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Thermal Equation of State of Tantalum

Ronald E. Cohen·O. Gulseren
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Abstract

We have investigated the thermal equation of state of tantalum from first principles using the Linearized Augmented Plane Wave (LAPW) and pseudopotential methods for pressures up to 300 GPa and temperatures up to 10000 K. The equation of state at zero temperature was computed using LAPW. For finite temperatures, mixed basis pseudopotential computations were performed for 54 atom supercells. The vibrational contributions were obtained by computing the partition function using the particle in a cell model, and the the finite temperature electronic free energy was obtained from the LAPW band structures. We discuss the behavior of thermal equation of state parameters such as the Grüneisen parameter $γ$, $q$, the thermal expansivity $α$, the Anderson-Grüneisen parameter $δ_T$ as functions of pressure and temperature. The calculated Hugoniot shows excellent agreement with shock-wave experiments. An electronic topological transition was found at approximately 200 GPa.

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Ronald E. Cohen, O. Gulseren. 2000-10-23. Thermal Equation of State of Tantalum. https://doi.org/10.1103/physrevb.63.224101

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