2014
DOI: 10.1016/j.physb.2014.02.049
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Magnetic ordering in RPtBi topological insulators from DFT+U calculations

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Cited by 12 publications
(5 citation statements)
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“…Rare-earth (R) based ternary compounds RTX (T = Ni, Pd, Pt; X = Sb, Bi) belong to a large family of the so-called half-Heusler phases, which crystallize with a noncentrosymmetric cubic structure of the MgAgAs-type . A few of them are presently a subject of exceptional interest due to indications from ab initio electronic structure calculations of possible band inversion near the Fermi level and formation of a topologically nontrivial state, characterized by insulating band gap in their bulk, while having a gapless surface state that is protected by time-reversal symmetry. The topology of the electronic bands in half-Heusler compounds is defined by so-called band inversion strength (BIS), Δ, defined as an energy difference between Γ 6 and Γ 8 energy levels at the Γ symmetry point in the Brillouin zone, i.e., Δ = Γ 6 – Γ 8 (note that in ref this is defined as Δ = Γ 8 – Γ 6 ). The compounds with positive values of Δ are topologically trivial, while those with negative Δ values are topologically nontrivial.…”
Section: Introductionmentioning
confidence: 99%
“…Rare-earth (R) based ternary compounds RTX (T = Ni, Pd, Pt; X = Sb, Bi) belong to a large family of the so-called half-Heusler phases, which crystallize with a noncentrosymmetric cubic structure of the MgAgAs-type . A few of them are presently a subject of exceptional interest due to indications from ab initio electronic structure calculations of possible band inversion near the Fermi level and formation of a topologically nontrivial state, characterized by insulating band gap in their bulk, while having a gapless surface state that is protected by time-reversal symmetry. The topology of the electronic bands in half-Heusler compounds is defined by so-called band inversion strength (BIS), Δ, defined as an energy difference between Γ 6 and Γ 8 energy levels at the Γ symmetry point in the Brillouin zone, i.e., Δ = Γ 6 – Γ 8 (note that in ref this is defined as Δ = Γ 8 – Γ 6 ). The compounds with positive values of Δ are topologically trivial, while those with negative Δ values are topologically nontrivial.…”
Section: Introductionmentioning
confidence: 99%
“…The energy difference between the Γ 8 and Γ 6 bands defines the band inversion strength, which is denoted by: ∆E = E Γ8 − E Γ 6 . Positive and negative values of ∆E confirm the topological non-trivial and trivial nature of the compounds [17,[29][30][31][32]. The calculated band inversion strength for TbPtBi compound is 1.23 eV.…”
Section: Effect Of Socmentioning
confidence: 55%
“…The lower energy of s-type orbital (−1.18 eV) than the p-type orbital (0.12 eV) caused due to the strong SOC describes the band-inversion. Because of the heavy elements present in the compound, the effective mass at the Fermi level is increased, reducing the energy of the s-type orbitals as a consequence [29][30][31]. This change in the band order, i.e.…”
Section: Effect Of Socmentioning
confidence: 99%
“…The magnetic structure of GdPtBi was a subject of early ab initio calculations that, as was later discovered, failed to give the correct predictions [29,30]. The k = ( 1 2 10) structure was suggested as the lowest-energy one in [29], whereas the k = (100) phase was proposed in [30]. In both cases, the real structure was found to have a much higher energy.…”
Section: Discussionmentioning
confidence: 99%