English

Phase Transitions in High Purity Zr Under Dynamic Compression

Materials Science 2022-05-25 v3

Abstract

We present results from ramp compression experiments on high-purity Zr that show the αω\alpha \rightarrow \omega, ωβ\omega \rightarrow \beta, as well as reverse βω\beta \rightarrow \omega phase transitions. Simulations with a multi-phase equation of state and phenomenological kinetic model match the experimental wave profiles well. While the dynamic αω\alpha \rightarrow \omega transition occurs 9\sim 9 GPa above the equilibrium phase boundary, the ωβ\omega \rightarrow \beta transition occurs within 0.9~GPa of equilibrium. We estimate that the dynamic compression path intersects the equilibrium ωβ\omega - \beta line at P=29.2P= 29.2 GPa, and T=490T = 490 K. The thermodynamic path in the interior of the sample lies 100\sim 100 K above the isentrope at the point of the ωβ\omega \rightarrow \beta transition. Approximately half of this dissipative temperature rise is due to plastic work, and half is due to the non-equilibrium αω\alpha \rightarrow \omega transition. The inferred rate of the αω\alpha \rightarrow \omega transition is several orders of magnitude higher than that measured in dynamic diamond anvil cell (DDAC) experiments in an overlapping pressure range. We discuss a model for the influence of shear stress on the nucleation rate. The small fractional volume change ΔV/V0.1\Delta V/V \approx 0.1 at the αω\alpha \rightarrow \omega transition amplifies the effect of shear stress, and we estimate that for this case shear stress is equivalent to a pressure increase in the range of several GPa. Correcting our transition rate to a hydrostatic rate brings it approximately into line with the DDAC results, suggesting that shear stress plays a significant role in the transformation rate.

Keywords

Cite

@article{arxiv.2112.07763,
  title  = {Phase Transitions in High Purity Zr Under Dynamic Compression},
  author = {C. W. Greeff and J. Brown and N. Velisavljevic and P. A. Rigg},
  journal= {arXiv preprint arXiv:2112.07763},
  year   = {2022}
}
R2 v1 2026-06-24T08:17:35.265Z