2015
DOI: 10.1016/s1006-706x(15)60008-5
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Response characteristics and adiabatic heating during high strain rate for TRIP steel and DP steel

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Cited by 32 publications
(9 citation statements)
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“…Actually, as the rate of deformation increased, the thermodynamic condition transitioned from isothermal to adiabatic. The conversion of plastic work to heat caused local adiabatic heating in the polymer matrix, but the rapid nature of impact events did not allow enough time for heat to dissipate [42][43][44]. Lienhard et al [25,45] also found that there was a local adiabatic temperature rise in the polymer matrix at high strain rates, and the increase of the local adiabatic temperature rise would be more obvious with the higher the strain rates [42].…”
Section: Failure Mechanism Analysismentioning
confidence: 99%
“…Actually, as the rate of deformation increased, the thermodynamic condition transitioned from isothermal to adiabatic. The conversion of plastic work to heat caused local adiabatic heating in the polymer matrix, but the rapid nature of impact events did not allow enough time for heat to dissipate [42][43][44]. Lienhard et al [25,45] also found that there was a local adiabatic temperature rise in the polymer matrix at high strain rates, and the increase of the local adiabatic temperature rise would be more obvious with the higher the strain rates [42].…”
Section: Failure Mechanism Analysismentioning
confidence: 99%
“…Calculation results show that temperature at a strain‐rate of 1000 s −1 increases almost by 100 °C.If the necking stage is considered, it could increase locally to over 300 °C. For that reason, the adiabatic heating has influenced the ductility of the steel tested significantly by softening of matrix .…”
Section: Resultsmentioning
confidence: 99%
“…Therefore, using higher strain rates would decrease the volume fraction of stress/strain induced martensite as the strain rate is higher [9,[131][132][133][134]. In multiphase microstructures, the effect of the strain rate follows similar trends [135][136][137].…”
Section: Deformation At a Constant Temperaturementioning
confidence: 98%