2021
DOI: 10.1016/j.matcom.2020.07.016
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A numerical model coupling phase transformation to predict microstructure evolution and residual stress during quenching of 1045 steel

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Cited by 27 publications
(12 citation statements)
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“…The main remark of the previous analysis is that initial solid temperature plays an important role to determine the whole q vs. T w curve and therefore the proper boiling curve should be considered in any mathematical model of a phase transformation in solid state metal. For example, some studies of heat treatment of alloys [27][28][29][30] present models to predict the kinetics of phase transformation during quenching assuming a boiling curve, as a boundary condition to solve the heat conduction equation. This curve was commonly reported in an independent work and which workpiece was heated at a specific initial temperature.…”
Section: Initial Wall Heat Fluxmentioning
confidence: 99%
“…The main remark of the previous analysis is that initial solid temperature plays an important role to determine the whole q vs. T w curve and therefore the proper boiling curve should be considered in any mathematical model of a phase transformation in solid state metal. For example, some studies of heat treatment of alloys [27][28][29][30] present models to predict the kinetics of phase transformation during quenching assuming a boiling curve, as a boundary condition to solve the heat conduction equation. This curve was commonly reported in an independent work and which workpiece was heated at a specific initial temperature.…”
Section: Initial Wall Heat Fluxmentioning
confidence: 99%
“…Houghton et al [ 18 ] conducted a series of heat treatment experiments in 52100 steel and the Avrami equation was adopted to determine the isothermal kinetics of the austenite to bainite transformation. Esfahani et al [ 19 ] proposed a coupling phase transformation numerical model to investigate the microstructure evolution and residual stress in quenched steel. The stress state and hardness affected by ferrite formation and pearlite phase transformation have been analyzed.…”
Section: Introductionmentioning
confidence: 99%
“…This multi-physical problem is solved by considering the interaction between thermal, metallurgical, and mechanical phenomena. Numerous experiments have been carried out, considering structural transformations, to model the quenching (Belhadj et al 2008), (Moumni et al 2011) and (Esfahani et al 2021). Two methods are used to model structural transformations, the first relates to transformations with diffusion depending on both temperature and time and the second relates to transformations without diffusion depending only on temperature.…”
Section: Introductionmentioning
confidence: 99%