Phase Transition of Iron-based Single Crystals at Extreme Strain Rates under Dynamic Loadings

TL;DR

This study uses large-scale simulations to explore how extreme strain rates influence phase transitions in iron-based single crystals, revealing new instability criteria and a critical strain rate where transition behavior changes.

Contribution

The paper introduces new instability criteria considering strain and strain gradient effects, advancing understanding of phase transition behavior at high strain rates.

Findings

Phase transition onset is linked to lattice instabilities.

Modified instability criteria predict onset under small strain gradients.

Strain rate of 10^10 s^-1 marks a change in transition behavior.

Abstract

Phase transition of iron, as a prototype of martensite phase transition under dynamic loadings, exhibits huge diverges in its TP among experiments with different pressure medium and loading rates, even in the same initial samples. Great achievements are made in understanding strain or stress dependence of the TP under dynamic loadings. However, present understandings on the strain rate dependence of the TP are far from clear, even a virgin for extreme high strain rates. In this work, large scale NEMD simulations are conducted to study the effects of strain rates on the phase transition of iron-based single crystals. Our results show that the phase transition is preceded by lattice instabilities under ramp compressions, but present theory, represented by modified Born criteria, cannot correctly predict observed onsets of the instability. Through considering both strain and strain gradient disturbances, new instability criteria are proposed, which could be generally applied for studying instabilities under either static or dynamic loadings. For the ramp with a strain rate smaller than about 1010s-1, the observed onset of instabilities is indeed equal to the one predicted by the new instability criteria under small gradient disturbances. The observed onsets deviates from the predicted one at lager strain rates because of finite strain gradient effect. Interestingly, the strain rate dependence of the TP also exhibits an obvious change at the same strain rate, i.e., 1010 s-1. When 1010 s-1, a certain power law is obeyed, but it is not applicable at larger strain rates. This strain rate effect on the TP is well interpreted with nucleation time and the finite strain gradient effect. According to these basic understandings, the roles of strain rates on nucleation and growth of the phase transition are studied.