2019
DOI: 10.1016/j.actamat.2019.06.053
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Uncoupling the effects of strain rate and adiabatic heating on strain induced martensitic phase transformations in a metastable austenitic steel

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Cited by 54 publications
(17 citation statements)
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“…The adiabatic temperature increase can be estimated from the flow curves employing the Taylor–Quinney coefficient which reflects the ratio of plastic work transformed into heat or stored energy. However, this coefficient is inconstant during deformation and its value is dependent of not only the amount of strain, but also the loading mode, strain rate and temperature at which the strain was achieved [ 37 ]. It was found that, during high rate deformation of transformation-induced plasticity steel, the Taylor–Quinney coefficient of 0.82~1.00 is observed [ 38 ].…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…The adiabatic temperature increase can be estimated from the flow curves employing the Taylor–Quinney coefficient which reflects the ratio of plastic work transformed into heat or stored energy. However, this coefficient is inconstant during deformation and its value is dependent of not only the amount of strain, but also the loading mode, strain rate and temperature at which the strain was achieved [ 37 ]. It was found that, during high rate deformation of transformation-induced plasticity steel, the Taylor–Quinney coefficient of 0.82~1.00 is observed [ 38 ].…”
Section: Resultsmentioning
confidence: 99%
“…Overall, the actual temperature change is an extremely complicated subject during deformation, especially at high rate, and its effect on flow stress becomes overwhelmingly difficult to estimate correctly. Despite that, the numerical evaluation of the actual temperature rise is often simplified by only using the Taylor–Quinney coefficient as a constant value, which can lead to distinct overestimation of the adiabatic heating [ 37 ]. Therefore, the effect of adiabatic heating at high strain rate (10 s − 1 ) is not considered during constitutive modeling.…”
Section: Resultsmentioning
confidence: 99%
“…2) If a high strain rate adiabatic test is interrupted and the specimen is reloaded in low strain rate isothermal conditions, the phase transformation proceeds readily without apparent "incubation strain", i.e., the transformation conditions are otherwise suitable during high rate deformation, but for some (yet unknown) reason the phase transformation does not proceed [5]. 3) The strain hardening and α´-phase transformation rates observed in a high rate adiabatic test cannot be replicated in a low rate test by applying external heating to mimic the macroscopic adiabatic temperature increase [13]. 4) Similarly, incremental loading at a high rate, which allows the specimen to cool down between the loadings, does not lead to the same phase transformation tendency as observed in low rate loading [7].…”
Section: Direct Strain Rate Effects On the α´-Transformationmentioning
confidence: 99%
“…The rapid and notable decrease in the strain hardening and phase transformation rates following a sudden strain rate increase could happen because the α´-transformation is suddenly inhibited in the preferential microstructural locations, which quickly heat up after the strain rate is increased. Similarly, the "mismatch" observed between the high strain rate tests and the low strain rate tests with external heating [13] might take place because the external heating cannot reproduce the nonhomogeneous heating at the microstructural level. Similar reasoning applies to the incremental tests carried out by Sunil and Kapoor [7]; loading of the material incrementally only helps to cool down the material between the increments, but within each high rate increment the loading conditions are still adiabatic and local hot spots might form in the microstructure.…”
Section: Direct Strain Rate Effects On the α´-Transformationmentioning
confidence: 99%
“…Using this approach, Va ´zquez-Ferna ´ndez et al removed the influence of heat accumulation and showed that the martensitic transformation rates decreased under increasing strain rates for a metastable austenitic stainless steel. 12 Strain rate and temperature effects have yet to be decoupled for 3GAHSS with lean alloy additions. In the work described herein, thermal-mechanical simulations were implemented to decouple the roles of temperature and strain rate in dictating the balance of dislocation slip and TRIP in a Q&P steel.…”
Section: Introductionmentioning
confidence: 99%