Energy spectrum of the organic quasi-1D conductors with NNN and correlated hopping

A model for organic quasi-one-dimensional conductors (TMTTF)<sub>2</sub>X and (TMTSF)<sub>2</sub>X is considered. The anisotropic character of these compounds is modelled by two different hopping parameters: t between nearest neighbors (NN) in a chain of tetramethyl-tetrathia...

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Main Authors: Yu.Skorenkyy, O.Kramar
Format: Article
Language:English
Published: Institute for Condensed Matter Physics 2006-01-01
Series:Condensed Matter Physics
Subjects:
Online Access:http://dx.doi.org/10.5488/CMP.9.1.161
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spelling doaj-6399be6c3bf04cf3b20d697592ab98d12020-11-24T22:37:25ZengInstitute for Condensed Matter PhysicsCondensed Matter Physics1607-324X2006-01-019116116810.5488/CMP.9.1.161Energy spectrum of the organic quasi-1D conductors with NNN and correlated hoppingYu.SkorenkyyO.KramarA model for organic quasi-one-dimensional conductors (TMTTF)<sub>2</sub>X and (TMTSF)<sub>2</sub>X is considered. The anisotropic character of these compounds is modelled by two different hopping parameters: t between nearest neighbors (NN) in a chain of tetramethyl-tetrathiafulvalene (TMTTF) or tetramethyl-tetraselenfulvalene (TMTSF) molecules and t< between the chains (NNN - between next nearest neighbors). Taking into account the correlated hopping of electrons allows us to describe the effect of site occupancy on hopping processes. In a regime of strong intraatomic correlation, high energy processes are cut off by applying two successive canonical transformations. An effective model is obtained for concentration of electrons n<1 which contains kinetic exchange terms of antiferromagnetic (AF) nature. Oppositely, NNN hopping and correlated hopping disfavor the AF order. The energy spectrum of the effective model is calculated. Application of the obtained results to quasi-one-dimensional conductors is discussed.http://dx.doi.org/10.5488/CMP.9.1.161quasi-one-dimensional organic conductorsnext-nearest-neighbors hoppingcorrelated hoppingindirect exchange interaction
collection DOAJ
language English
format Article
sources DOAJ
author Yu.Skorenkyy
O.Kramar
spellingShingle Yu.Skorenkyy
O.Kramar
Energy spectrum of the organic quasi-1D conductors with NNN and correlated hopping
Condensed Matter Physics
quasi-one-dimensional organic conductors
next-nearest-neighbors hopping
correlated hopping
indirect exchange interaction
author_facet Yu.Skorenkyy
O.Kramar
author_sort Yu.Skorenkyy
title Energy spectrum of the organic quasi-1D conductors with NNN and correlated hopping
title_short Energy spectrum of the organic quasi-1D conductors with NNN and correlated hopping
title_full Energy spectrum of the organic quasi-1D conductors with NNN and correlated hopping
title_fullStr Energy spectrum of the organic quasi-1D conductors with NNN and correlated hopping
title_full_unstemmed Energy spectrum of the organic quasi-1D conductors with NNN and correlated hopping
title_sort energy spectrum of the organic quasi-1d conductors with nnn and correlated hopping
publisher Institute for Condensed Matter Physics
series Condensed Matter Physics
issn 1607-324X
publishDate 2006-01-01
description A model for organic quasi-one-dimensional conductors (TMTTF)<sub>2</sub>X and (TMTSF)<sub>2</sub>X is considered. The anisotropic character of these compounds is modelled by two different hopping parameters: t between nearest neighbors (NN) in a chain of tetramethyl-tetrathiafulvalene (TMTTF) or tetramethyl-tetraselenfulvalene (TMTSF) molecules and t< between the chains (NNN - between next nearest neighbors). Taking into account the correlated hopping of electrons allows us to describe the effect of site occupancy on hopping processes. In a regime of strong intraatomic correlation, high energy processes are cut off by applying two successive canonical transformations. An effective model is obtained for concentration of electrons n<1 which contains kinetic exchange terms of antiferromagnetic (AF) nature. Oppositely, NNN hopping and correlated hopping disfavor the AF order. The energy spectrum of the effective model is calculated. Application of the obtained results to quasi-one-dimensional conductors is discussed.
topic quasi-one-dimensional organic conductors
next-nearest-neighbors hopping
correlated hopping
indirect exchange interaction
url http://dx.doi.org/10.5488/CMP.9.1.161
work_keys_str_mv AT yuskorenkyy energyspectrumoftheorganicquasi1dconductorswithnnnandcorrelatedhopping
AT okramar energyspectrumoftheorganicquasi1dconductorswithnnnandcorrelatedhopping
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