1994
DOI: 10.1007/bf02840761
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Lattice embedding and equilibrium geometry of metal-halogen chains in the two-band extended Hubbard model

Abstract: Two-band extended Hubbard model studies show that the shift in optical gap of the metal-halogen (MX) chain upon embedding in a crystalline environment depends upon alternation in the site-diagonal electron-lattice interaction parameter (eM) and the strength of electron-electron interactions at the metal site (UM). The equilibrium geometry studies on isolated chains show that the MX chains tend to distort for alternating eM and small U~ values.

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Cited by 1 publication
(2 citation statements)
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“…Coulson's formula for polyenes, for example, gives a direct relation between bond orders and bond lengths. For small systems, our earlier studies [16], carried out incorporating the distortion of the chain self-consistently, show that the distortion given by a formula similar to Coulson's formula gives bond lengths very close to equilibrium bond lengths even at the first iteration. Therefore, the excess-charge-density distribution together with bond-order patterns in the chain will give us information about the nature of the states produced upon doping.…”
Section: Chains Marginally Away From Three-quarters Fillingmentioning
confidence: 90%
See 1 more Smart Citation
“…Coulson's formula for polyenes, for example, gives a direct relation between bond orders and bond lengths. For small systems, our earlier studies [16], carried out incorporating the distortion of the chain self-consistently, show that the distortion given by a formula similar to Coulson's formula gives bond lengths very close to equilibrium bond lengths even at the first iteration. Therefore, the excess-charge-density distribution together with bond-order patterns in the chain will give us information about the nature of the states produced upon doping.…”
Section: Chains Marginally Away From Three-quarters Fillingmentioning
confidence: 90%
“…They found relative lattice distortion around the defect centre besides the charge or spin disproportionation. The effect of interchain interactions on the nature of the ground state and also on the energy gaps in the system were studied by including them self-consistently in finite-MX-chain calculations, within a two-band model [16]. The effect of interchain interactions on the stability of nonlinear lattice relaxation was considered by Mishima [17] in the mean-field approximation within the one-band extended Hubbard-Peierls model.…”
Section: Introductionmentioning
confidence: 99%