2012
DOI: 10.1126/science.1212154
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Spin-Orbital Short-Range Order on a Honeycomb-Based Lattice

Abstract: Frustrated magnetic materials, in which local conditions for energy minimization are incompatible because of the lattice structure, can remain disordered to the lowest temperatures. Such is the case for Ba(3)CuSb(2)O(9), which is magnetically anisotropic at the atomic scale but curiously isotropic on mesoscopic length and time scales. We find that the frustration of Wannier's Ising model on the triangular lattice is imprinted in a nanostructured honeycomb lattice of Cu(2+) ions that resists a coherent static J… Show more

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Cited by 141 publications
(304 citation statements)
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“…One issue that has been persistent among these systems, such as Ba 3 CuSb 2 O 9 (triangle or honeycomb) [13,18], Herbertsmithite (Kagome) [30][31][32] [35,36] (triangular biplanes), is the effect of vacancies at the magnetic sites. In minute amounts, these might simply give rise to an additional Curie term in the susceptibility and a Schottky like contribution to the heat capacity, keeping the correlated ground state intact.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…One issue that has been persistent among these systems, such as Ba 3 CuSb 2 O 9 (triangle or honeycomb) [13,18], Herbertsmithite (Kagome) [30][31][32] [35,36] (triangular biplanes), is the effect of vacancies at the magnetic sites. In minute amounts, these might simply give rise to an additional Curie term in the susceptibility and a Schottky like contribution to the heat capacity, keeping the correlated ground state intact.…”
Section: Discussionmentioning
confidence: 99%
“…Catuneanu et al [17] [14] exhibit atomic site disorder. According to a recent theoretical proposal of Smerald et al [19] correlated lattice disorder along with delocalized orphan spins can promote a spin-orbital liquid phase, and this was suggested to be the case for Ba 3 CuSb 2 O 9 [13,18,20]. The recent theoretical interest to underline the basic physics behind the family of materials with formula Ba 3 MX 2 O 9 (M = Co, Ni, Cu, Ru, Ir and X = Sb, Ti), further motivates us to explore these materials in detail.…”
Section: Introductionmentioning
confidence: 99%
“…1A (12), sharply contradicting the previously reported crystal structure with a triangular lattice of Cu 2+ (13). In addition to the confirmation of a dynamic spin state down to 20 mK by muon spin spectroscopy (12,14,15), powder X-ray diffraction clearly indicates that even at low temperature, the hexagonal components remain, along with some orthorhombically distorted components. In the hexagonal phase, threefold symmetry exists for the Cu 2+ sites, which are surrounded by octahedrally coordinated oxygen, indicating the absence of a cooperative JT distortion.…”
mentioning
confidence: 99%
“…As shown in Figure 6g, the experimental results are well described by the singlet‐to‐triplet excitations of spin dimers, involving nearest and the next nearest neighbor interactions23, 24: I ( Q ) = ∣ F ( Q )∣ 2 Σ mi2[1 ‐ sin( Qd i )/( Qd i )], where mi2 is the squared moment per formula unit and d i is distance between nearest or next nearest neighbor. Simple inclusion of the nearest neighbor interaction does not fit the data well 24, 25. The estimated values of mi2 and d i at T = 80 mK are: m12 = 0.367 μnormalB2, d 1 = 3.85 Å, m22 = 0.15 μnormalB2 and d 2 = 5.4 Å.…”
Section: Inelastic Neutron Scattering Measurementsmentioning
confidence: 88%