2022
DOI: 10.1134/s0021364022020023
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On the Ab Initio DFT + U Calculations of the Physical Properties of a Compound with Strong Electron–Electron Correlations by the Case of KFeS2

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Cited by 3 publications
(5 citation statements)
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“…It was mentioned that the magnetic moment of iron ions obtained in [40] is not in agreement with the neutron diffraction experimental results [1]. This may point to the strong delocalization of Fe d-electrons, and the DFT + U approach is necessary for a proper description of the system [40,42].…”
Section: Density Functional Theory Calculations For the Phonon Densit...mentioning
confidence: 83%
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“…It was mentioned that the magnetic moment of iron ions obtained in [40] is not in agreement with the neutron diffraction experimental results [1]. This may point to the strong delocalization of Fe d-electrons, and the DFT + U approach is necessary for a proper description of the system [40,42].…”
Section: Density Functional Theory Calculations For the Phonon Densit...mentioning
confidence: 83%
“…Indeed, it is well known that GGA + U functionals may underestimate bandgaps, therefore, hybrid functionals [48][49][50][51] or self-interaction-corrected DFT [52,53] techniques have been used to obtain more accurate results. We used a strategy of finding U and J (U = 1.5 eV and J = 2 eV [42]) within the DFT + U route, which provides the experimentally measured magnetic moment per iron ion (1.9 µ B ) and band gap (0.35 eV). Then, the phonon frequencies were calculated from the eigenvalues of the dynamical matrix.…”
Section: Discussionmentioning
confidence: 99%
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“…The chains are characterized by the short Fe-Fe distance (2.815 Å) [8] not much exceeding the Fe-Fe distance of metallic iron (2.48 Å). Previous neutron diffraction experiments on 1) e-mail: AiratPhD@Gmail.com As was shown in our previous work [9], in order to correctly describe a KFeS 2 crystal in terms of the density functional theory, it is necessary to use the DFT + U approximation. Strongly non-localized states of Fe 3d -electrons cannot be satisfactorily described by the Generalized Gradient Approximation (GGA), and it is necessary to introduce a Hubbard-like correction to take these electrons into account explicitly.…”
mentioning
confidence: 99%
“…Is should be noted that the system under consideration potentially cannot be correctly described in terms of standard non-U DFT approach, and it is necessary to introduce Hubbard-like corrections to system energy functional. So, in the case of magnetically ordered compounds right choice of the Hubbard parameter is necessary for the correct description of magnetic ground state and magnetic moments value [9].…”
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confidence: 99%