2005
DOI: 10.1103/physrevlett.95.057201
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Coexistence of Long-Range Order and Spin Fluctuation in Geometrically Frustrated ClinoatacamiteCu2Cl(OH)3

Abstract: Muon spin rotation experiments are carried out on clinoatacamite, Cu2Cl(OH)3, which is a new geometrically frustrated system featuring a three-dimensional network of corner-sharing tetrahedral 3d Cu2+ spins. A long-range antiferromagnetic order occurs below 18.1 K with a surprisingly small entropy release of about 0.05Rln2/Cu. Below 6.5 K, the static long-range order transforms abruptly into a metastable state with nearly complete depolarization of muon spins which suggests strong fluctuation. The system then … Show more

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Cited by 119 publications
(86 citation statements)
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“…The third, associated with Cu(OH) 6 octahedra, sits on a distorted triangular layer and connects these layers, leading to ABC stacking of the kagome layers, much like what is seen in the iron jarosites. The material has interesting magnetic properties Zheng, Kubozono et al, 2005). The main thermodynamic signature for ordering is at 6.5 K, and is consistent with a transition into a canted antiferromagnetic (AF) state.…”
Section: A Botallackite Atacamite Clinoatacamitementioning
confidence: 74%
“…The third, associated with Cu(OH) 6 octahedra, sits on a distorted triangular layer and connects these layers, leading to ABC stacking of the kagome layers, much like what is seen in the iron jarosites. The material has interesting magnetic properties Zheng, Kubozono et al, 2005). The main thermodynamic signature for ordering is at 6.5 K, and is consistent with a transition into a canted antiferromagnetic (AF) state.…”
Section: A Botallackite Atacamite Clinoatacamitementioning
confidence: 74%
“…20). In contrast, the off-stoichiometric so-called paratacamites of formula Zn x Cu 4 − x (OH) 6 Cl 2 assume partly frozen states at LT, with two magnetic transitions finally observed at 18.1 and 6.5 K for the end member (x = 0), clinoatacamite 4,[21][22][23] . The tendency to magnetic order in paratacamites may be induced by interplane couplings through Cu defect spins at the Zn site between the kagomé layers, as well as the likely presence of a sizable Dzyaloshinsky-Moriya term.…”
Section: Discussionmentioning
confidence: 99%
“…5(a)]. The position of one of the peaks, captured in the ED calculations both for the pure kagomé and the model for clinoatacamite at T ∼ 0.1, approximately coincides with the 18 K peak observed in the experiments, considering J ∼ 193 K. 13,14,18 The existence of such a peak in the specific heat of the kagome lattice Heisenberg model has been a topic of discussion for a long time, 21,[24][25][26] and the experiments with the clinoatacamite compound may have provided a proof of its existence. On the other hand, the only peak of the specific heat for the finite-size pyrochlore lattice from ED is at T ∼ 0.3.…”
Section: A Thermodynamics Of Clinoatacamitementioning
confidence: 99%
“…The mineral is the extension of the Zn-paratacamite family to x = 0, with the monoclinic distortion that occurs for x < 0.3. Clinoatacamite has drawn attention in recent years [13][14][15][16][17][18] in part due to its unique pyrochlore structure and in part due to the still unexplained nature of successive phase transitions. Some studies 15,18 have described the lattice as consisting of distorted kagomé layers coupled weakly through triangular layers of out-of-plane spins.…”
mentioning
confidence: 99%