| Literature DB >> 32326324 |
Dmitry V Karpinsky1,2,3, Maxim V Silibin1,2,4,5, Sergei V Trukhanov2,3, Alex V Trukhanov2,3, Alexander L Zhaludkevich2, Siarhei I Latushka2, Dmitry V Zhaludkevich2, Vladimir A Khomchenko6, Denis O Alikin7, Alexander S Abramov7, Tomasz Maniecki8, Waldemar Maniukiewicz8, Martin Wolff9, Volker Heitmann9, Andrei L Kholkin7,10.
Abstract
Evolution of the crystal structure of ceramics BiFeO3-BaTiO3 across the morphotropic phase boundary was analyzed using the results of macroscopic measuring techniques such as X-ray diffraction, differential scanning calorimetry, and differential thermal analysis, as well as the data obtained by local scale methods of scanning probe microscopy. The obtained results allowed to specify the concentration and temperature regions of the single phase and phase coexistent regions as well as to clarify a modification of the structural parameters across the rhombohedral-cubic phase boundary. The structural data show unexpected strengthening of structural distortion specific for the rhombohedral phase, which occurs upon dopant concentration and temperature-driven phase transitions to the cubic phase. The obtained results point to the non-monotonous character of the phase evolution, which is specific for metastable phases. The compounds with metastable structural state are characterized by enhanced sensitivity to external stimuli, which significantly expands the perspectives of their particular use.Entities:
Keywords: crystal structure; diffraction; multiferroics; phase transitions
Year: 2020 PMID: 32326324 PMCID: PMC7221926 DOI: 10.3390/nano10040801
Source DB: PubMed Journal: Nanomaterials (Basel) ISSN: 2079-4991 Impact factor: 5.076
Figure 1Room-temperature XRD pattern of compound Bi0.73Ba0.27Fe0.73Ti0.27O3. Observed and calculated profiles are marked by dots and solid line, respectively; the line below the pattern refers to the difference between the profiles. The upper row of the ticks denotes Bragg reflections ascribed to the rhombohedral phase, the second row—to the cubic phase. The inset shows concentration-driven evolution of the selected diffraction peaks.
Figure 2The dopant concentration driven evolution of the unit cell parameters, unit cell volume of the rhombohedral and pseudo-cubic phases, and the rhombohedral angle αR calculated for compounds with 0.2 ≤ x ≤ 0.4. The aR- and cR- parameters are presented in normalized form, viz. calculated as aR(norm) = aR/√2·and cR(norm) = cR/2·√3, where aR- and cR- are parameters of the rhombohedral lattice in hexagonal settings.
Figure 3SEM images of the compounds Bi1−BaFe1−TiO3 with x = 0.27 (a), 0.3 (b), and 0.35 (c) (left to right). The insets show the distribution of crystal grain size.
Figure 4Topagraphy (a–c, crystallines are marked by solid lines) and out-of-plane PFM images (d–f) of the compounds Bi1−BaFe1−TiO3 with x = 0.20 (a,d), 0.25 (b,e), 0.27 (c,f).
Figure 5The dependency of heat transfer curves (DSC) obtained for the compounds with 0.15 ≤ x ≤ 0.35.
Figure 6Temperature evolution of the diffraction peaks 006|202R and 024R and the unit cell parameters calculated for the compounds with 0.27 ≤ x ≤ 0.35. Temperature evolution of the diffraction peaks 006|202R (located at ~38.9 deg.) and 024R (located at ~45.2 deg.) and the unit cell parameters calculated for the compounds with 0.27 ≤ x ≤ 0.35.
Figure 7Structural phase diagram of the Bi1−BaFe1−TiO3 compounds with 0 < x < 0.5, the phase boundaries between single phase and phase coexistent states are drawn by the dot-dashed lines; the region ascribed to strengthening of the rhombohedral distortion is marked by as R+.