2007
DOI: 10.1103/physrevb.76.195102
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Competing orbital ordering inRVO3compounds: High-resolution x-ray diffraction and thermal expansion

Abstract: We report evidence for the phase coexistence of orbital orderings of different symmetry in RVO 3 compounds with intermediate-size rare earths. Through a study by high-resolution x-ray powder diffraction and thermal expansion, we show that the competing orbital orderings are associated with the magnitude of the VO 6 octahedral tilting and magnetic exchange striction in these compounds and that the phase-separated state is stabilized by lattice strains.

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Cited by 74 publications
(108 citation statements)
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“…24,27,39 Our results clearly show that orbital fluctuations are suppressed not only in strongly distorted YVO 3 but also for large R ions such as in pseudocubic CeVO 3 .…”
Section: B Comparison With Literaturementioning
confidence: 53%
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“…24,27,39 Our results clearly show that orbital fluctuations are suppressed not only in strongly distorted YVO 3 but also for large R ions such as in pseudocubic CeVO 3 .…”
Section: B Comparison With Literaturementioning
confidence: 53%
“…7 However, distortions away from cubic symmetry give rise to both a crystal-field splitting of the t 2g orbitals and a reduction of superexchange interactions. The orthorhombic splitting ε = (b − a)/(b + a) between the lattice parameters a and b amounts to 0.03 for R = Y and Gd and only 0.003 for Ce 25,27,38 while the V-O-V bond angle increases from about 144…”
Section: B Comparison With Literaturementioning
confidence: 97%
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“…It is clear that the nonmonotonic dependence of T OO on r R cannot be reproduced just by the superexchange, as a maximum in T OO requires two mechanisms which oppose each other. In fact, the decreasing V-O-V angle (Θ along the c axis) with decreasing ionic radius r R along the RVO 3 perovskites [40][41][42][43] reduces somewhat both the hopping t and superexchange J (6), but we shall ignore this effect here and concentrate ourselves on the leading dependence on orbital correlations which are controlled by lattice distortions.…”
Section: Spin-orbital-lattice Couplingmentioning
confidence: 99%
“…(42), which is related to the ionic size by Eq. (43). Functional dependence of the crystal-field splitting E z ∝ sin 3 ϑ cos ϑ on the angle ϑ may be derived from the point charge model [30], using the structural data for the RVO 3 perovskites [40][41][42][43].…”
Section: Dependence On Lattice Distortionmentioning
confidence: 99%