2005
DOI: 10.1021/ic048484d
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Structural, Magnetic, and Electrical Characterization of New Polycrystalline Phases of Nickel- and Platinum-Doped [(DT-TTF)n][Au(mnt)2] (n = 1, 2)

Abstract: Doping of spin-ladder systems by isostructural paramagnetic complexes was attempted. Despite the close isostructural nature of the pure (DT-TTF)2[M(mnt)2] (M = Au, Ni, Pt) end-members, which present a ladder structure, doping of the spin-ladder (DT-TTF)2[Au(mnt)2] with either 5% or 25% [M(mnt)2]- (M = Ni, Pt) generates two (metrically) new phases. Their markedly different crystal structures have been determined using laboratory X-ray powder diffraction data. (DT-TTF)2[Au0.75Ni0.25(mnt)2] consists of a mixed-va… Show more

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Cited by 12 publications
(7 citation statements)
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“…This system is particularly attractive because it belongs to a family of quasi-isostructural compounds, with tunable properties depending on the counterion (M = Pt, Cu, Au, Ni) [3,4]. That the cation stacks of (DTTTF) 2 Cu(mnt) 2 have a 1 4 -filled band with delocalized charge and spin at high temperatures, and are therefore described by an electronic extended Hubbard Hamiltonian, as opposed to the localized Heisenberg spin Hamiltonian, brings additional complexity to the field.Two different theoretical models, the rectangular [4,6,7,8] and the zigzag ladder [9], have been proposed for this family of coupled stack materials (Figs. 1(d) and (e)) Although determination of the wavevector dependence of the magnon bands [10] is the strongest test of spin ladder character and can in principle distinguish between the models, inelastic neutron scattering experiments on (DTTTF) 2 Cu(mnt) 2 are limited by sample quantity and isotopic decoration requirements [11].…”
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confidence: 99%
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“…This system is particularly attractive because it belongs to a family of quasi-isostructural compounds, with tunable properties depending on the counterion (M = Pt, Cu, Au, Ni) [3,4]. That the cation stacks of (DTTTF) 2 Cu(mnt) 2 have a 1 4 -filled band with delocalized charge and spin at high temperatures, and are therefore described by an electronic extended Hubbard Hamiltonian, as opposed to the localized Heisenberg spin Hamiltonian, brings additional complexity to the field.Two different theoretical models, the rectangular [4,6,7,8] and the zigzag ladder [9], have been proposed for this family of coupled stack materials (Figs. 1(d) and (e)) Although determination of the wavevector dependence of the magnon bands [10] is the strongest test of spin ladder character and can in principle distinguish between the models, inelastic neutron scattering experiments on (DTTTF) 2 Cu(mnt) 2 are limited by sample quantity and isotopic decoration requirements [11].…”
mentioning
confidence: 99%
“…Two different theoretical models, the rectangular [4,6,7,8] and the zigzag ladder [9], have been proposed for this family of coupled stack materials (Figs. 1(d) and (e)) Although determination of the wavevector dependence of the magnon bands [10] is the strongest test of spin ladder character and can in principle distinguish between the models, inelastic neutron scattering experiments on (DTTTF) 2 Cu(mnt) 2 are limited by sample quantity and isotopic decoration requirements [11].…”
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confidence: 99%
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“…The attempts to dope these spin-ladder compounds with diamagnetic anions, which could create holes in the ladders, has been so far unsuccessful, and the doping with paramagnetic anions ([Ni(mnt) 2 ] À ) and ([Pt(mnt) 2 ] À ) promoted the formation of completely different structures. 47…”
Section: Spin-ladders Derived From (Dt-ttf) 2 [Au(mnt) 2 ]mentioning
confidence: 99%