Abstract
Utilizing the local-density approximation (LDA) + Gutzwiller method, we have studied the transition in cerium. Our results indicate that the volume collapse transition between and phases is present at zero temperature with negative pressure. By further providing a newly finite temperature generalization of the LDA + Gutzwiller method (using the mean-field potential approach), the entropy contributed by both electronic quasiparticles and lattice vibration included, we obtain the Gibbs free energy at a given volume and temperature, from which we get the transition at finite temperature and pressure. Our results indicate that the electronic entropy and lattice vibrational entropy both play important roles in the transition. We also calculated the equation of state and phase diagram of cerium, finding good agreement with the experiments.
- Received 13 August 2014
- Revised 17 March 2015
DOI:https://doi.org/10.1103/PhysRevB.91.125148
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