1999
DOI: 10.1143/jpsj.68.3790
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Orbital-State-Mediated Phase-Control of Manganites

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Cited by 320 publications
(248 citation statements)
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“…Recent theoretical work of Fang et al [56] has discussed the effect of a tetragonal distortion of cubic manganites on the magnetic ordering in terms of orbital ordering and anisotropy in the hopping integrals. Their results are in accordance to measurements on manganite films [57].…”
Section: Transport Propertiessupporting
confidence: 91%
“…Recent theoretical work of Fang et al [56] has discussed the effect of a tetragonal distortion of cubic manganites on the magnetic ordering in terms of orbital ordering and anisotropy in the hopping integrals. Their results are in accordance to measurements on manganite films [57].…”
Section: Transport Propertiessupporting
confidence: 91%
“…In general, this c-a plot obeys a simple linear relationship expressed as c-a 0 =−4 ͑a − a 0 ͒, where the coefficient represents a Poisson ratio, typically ϳ 0.3 for perovskite manganites. 10 The parameter a 0 , deduced from the intersec- tion with c = a, indicates the hypothetical lattice constant of the film under a strain-free condition, which is indeed coincident with the averaged lattice constant of bulk solidsolution crystals ͑0.3936, 0.387, and 0.3806 nm for x = 0, 0.4, and 1, respectively͒. Both ͓La3, Sr2͔ and ͓La6, Sr4͔ superlattices also satisfy the above relationship.…”
mentioning
confidence: 71%
“…The chemical potential difference at the interface would promote charge transfer between adjacent layers, but the magnitude and resultant electronic states might be altered by controlling orbital degree of freedom as demonstrated in epitaxially strained thin films. 10,11 The strain effects of interfacial manganites can be tuned by the choice of the substrate for coherent epitaxy. We have systematically synthesized the superlattices composed of LMO and SMO on single-crystalline ͑001͒ substrates of SrTiO 3 ͑STO͒ with a lattice constant ͑a sub ͒ of 0.3905 nm, La 0.3 Sr 0.7 Al 0.65 Ta 0.35 O 3 ͑LSAT͒ ͑a sub = 0.3870 nm͒, and LaAlO 3 ͑LAO͒ ͑a sub = 0.3792 nm͒ by pulsed laser deposition.…”
mentioning
confidence: 99%
“…This behavior may be indicative of the formation of a spin-glass phase or phase separation due to the large tensile strain. 17,21 In fact, using first-principles band structure calculations, Fang et al 22 and Konishi et al 23 predicted that under large tensile strain, LSMO would transition from the FM/metal to the A-type antiferromagnetic (AFM)/insulator state. Close to this boundary one might expect the LSMO layer to phase separate into FM/metal and AFM/insulator regions depending on the local variations in strain state and/or chemical composition.…”
mentioning
confidence: 99%