2003
DOI: 10.1103/physrevb.67.014107
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Orbital-ordering-induced phase transition inLaVO3andCeVO3

Abstract: The structural phase transition in the orthovanadates LaVO 3 and CeVO 3 has been studied with high energy synchrotron x-ray diffraction. LaVO 3 undergoes a second order phase transition at T N ϭ143 K and a first order transition at T t ϭ141 K, while in CeVO3 there are phase transitions occurring at T 0 ϭ154 K of second order and at T N ϭ134 K of first order. These phase transitions are confirmed by specific heat measurements. The phase transition at T t in LaVO 3 or T 0 in CeVO 3 is due to a G-type orbital ord… Show more

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Cited by 65 publications
(65 citation statements)
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“…The orbital ordering pattern, in turn, is established by a cooperative Jahn-Teller distortion at a higher temperature. The sequence of transitions we find also agrees with reference [12], but the transition temperatures given there are about 20 K higher than the ones we observe. Our transition temperatures are in good agreement with those given in references [4] and [13], but the sequence of transitions reported there is opposite to the ones we find.…”
Section: Sequence Of Phase Transitionssupporting
confidence: 80%
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“…The orbital ordering pattern, in turn, is established by a cooperative Jahn-Teller distortion at a higher temperature. The sequence of transitions we find also agrees with reference [12], but the transition temperatures given there are about 20 K higher than the ones we observe. Our transition temperatures are in good agreement with those given in references [4] and [13], but the sequence of transitions reported there is opposite to the ones we find.…”
Section: Sequence Of Phase Transitionssupporting
confidence: 80%
“…This stringently implies that the space group of the monoclinic phase of CeVO 3 is P 2 1 /b (or P 2 1 /a as a subgroup of Pnma). The same space group was already suggested by Ren et al [12], but the authors of reference 13 reported the space group P 2 1 /n. For this space group the ac-plane (n-glide plane) is the monoclinic plane, and the monoclinic angle is β, so that one would expect a splitting of the reflection 202 instead of the 022, contrary to our observation.…”
Section: Crystal Structuresupporting
confidence: 61%
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“…1. 13,14,15,16 In the C-type spin and G-type orbital ordered phase, the orbital exchange interaction is quasi-one-dimensional due to the interference among the exchange processes, leading to the anisotropic feature of the optical Mott-gap excitation. 10,17,18 By partially replacing the nominally trivalent La ion with the divalent Sr one, i.e.…”
Section: Introductionmentioning
confidence: 99%