The equation of state of tantalum (Ta) has been investigated to 100 GPa and 3,000 K using the first-principles molecular dynamics method. A large volume dependence of the thermal pressure of Ta was revealed from the analysis of our data. A significant temperature dependence of the calculated effective Grüneisen parameters was confirmed at high pressures. This indicates that the conventional approach to analyze thermal properties using the Mie-Grüneisen approximation is likely to have a significant uncertainty in determining the equation of state for Ta, and that an intrinsic anharmonicity should be considered to analyze the equation of state
We propose a general strategy to develop accurate Force Fields (FF) for metallic systems derived fro...
Density functional theory (DFT) employing the quasi-harmonic approximation (QHA) is a robust method ...
The present study investigated the relationship between the interatomic potential and the thermal pr...
The equation of state of tantalum (Ta) has been investigated to 100 GPa and 3,000 K using the first-...
We present ab initio calculations of the phase diagram and the equation of state of Ta in a wide ran...
AbstractWe present ab initio calculations of the phase diagram and the equation of state of Ta in a ...
We report on the first-principles calculation of the melting curve of Ta in the pressure range 0-300...
We report on the first-principles calculation of the melting curve of Ta in the pressure range 0–300...
Commonly used Gruneisen parameter (γ) models only hold accurate in limited regimes making them inapp...
Commonly used Gruneisen parameter (γ) models only hold accurate in limited regimes making them inap...
Abstract Atomistic simulations are capable of providing insights into physical mechanisms responsibl...
The thermoelastic properties of bcc tantalum have been investigated over a broad range of temperatur...
We report first principles calculations of the melting curve and principal Hugoniot (P − V curve) of...
Knowledge of the structures of Ta that appear at high pressures and high temperatures is critical fo...
We report first principles calculations of the melting curve and principal Hugoniot (P - V curve) of...
We propose a general strategy to develop accurate Force Fields (FF) for metallic systems derived fro...
Density functional theory (DFT) employing the quasi-harmonic approximation (QHA) is a robust method ...
The present study investigated the relationship between the interatomic potential and the thermal pr...
The equation of state of tantalum (Ta) has been investigated to 100 GPa and 3,000 K using the first-...
We present ab initio calculations of the phase diagram and the equation of state of Ta in a wide ran...
AbstractWe present ab initio calculations of the phase diagram and the equation of state of Ta in a ...
We report on the first-principles calculation of the melting curve of Ta in the pressure range 0-300...
We report on the first-principles calculation of the melting curve of Ta in the pressure range 0–300...
Commonly used Gruneisen parameter (γ) models only hold accurate in limited regimes making them inapp...
Commonly used Gruneisen parameter (γ) models only hold accurate in limited regimes making them inap...
Abstract Atomistic simulations are capable of providing insights into physical mechanisms responsibl...
The thermoelastic properties of bcc tantalum have been investigated over a broad range of temperatur...
We report first principles calculations of the melting curve and principal Hugoniot (P − V curve) of...
Knowledge of the structures of Ta that appear at high pressures and high temperatures is critical fo...
We report first principles calculations of the melting curve and principal Hugoniot (P - V curve) of...
We propose a general strategy to develop accurate Force Fields (FF) for metallic systems derived fro...
Density functional theory (DFT) employing the quasi-harmonic approximation (QHA) is a robust method ...
The present study investigated the relationship between the interatomic potential and the thermal pr...