Gunaraj, V. and Murugan, N. Prediction of Heat affected zone characteristics in submerged arc welding of structural steel pipes. Welding research, 2002 :94-98.
- 4. Moghaddam M.A., Golmezergi R., and Kolahan F. Multi-variable measurements and optimization of GMAW parameters forAPI-X42 steel alloy using a hybrid BPNN-PSO approach. Measurement, 2016, 92: 279-287.
- 5. Samardžić I, Stoić A, Kozak D, Kladaric I, Dunđer M. Application of Weld Thermal Cycle Simulator in Manufacturing Engineering, J. of Manufac. and Indust. Eng. 2013, 12: 7–11.
- 6. Dunder M., Vuherer T., and Kladaric I. Weldability Investigation of TStE 420 after Weld Thermal Cycle Simulation, Strojarstvo, 2010, 52, 97–104.
- 7. Górka, J., Janicki, D., Fidali, M., and Jamrozik, W. Thermographic assessment of the HAZ Properties and structure of thermomechanically treated steel, Int J Thermophys,2017: 38-183.
- 8. Dunđer, M., Samardžić, I., and Vuherer, T. Weldability Investigation Steel P91 by Weld Thermal Cycle Simulation, Metalurgija, 2015, 54: 539–542.
- 9. Boumerzoug, Z., and Cherif, S. (2017), Thermal cycle simulation of welding process in Inc 738 LC superalloy, K. Eng. mater.,2017, 735: 75-79.
- 10. Raouache, E., Boumerzoug, Z., Delaunois; F., and Khalfallah, F. Investigation by Thermal Cycle Simulation of Heat Affected Zone in Welded AA2014 Aluminum Alloy. Res Dev Material Sci. 2020, 13(3). RDMS.000812.
- 11. Hamdi, I, Boumerzoug, Z., and Delaunois, F., Simulation of Heat Affected Zone in X60 Steel , Insights Min Sci technol., 2020, 2(2): 52-57.
- 12. Łomozik, M. The effect of repeated thermal cycles of welding on the plastic properties and structure of the heat affected zone of 13HMF steel after the operation longer than 130,000 hours [in Polish], Energetyka, 2007,Thematic Issue 14: 64-68.
- 13. Łomozik, M. Microscopic analysis of the influence of multiple thermal cycles of welding on breaking work and hardness of the simulated HAZ zone for P91 steel [in Polish], Energetyka, 2008,Thematic Issue 18, 68-71.
- 14. Śloderbach, Z. and Pająk, J. determination of ranges of components of heat affected zone including changes of structure, Archives of Metallurgy and Materials, 2015, 60, I 4.