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Simultaneous Metal–Insulator and Spin-State Transition in (Pr<sub>1-<i>y</i></sub>RE<sub><i>y</i></sub>)<sub>1-<i>x</i></sub>Ca<sub><i>x</i></sub>CoO<sub>3</sub> (RE=Nd, Sm, Gd, and Y)
30
Citations
4
References
2010
Year
EngineeringSpin SystemsSpin TexturesMagnetic ResonanceHalide PerovskitesStrongly Correlated Electron SystemsChemistrySpintronic MaterialSpin DynamicSpin PhenomenonMagnetismMultiferroicsQuantum MaterialsAtomic RandomnessMaterials ScienceSpin-orbit EffectsSpin-charge-orbit ConversionSimultaneous Metal–insulatorRe Ion SpeciesPhysicsPr-site Substitution EffectAtomic PhysicsLead-free PerovskitesCondensed Matter TheorySolid-state PhysicQuantum MagnetismSpintronicsNatural SciencesCondensed Matter PhysicsApplied PhysicsSpin-state Transition
We have studied a Pr-site substitution effect using various RE ions (RE=Nd, Sm, Gd, and Y) on a simultaneous metal–insulator (MI) and spin-state (SS) transition in (Pr 1- y RE y ) 1- x Ca x CoO 3 using measurements of electrical resistivity, magnetization, and thermal dilatation. The MI–SS transition took place at the appropriate combination of x and y for samples of RE=Sm, Gd, and Y. The MI–SS transition temperatures T MI–SS can be scaled universally by the average ionic radius < r A > of the A -site in the perovskite A CoO 3 , which is independent of x , y , and the RE ion species. The atomic randomness of the A -site, which is defined as the mean square deviation σ 2 , larger than the critical value σ cr 2 is also necessary for the occurrence of the MI–SS transition and T MI–SS increases with increasing σ 2 . In contrast, no MI–SS transition was observed in the RE=Nd samples ( x =0.2–0.4), which can be inferred from the small σ 2 value because of the small difference in ionic radius between Pr 3+ and Nd 3+ . The atomic randomness of the A -site might be an important parameter that dominates the MI–SS transition through the difference in electronic energy δ E between the spin states of Co 3+ ions.
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