2002
DOI: 10.1103/physrevb.66.165425
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Theoretical model for the structural phase transition at the metal-insulator transition in polymerizedKC60

Abstract: The recently discovered structural transition in polymerized KC 60 at about 50 K results in a doubling of the unit cell volume and accompanies the metal-insulator transition. Here we show that the (a ជ ϩc ជ ,b ជ ,a ជ Ϫc ជ ) superstructure results from small orientational charge density waves along the polymer chains and concomitant displacements of the surrounding K ϩ ions. The effect is specific for the space group Pmnn of KC 60 and is absent in RbC 60 and CsC 60 ͑space group I2/m). The mechanism is relevant … Show more

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Cited by 7 publications
(6 citation statements)
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“…12 The similarity between a displacement wave with wavelength =2 /2͉k F ͉ =2a in a 1D atomic chain and an OCDW in a ͑C 60 − ͒ n polymeric chain -also essentially a 1D objectis obvious: both double the periodicity. Therefore, it is tempting to conclude that the formation of OCDWs, originally invoked to explain the structural transition in polymerized KC 60 , 9 is responsible for the metal-insulator transition as well, just as lattice distortions doubling the primitive unit cell yield an insulating state for a 1D chain of atoms. In this paper, we present a rigorous analysis and show that the analogy is not as evident as one might intuitively expect; it turns out that a 1D picture does not yield the desired band gap.…”
Section: Fig 3 ͑C 60mentioning
confidence: 99%
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“…12 The similarity between a displacement wave with wavelength =2 /2͉k F ͉ =2a in a 1D atomic chain and an OCDW in a ͑C 60 − ͒ n polymeric chain -also essentially a 1D objectis obvious: both double the periodicity. Therefore, it is tempting to conclude that the formation of OCDWs, originally invoked to explain the structural transition in polymerized KC 60 , 9 is responsible for the metal-insulator transition as well, just as lattice distortions doubling the primitive unit cell yield an insulating state for a 1D chain of atoms. In this paper, we present a rigorous analysis and show that the analogy is not as evident as one might intuitively expect; it turns out that a 1D picture does not yield the desired band gap.…”
Section: Fig 3 ͑C 60mentioning
confidence: 99%
“…9, for the insulating phase ͑T Ͻ T c Ϸ 50 K͒, orientational deviations of the C 60 − valence charge distributions of +⌬ 0 and −⌬ 0 along every polymer chain are added to the fixed chain orientations ± 0 . The resulting superstructure has a basecentered orthorhombic ͑bco͒ Bravais lattice; its primitive unit cell contains four inequivalent C 60 − monomers ͑Fig.…”
Section: Three-dimensional Band Structure Calculationsmentioning
confidence: 99%
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