Phonons in strongly correlated materials from Hubbard-corrected density-functional-perturbation theory
ORAL
Abstract
In this contribution, density functional perturbation theory is generalized to the DFT+U approach. The goal is to compute the vibrational frequencies of strongly correlated systems whose ground-state electronic properties are well reproduced within the DFT+U method. The formalism, extended to both norm-conserving and Vanderbilt ultrasoft pseudo-potentials, allows us to compute phonon frequencies with a computational cost that is independent of the q-vector, thus permitting an efficient exploration of the entire Brillouin zone. The correction to the perturbed self-consistent potential and to the dynamical matrix due to the inclusion of the Hubbard U term, as well as the main features of their implementation will be discussed along with several applications.