2018
DOI: 10.1103/physrevb.98.081108
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From charge- to orbital-ordered metal-insulator transition in alkaline-earth ferrites

Abstract: While CaFeO3 exhibits upon cooling a metal-insulator transition linked to charge ordering, SrFeO3 and BaFeO3 keep metallic behaviors down to very low temperatures. Moreover, alkaline-earth ferrites do not seem prone to orbital ordering in spite of the d 4 formal occupancy of Fe 4+ . Here, from first-principles simulations, we show that the metal-insulator transition of CaFeO3 is structurally triggered by oxygen rotation motions as in rare-earth nickelates. This not only further clarifies why SrFeO3 and BaFeO3 … Show more

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Cited by 27 publications
(33 citation statements)
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References 36 publications
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“…Figure 2 summarizes our results for the lowest energy phase considering spin-ordered phases (energy differences between all tested magnetic configurations and initial symmetries are given in Supplementary Table 6). Consistent with experiments and previous DFT theoretical literature 2730,32,40,41,56 , for all explored compounds, we find (i) the correct low T crystal structure— orthorhombic for CaVO 3 , CaMnO 3 , LaMnO 3 , and LaFeO 3 ; monoclinic for LaVO 3 , CaFeO 3 , and YNiO 3 ; cubic for SrVO 3 ; (ii) the correct low T spin-ordered phase, including AFM (for YTiO 3 , LaVO 3 , CaMnO 3 , LaMnO 3 , LaFeO 3 , and YNiO 3 ) or FM (for YTiO 3 ) (except for CaFeO 3 that exhibits an incommensurate antiferromagnetic spin spiral order at low temperature 9 not included in our modeling); (iii) all compounds adopting a spin-ordered ground state (YTiO 3 , LaVO 3 , CaMnO 3 , LaMnO 3 , CaFeO 3 , LaFeO 3 , and YNiO 3 ) are predicted insulating. Furthermore, (iv) the key cell-internal lattice distortions (O 6 group rotations, Jahn–Teller distortions, and bond disproportionation) observed experimentally, are reproduced by theory with mode amplitudes in excellent agreement with experiments (see Supplementary Table 7).…”
Section: Resultssupporting
confidence: 91%
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“…Figure 2 summarizes our results for the lowest energy phase considering spin-ordered phases (energy differences between all tested magnetic configurations and initial symmetries are given in Supplementary Table 6). Consistent with experiments and previous DFT theoretical literature 2730,32,40,41,56 , for all explored compounds, we find (i) the correct low T crystal structure— orthorhombic for CaVO 3 , CaMnO 3 , LaMnO 3 , and LaFeO 3 ; monoclinic for LaVO 3 , CaFeO 3 , and YNiO 3 ; cubic for SrVO 3 ; (ii) the correct low T spin-ordered phase, including AFM (for YTiO 3 , LaVO 3 , CaMnO 3 , LaMnO 3 , LaFeO 3 , and YNiO 3 ) or FM (for YTiO 3 ) (except for CaFeO 3 that exhibits an incommensurate antiferromagnetic spin spiral order at low temperature 9 not included in our modeling); (iii) all compounds adopting a spin-ordered ground state (YTiO 3 , LaVO 3 , CaMnO 3 , LaMnO 3 , CaFeO 3 , LaFeO 3 , and YNiO 3 ) are predicted insulating. Furthermore, (iv) the key cell-internal lattice distortions (O 6 group rotations, Jahn–Teller distortions, and bond disproportionation) observed experimentally, are reproduced by theory with mode amplitudes in excellent agreement with experiments (see Supplementary Table 7).…”
Section: Resultssupporting
confidence: 91%
“…A number of calculations have used this “DFT + U ” approach, where DFT is amended by an on-site potential that removes part of the spurious self-interaction error and thereby creates a distinction between occupied and empty states producing at times gapped states 25,2730,32,4042 . DFT + U successfully obtained gapping in simple binary oxides such as MnO, FeO, CoO, or NiO 25 , dioxides such as UO 2 26 , and in the spin-ordered phases of the much more complex 3 d transition metal ABO 3 compounds 2732,41,43,44 .…”
Section: Resultsmentioning
confidence: 99%
“…By comparing the total energies of CS-APAF, CS-AF, and CS-Fi phases and assuming S = 5/2 for Fe 3+ and S = 3/2 for Fe 5+ , we calculate the nearest-neighbor exchange coupling constants for Fe 3+ -Fe 5+ and Fe 3+ -Fe 3+ pairs to be −8.3 meV and 9.5 meV, respectively, showing strong magnetic interactions consistent with inelastic neutron scattering measurements (25). For ferromagnetic (F) ordering, we find a metallic P3c1 phase with no charge ordering or breathing distortions at an energy of 24 meV per Fe above the CS-APAF phase, in contrast to pure CaFeO3, in which a ferromagnetic Fe 3+ /Fe 5+ insulating charge-ordered state is found as the ground state (36,37).…”
supporting
confidence: 83%
“…By tuning tolerance factor through substitution of [58]. Recent works have revealed the strong coupling between Jahn-Teller distortions and rotations [59][60][61][62]. Similar to the ME coupling in RP systems, notable coupling between polarization and Jahn-Teller distortions can be expected since they are controlled by the same lattice distortions, which makes SrTb 2 Fe 2 O 7 F 2 an attractive candidate to realize electric field tuning of electronic property at room temperature [61].…”
mentioning
confidence: 98%