| Literature DB >> 28249371 |
O B Pavlovska1, L O Vasylechko2, I V Lutsyuk3, N M Koval4, Ya A Zhydachevskii1,5, A Pieniążek5.
Abstract
Micro- and nanocrystalline lanthanum-samarium ferrites La1-x Sm x FeO3 with orthorhombic perovskite structure were obtained by using both solid state reactions (x = 0.2, 0.4, 0.6 and 0.8) and sol-gel synthesis (x = 0.5) techniques. Obtained structural parameters of both series of La1-x Sm x FeO3 are in excellent agreement with the "pure" LaFeO3 and SmFeO3 compounds, thus proving formation of continuous solid solution in the LaFeO3-SmFeO3 system. Peculiarity of La1-x Sm x FeO3 solid solution is divergence behaviour of unit cell dimensions with increasing x: systematic decrease of the a and c lattice parameters is accompanied with increasing b parameter. Such behaviour of the unit cell dimensions in La1-x Sm x FeO3 series led to crossover of the a and c perovskite lattice parameters and formation of dimensionally tetragonal structure near x = 0.04. Linear decrease of the unit cell volume of La1-x Sm x FeO3 with decreasing x according with the Vegard's rule indicate absence of short-range ordering of R-cations in the LaFeO3-SmFeO3 system.Entities:
Keywords: Crystal structure; Lattice crossover; Mixed rare earth ferrites; Perovskites; Solid solution
Year: 2017 PMID: 28249371 PMCID: PMC5328888 DOI: 10.1186/s11671-017-1946-7
Source DB: PubMed Journal: Nanoscale Res Lett ISSN: 1556-276X Impact factor: 4.703
Fig. 1Graphical results of Rietveld refinement of the La0.6Sm0.4FeO3 structure. Experimental X-ray powder diffraction pattern (red dots) is shown in comparison with the calculated pattern (blue line). The difference between measured and calculated profiles is shown as a curve below the diagrams. Short vertical bars indicate the positions of diffraction maxima in space group Pbnm. Inset shows the view of the structure as corner-shared FeO6 octahedra with La/Sm species located between them
Fig. 2XRD patterns of La0.5Sm0.5FeO3 samples obtained at different conditions. Inset shows evolution of microstructural parameters vs the temperature and duration of heat treatment of the specimens
Fig. 3Graphical results of the Williamson-Hall analysis of La0.5Sm0.5FeO3 microstructure parameters
Fig. 4SEM pictures of La0.5Sm0.5FeO3 synthesized at 1073 K (a), 1173 K (b) and 1473 K (c, d)
Lattice parameters, coordinates and displacement parameters of atoms in La1−SmFeO3 structures
| Atoms, sites | Parameters, residuals |
|
|
|
|
|
|
|---|---|---|---|---|---|---|---|
|
| 5.5284(8) | 5.4921(5) | 5.477(1) | 5.4750(3) | 5.4618(3) | 5.4319(9) | |
|
| 5.5694(8) | 5.5759(5) | 5.565(1) | 5.5731(3) | 5.5839(3) | 5.5914(9) | |
|
| 7.833(1) | 7.8000(7) | 7.782(2) | 7.7825(4) | 7.7717(4) | 7.742(2) | |
|
| 241.19(8) | 238.86(7) | 237.2(2) | 237.46(4) | 237.02(4) | 235.1(2) | |
| La/Sm, 4 |
| −0.0087(3) | −0.0096(3) | −0.0032(10) | −0.0095(3) | −0.0105(2) | −0.0105(4) |
|
| 0.0354(2) | 0.0432(1) | 0.0421(2) | 0.0448(1) | 0.0481(1) | 0.0523(2) | |
|
| 1/4 | 1/4 | 1/4 | 1/4 | 1/4 | 1/4 | |
|
| 0.53(2) | 0.51(2) | 0.68(3) | 0.54(2) | 0.71(2) | 0.71(3) | |
| Fe, 4 |
| 0 | 0 | 0 | 0 | 0 | 0 |
|
| 1/2 | 1/2 | 1/2 | 1/2 | 1/2 | 1/2 | |
|
| 0 | 0 | 0 | 0 | 0 | 0 | |
|
| 1.15(4) | 1.27(4) | 1.38(6) | 0.81(4) | 0.99(3) | 0.89(6) | |
| O1, 4 |
| 0.051(3) | 0.080(2) | 0.080(3) | 0.0820(15) | 0.0943(12) | 0.087(2) |
|
| 0.5028(13) | 0.4703(14) | 0.466(2) | 0.4764(13 | 0.4632(11) | 0.468(2) | |
|
| 1/4 | 1/4 | 1/4 | 1/4 | 1/4 | 1/4 | |
|
| 0.9(4) | 2.4(3) | 0.6(2) | 2.4(2) | 1.8(2) | 0.5(3) | |
| O2, 8 |
| −0.314(2) | −0.3047(12) | −0.315(2) | −0.2908(12) | −0.2837(9) | −0.3078(15) |
|
| 0.284(2) | 0.2753(13) | 0.274(2) | 0.2865(12) | 0.2863(9) | 0.284(2) | |
|
| 0.0392(15) | 0.0475(9) | 0.054(2) | 0.0467(8) | 0.0543(6) | 0.0519(11) | |
|
| 2.1(3) | 1.5(2) | 0.6(2) | 1.5(2) | 0.89(13) | 0.6(3) | |
|
| 0.071 | 0.056 | 0.104 | 0.046 | 0.053 | 0.089 | |
|
| 0.144 | 0.116 | 0.183 | 0.124 | 0.106 | 0.181 |
aSynthesized by sol-gel method
Fig. 5Concentration dependencies of unit cell dimensions of La1−SmFeO3. Orthorhombic lattice parameters and unit cell volume are normalized to the perovskite ones as follows: a = a /√2, b = b /√2, c = c /2, V = V /4. The dashed lines are polynomial fits: a = 3.9295(9) − 0.115(4) × x + 0.004(4) × x ; b = 3.935(1) + 0.0119(5) × x + 0.0119(4) × x ; c = 3.9278(8) −0.067(3) × x − 0.006(3) × x . Arrow indicates the lattice crossover region