| Literature DB >> 24018399 |
Weiwei Li1, Run Zhao, Le Wang, Rujun Tang, Yuanyuan Zhu, Joo Hwan Lee, Haixia Cao, Tianyi Cai, Haizhong Guo, Can Wang, Langsheng Ling, Li Pi, Kuijuan Jin, Yuheng Zhang, Haiyan Wang, Yongqiang Wang, Sheng Ju, Hao Yang.
Abstract
Oxygen vacancies (V(O)) effects on magnetic ordering in Eu₀.₅Ba₀.₅TiO₃₋δ (EBTO₃₋δ) thin films have been investigated using a combination of experimental measurements and first-principles density-functional calculations. Two kinds of EBTO₃₋δ thin films with different oxygen deficiency have been fabricated. A nuclear resonance backscattering spectrometry technique has been used to quantitatively measure contents of the V(O). Eu₀.₅Ba₀.₅TiO₃ ceramics have been known to exhibit ferroelectric (FE) and G-type antiferromagnetic (AFM) properties. While, a ferromagnetic (FM) behavior with a Curie temperature of 1.85 K has been found in the EBTO₃₋δ thin films. Spin-polarized Ti(3+) ions, which originated from the V(O), has been proven to mediate a FM coupling between the local Eu 4f spins and were believed to be responsible for the great change of the magnetic ordering. Considering the easy formation of V(O), our work opens up a new avenue for achieving co-existence of FM and FE orders in oxide materials.Entities:
Year: 2013 PMID: 24018399 PMCID: PMC3767944 DOI: 10.1038/srep02618
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1TEM images of the EBTO3−δ thin film on a STO substrate: (a) low magnification cross-sectional TEM; (b) high resolution TEM (HRTEM).
The inset shows the corresponding selected-area diffraction (SAD) pattern.
The measured concentration of europium and oxygen from the NRBS. The content of V (x), the value of δ (δ = 3×), and the ideal and real content of Ti3+ are also shown. The ideal content of Ti3+ is estimated from δ with a relationship of Ti3+/Ti:δ = 2:1. The real values are calculated by fitting peaks of XPS measurements
| Oxygen vacancies | ||||||
|---|---|---|---|---|---|---|
| Eu(at./cm2) | O(at./cm2) | x | δ | Ideal Ti3+/Ti | Real Ti3+/Ti | |
| As-deposited thin film | 8.7 × 1016 | 5.01 × 1017 | 4.0% | 0.120 | 24.0% | 27.1% |
| Annealed thin film | 9.8 × 1016 | 5.58 × 1017 | 5.1% | 0.153 | 30.6% | 33.4% |
Figure 2The open circles represent peak fittings on these graphs, which show the Ti 2p core-level photoemission spectra of (a) as-deposited and (b) annealed EBTO3−δ thin films.
Figure 3Temperature dependence of magnetization curves under ZFC and FC conditions for the (a) as-deposited and (b) annealed EBTO3−δ films.
The insets show the derivative of the magnetization (the solid circles) and the reciprocal susceptibility (the open circles) with respect to the temperature (obtained from the FC curves). The blue lines on the insets are the Curie-Weiss law fittings of the reciprocal susceptibilities.
Figure 4Magnetic field dependent magnetization curves for (a) as-deposited and (b) annealed EBTO3−δ thin films at various temperature.
The insets show magnetic susceptibility curves.
Figure 5Spin-density and local density of states (DOS) in the EBTO3−1/8: (a) and (c) for FM ground state; (b) and (d) for AFM state.
Here, yellow color is for up-spin and blue color for down-spin. The red vertical dash line is the Fermi level. Ti1, Ti2, and Ti3 are the nearest (just below the V), next-nearest (at the same ab-plane of Ti1), and next-next-nearest (at the same ab-plane of Ti1) Ti ions with respect to the V. The Eu ions are almost similar to each other. The development of spin-polarized dz2 orbital at Ti3+ is obvious in the FM ground state.
Energy differences between AFM and FM states in EBTO3−1/4 with various atomic orderings of Eu and Ba ions. In all the cases, FM state is energetically favorable. In addition, A-type atomic arrangement of Eu and Ba ions is the ground state
| A-type atomic ordering | C-type atomic ordering | G-type atomic ordering | |
|---|---|---|---|
| ΔE = E(AFM) − E(FM) (meV/Eu) | 0.6 | 0.2 | 0.5 |
Figure 6Temperature dependence of dielectric constant for the annealed EBTO3−δ thin film.
The inset shows room-temperature hysteresis loop measured by PFM.