2005
DOI: 10.1103/physrevb.72.012402
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Orbital ordering in manganites in the band approach

Abstract: We consider the orbital ordering in LaMnO3 and similar systems, proceeding from the band picture. We show that for the realistic magnetic structure of A-type there exists a complete nesting betweeen two eg-bands. As a result there occurs an instability towards an excitonic insulator-like state -an electron-hole pairing with the wave vector Q = (π, π), which opens a gap in the spectrum and makes the system insulating. In the resulting state there appeasr an orbital ordering -orbital density wave (ODW), the type… Show more

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Cited by 28 publications
(27 citation statements)
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References 21 publications
(18 reference statements)
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“…2(d) shows how the DOS evolves from the 'clean gap' at x = 0 through the low x pseudogap to the high T c 'metallic' regime. The clean gap at x = 0, which originates from the nesting instabilities at weak coupling [21] and effective repulsions between self-trapped electrons at strong coupling, is stable in the presence of weak disorder [22]. From the combination of N (µ), ρ(T ), and σ(ω) we conclude that the electron system at T = 0 has an 'IMT' near x = 0.25.…”
mentioning
confidence: 99%
“…2(d) shows how the DOS evolves from the 'clean gap' at x = 0 through the low x pseudogap to the high T c 'metallic' regime. The clean gap at x = 0, which originates from the nesting instabilities at weak coupling [21] and effective repulsions between self-trapped electrons at strong coupling, is stable in the presence of weak disorder [22]. From the combination of N (µ), ρ(T ), and σ(ω) we conclude that the electron system at T = 0 has an 'IMT' near x = 0.25.…”
mentioning
confidence: 99%
“…1 As can be seen in Fig. 2, for the case of LaMnO 3 , the inter-band susceptibility peaks around the ordering vector, q = 1 2 (G 1 + G 2 ) in (001) plane [16]. This implies an ordering in the xy plane with 2a × 2a unit cell.…”
mentioning
confidence: 83%
“…1(c) we plot the GGA Fermi surface of LaMnO 3 . As shown by Efremov and Khomskii [16], such a nesting leads to an instability towards orbital ordered state at low enough temperatures. In the following we are going to argue that the same argument predicts orbital ordering for LiVO 2 and FeO.…”
mentioning
confidence: 92%
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