Steinberg-Guinan strength model for rhenium

TL;DR

This paper develops a Steinberg-Guinan strength model for rhenium, incorporating recent atom-in-jellium predictions and experimental data, to better simulate its behavior under high-pressure dynamic loading conditions.

Contribution

The paper introduces a tailored Steinberg-Guinan strength model for rhenium, integrating new theoretical predictions and experimental data for high-pressure applications.

Findings

Model captures observed hardening behavior of Re

Predicts lower flow stresses at high pressures than previous observations

Suggests Re may have enhanced strength at megabar pressures

Abstract

Rhenium, Re, is used as an x-ray shield in laser-driven material property experiments, where its strength at high pressures can be a consideration in the design, modeling, and interpretation. We present a Steinberg-Guinan (SG) strength model for Re, tailored for use in high-pressure dynamic loading simulations. Parameters for the SG model were derived from recent atom-in-jellium predictions of the shear modulus under compression and experimental data on work-hardening from rolled-bar studies. The ambient shear modulus was fixed to the measured value, and the pressure-hardening parameter was fitted to the atom-in-jellium predictions up to 1 TPa. The shear modulus model was still a reasonable fit beyond 25 TPa. Thermal softening was estimated from the thermal expansivity and bulk modulus. Work-hardening parameters were extracted by fitting the model to Knoop microhardness measurements under known plastic strains. The resulting model captures the observed hardening behavior but predicts significantly lower flow stresses at high pressures than diamond anvil cell observations suggest, implying that Re may exhibit enhanced strength at megabar pressures. These results provide a basis for improved modeling of strength in Re under extreme conditions and suggest directions for further theoretical and experimental investigation.