| Literature DB >> 27308056 |
Rongtie Huang1, Hui Zhang2, Dong Wang3, Chuanbing Cai3, Fuqiang Huang2.
Abstract
The synthesis, structure, and magnetic properties of lithium dibarium calcium oxide fluoride di-sulfide are reported. LaCa0.143 (4)O0.857 (4)F0.143 (4)Bi0.857 (4)S2 crystallizes in the tetra-gonal space group P4/nmm. The structure exhibits disorder of the Ca(2+) and Bi(3+) cations, and the O(2-) and F(-) anions. The structure is composed of a stacking of [(O,F)2La2] layers and double [(Bi,Ca)S2] layers. Magnetic property measurements indicate a very small magnetization at 300 K and the existence of weak ferromagnetism at 2 K.Entities:
Keywords: crystal structure; disorder; magnetic properties
Year: 2016 PMID: 27308056 PMCID: PMC4908565 DOI: 10.1107/S2056989016008082
Source DB: PubMed Journal: Acta Crystallogr E Crystallogr Commun
Figure 1SEM image of LaCa0.143 (4)O0.857 (4)F0.143 (4)Bi0.857 (4)S2.
Figure 2SEM image of LaO0.6F0.4BiS2.
Figure 3Crystal structure of LaCa0.143 (4)O0.857 (4)F0.143 (4)Bi0.857 (4)S2, showing [(O,F)2La2] layers and double [BiS2] layers (O/F in red, La in blue, Bi/Ca in pink and S in yellow; 50% probability ellipsoids).
Figure 4Magnetic moment versus temperature for LaCa0.143 (4)O0.857 (4)F0.143 (4)Bi0.857 (4)S2 under a 1 T field.
Figure 5Magnetic moment versus field for LaCa0.143 (4)O0.857 (4)F0.143 (4)Bi0.857 (4)S2 from −5 T to 5 T at 2 K and 300 K.
Experimental details
| Crystal data | |
| Chemical formula | LaCa0.143 (4)O0.857 (4)F0.143 (4)Bi0.857 (4)S2 |
|
| 404.26 |
| Crystal system, space group | Tetragonal, |
| Temperature (K) | 300 |
|
| 4.0548 (9), 13.370 (3) |
|
| 219.82 (11) |
|
| 2 |
| Radiation type | Mo |
| μ (mm−1) | 44.78 |
| Crystal size (mm) | 0.05 × 0.05 × 0.02 |
| Data collection | |
| Diffractometer | Bruker D8 Quest |
| Absorption correction | Multi-scan ( |
|
| 0.154, 0.511 |
| No. of measured, independent and observed [ | 3493, 191, 190 |
|
| 0.046 |
| (sin θ/λ)max (Å−1) | 0.648 |
| Refinement | |
|
| 0.020, 0.052, 1.31 |
| No. of reflections | 191 |
| No. of parameters | 17 |
| Δρmax, Δρmin (e Å−3) | 1.48, −1.53 |
Computer programs: APEX2 and SAINT (Bruker, 2004 ▸), SHELXS (Sheldrick, 2008 ▸), SHELXL2014 (Sheldrick 2015 ▸), DIAMOND (Brandenburg, 2004 ▸) and publCIF (Westrip, 2010 ▸).
| Bi0.857Ca0.143F0.143LaO0.857S2 | |
| Mo | |
| Tetragonal, | Cell parameters from 189 reflections |
| θ = 4.6–27.4° | |
| µ = 44.78 mm−1 | |
| Block, blue | |
| 0.05 × 0.05 × 0.02 mm |
| Bruker D8 Quest diffractometer | |
| Radiation source: fine-focus sealed tube | θmax = 27.4°, θmin = 4.6° |
| Profile fitted 2θ/ω scans (Clegg, 1981) | |
| Absorption correction: multi-scan ( | |
| 3493 measured reflections | 3 standard reflections every 90 reflections |
| 191 independent reflections | intensity decay: none |
| 190 reflections with |
| Refinement on | Primary atom site location: difference Fourier map |
| Least-squares matrix: full | |
| (Δ/σ)max < 0.001 | |
| Δρmax = 1.48 e Å−3 | |
| Δρmin = −1.53 e Å−3 | |
| 191 reflections | Extinction correction: |
| 17 parameters | Extinction coefficient: 0.033 (3) |
| 0 restraints |
| Geometry. All esds (except the esd in the dihedral angle between two l.s. planes) are estimated using the full covariance matrix. The cell esds are taken into account individually in the estimation of esds in distances, angles and torsion angles; correlations between esds in cell parameters are only used when they are defined by crystal symmetry. An approximate (isotropic) treatment of cell esds is used for estimating esds involving l.s. planes. |
| Occ. (<1) | |||||
| La1 | 0.7500 | 0.7500 | 0.89827 (6) | 0.0127 (3) | |
| Ca1 | 0.2500 | 0.2500 | 0.62178 (4) | 0.0126 (3) | 0.143 (4) |
| Bi1 | 0.2500 | 0.2500 | 0.62178 (4) | 0.0126 (3) | 0.857 (4) |
| F1 | 0.7500 | 0.2500 | 1.0000 | 0.0079 (14) | 0.143 (4) |
| O1 | 0.7500 | 0.2500 | 1.0000 | 0.0079 (14) | 0.857 (4) |
| S1 | 0.2500 | 0.2500 | 0.8110 (2) | 0.0104 (6) | |
| S2 | 0.7500 | 0.7500 | 0.6221 (3) | 0.0236 (8) |
| La1 | 0.0115 (4) | 0.0115 (4) | 0.0151 (5) | 0.000 | 0.000 | 0.000 |
| Ca1 | 0.0146 (3) | 0.0146 (3) | 0.0087 (3) | 0.000 | 0.000 | 0.000 |
| Bi1 | 0.0146 (3) | 0.0146 (3) | 0.0087 (3) | 0.000 | 0.000 | 0.000 |
| F1 | 0.0087 (18) | 0.0087 (18) | 0.006 (3) | 0.000 | 0.000 | 0.000 |
| O1 | 0.0087 (18) | 0.0087 (18) | 0.006 (3) | 0.000 | 0.000 | 0.000 |
| S1 | 0.0101 (7) | 0.0101 (7) | 0.0109 (12) | 0.000 | 0.000 | 0.000 |
| S2 | 0.0200 (10) | 0.0200 (10) | 0.0306 (18) | 0.000 | 0.000 | 0.000 |
| La1—O1i | 2.4414 (6) | Ca1—Ca1v | 4.0548 (9) |
| La1—O1ii | 2.4414 (6) | Ca1—Ca1viii | 4.0548 (9) |
| La1—F1i | 2.4414 (6) | Ca1—Bi1ii | 4.0548 (9) |
| La1—F1ii | 2.4414 (6) | Ca1—Bi1viii | 4.0548 (9) |
| La1—F1 | 2.4414 (6) | F1—La1i | 2.4414 (6) |
| La1—O1iii | 2.4414 (6) | F1—La1viii | 2.4414 (6) |
| La1—O1 | 2.4414 (6) | F1—La1iii | 2.4414 (6) |
| La1—F1iii | 2.4414 (6) | O1—La1i | 2.4414 (6) |
| La1—S1 | 3.0954 (13) | O1—La1viii | 2.4414 (6) |
| La1—S1iv | 3.0954 (13) | O1—La1iii | 2.4414 (6) |
| La1—S1ii | 3.0954 (13) | S1—La1vi | 3.0954 (13) |
| La1—S1v | 3.0954 (13) | S1—La1vii | 3.0954 (13) |
| Ca1—S1 | 2.530 (3) | S1—La1viii | 3.0954 (13) |
| Ca1—S2 | 2.8672 (6) | S2—Bi1iv | 2.8672 (6) |
| Ca1—S2vi | 2.8672 (6) | S2—Ca1iv | 2.8672 (6) |
| Ca1—S2vii | 2.8672 (6) | S2—Ca1v | 2.8672 (6) |
| Ca1—S2viii | 2.8672 (6) | S2—Ca1ii | 2.8672 (6) |
| Ca1—S2ix | 3.261 (4) | S2—Bi1ii | 2.8672 (6) |
| Ca1—Ca1ii | 4.0548 (9) | S2—Bi1v | 2.8672 (6) |
| Ca1—Ca1vii | 4.0548 (9) | S2—Ca1ix | 3.261 (4) |
| O1i—La1—O1ii | 71.917 (18) | S2viii—Ca1—Ca1vii | 135.0 |
| O1i—La1—F1i | 0.0 | S2ix—Ca1—Ca1vii | 90.0 |
| O1ii—La1—F1i | 71.917 (18) | Ca1ii—Ca1—Ca1vii | 90.0 |
| O1i—La1—F1ii | 71.917 (18) | S1—Ca1—Ca1v | 90.0 |
| O1ii—La1—F1ii | 0.0 | S2—Ca1—Ca1v | 45.0 |
| F1i—La1—F1ii | 71.917 (18) | S2vi—Ca1—Ca1v | 135.0 |
| O1i—La1—F1 | 71.917 (18) | S2vii—Ca1—Ca1v | 135.0 |
| O1ii—La1—F1 | 112.29 (4) | S2viii—Ca1—Ca1v | 45.0 |
| F1i—La1—F1 | 71.917 (18) | S2ix—Ca1—Ca1v | 90.0 |
| F1ii—La1—F1 | 112.29 (4) | Ca1ii—Ca1—Ca1v | 90.0 |
| O1i—La1—O1iii | 112.29 (4) | Ca1vii—Ca1—Ca1v | 180.0 |
| O1ii—La1—O1iii | 71.917 (18) | S1—Ca1—Ca1viii | 90.0 |
| F1i—La1—O1iii | 112.29 (4) | S2—Ca1—Ca1viii | 135.0 |
| F1ii—La1—O1iii | 71.917 (18) | S2vi—Ca1—Ca1viii | 45.0 |
| F1—La1—O1iii | 71.917 (18) | S2vii—Ca1—Ca1viii | 135.0 |
| O1i—La1—O1 | 71.917 (18) | S2viii—Ca1—Ca1viii | 45.0 |
| O1ii—La1—O1 | 112.29 (4) | S2ix—Ca1—Ca1viii | 90.0 |
| F1i—La1—O1 | 71.917 (18) | Ca1ii—Ca1—Ca1viii | 180.0 |
| F1ii—La1—O1 | 112.29 (4) | Ca1vii—Ca1—Ca1viii | 90.0 |
| F1—La1—O1 | 0.0 | Ca1v—Ca1—Ca1viii | 90.0 |
| O1iii—La1—O1 | 71.917 (18) | S1—Ca1—Bi1ii | 90.0 |
| O1i—La1—F1iii | 112.29 (4) | S2—Ca1—Bi1ii | 45.0 |
| O1ii—La1—F1iii | 71.917 (18) | S2vi—Ca1—Bi1ii | 135.0 |
| F1i—La1—F1iii | 112.29 (4) | S2vii—Ca1—Bi1ii | 45.0 |
| F1ii—La1—F1iii | 71.917 (18) | S2viii—Ca1—Bi1ii | 135.0 |
| F1—La1—F1iii | 71.917 (18) | S2ix—Ca1—Bi1ii | 90.0 |
| O1iii—La1—F1iii | 0.0 | Ca1ii—Ca1—Bi1ii | 0.000 (15) |
| O1—La1—F1iii | 71.917 (18) | Ca1vii—Ca1—Bi1ii | 90.0 |
| O1i—La1—S1 | 138.93 (2) | Ca1v—Ca1—Bi1ii | 90.0 |
| O1ii—La1—S1 | 138.93 (3) | Ca1viii—Ca1—Bi1ii | 180.0 |
| F1i—La1—S1 | 138.93 (2) | S1—Ca1—Bi1viii | 90.0 |
| F1ii—La1—S1 | 138.93 (3) | S2—Ca1—Bi1viii | 135.0 |
| F1—La1—S1 | 70.49 (4) | S2vi—Ca1—Bi1viii | 45.0 |
| O1iii—La1—S1 | 70.49 (4) | S2vii—Ca1—Bi1viii | 135.0 |
| O1—La1—S1 | 70.49 (4) | S2viii—Ca1—Bi1viii | 45.0 |
| F1iii—La1—S1 | 70.49 (4) | S2ix—Ca1—Bi1viii | 90.0 |
| O1i—La1—S1iv | 70.49 (4) | Ca1ii—Ca1—Bi1viii | 180.0 |
| O1ii—La1—S1iv | 70.49 (4) | Ca1vii—Ca1—Bi1viii | 90.0 |
| F1i—La1—S1iv | 70.49 (4) | Ca1v—Ca1—Bi1viii | 90.0 |
| F1ii—La1—S1iv | 70.49 (4) | Ca1viii—Ca1—Bi1viii | 0.000 (15) |
| F1—La1—S1iv | 138.93 (3) | Bi1ii—Ca1—Bi1viii | 180.0 |
| O1iii—La1—S1iv | 138.93 (2) | La1i—F1—La1viii | 108.082 (18) |
| O1—La1—S1iv | 138.93 (3) | La1i—F1—La1iii | 112.29 (4) |
| F1iii—La1—S1iv | 138.93 (2) | La1viii—F1—La1iii | 108.082 (18) |
| S1—La1—S1iv | 135.72 (11) | La1i—F1—La1 | 108.082 (18) |
| O1i—La1—S1ii | 138.93 (3) | La1viii—F1—La1 | 112.29 (4) |
| O1ii—La1—S1ii | 70.49 (4) | La1iii—F1—La1 | 108.082 (18) |
| F1i—La1—S1ii | 138.93 (3) | La1i—O1—La1viii | 108.082 (18) |
| F1ii—La1—S1ii | 70.49 (4) | La1i—O1—La1iii | 112.29 (4) |
| F1—La1—S1ii | 138.93 (3) | La1viii—O1—La1iii | 108.082 (18) |
| O1iii—La1—S1ii | 70.49 (4) | La1i—O1—La1 | 108.082 (18) |
| O1—La1—S1ii | 138.93 (3) | La1viii—O1—La1 | 112.29 (4) |
| F1iii—La1—S1ii | 70.49 (4) | La1iii—O1—La1 | 108.082 (18) |
| S1—La1—S1ii | 81.84 (4) | Ca1—S1—La1 | 112.14 (5) |
| S1iv—La1—S1ii | 81.84 (4) | Ca1—S1—La1vi | 112.14 (5) |
| O1i—La1—S1v | 70.49 (4) | La1—S1—La1vi | 135.72 (11) |
| O1ii—La1—S1v | 138.93 (3) | Ca1—S1—La1vii | 112.14 (5) |
| F1i—La1—S1v | 70.49 (4) | La1—S1—La1vii | 81.84 (4) |
| F1ii—La1—S1v | 138.93 (3) | La1vi—S1—La1vii | 81.84 (4) |
| F1—La1—S1v | 70.49 (4) | Ca1—S1—La1viii | 112.14 (5) |
| O1iii—La1—S1v | 138.93 (3) | La1—S1—La1viii | 81.84 (4) |
| O1—La1—S1v | 70.49 (4) | La1vi—S1—La1viii | 81.84 (4) |
| F1iii—La1—S1v | 138.93 (3) | La1vii—S1—La1viii | 135.72 (11) |
| S1—La1—S1v | 81.84 (4) | Ca1—S2—Bi1iv | 179.8 |
| S1iv—La1—S1v | 81.84 (4) | Ca1—S2—Ca1iv | 179.82 (17) |
| S1ii—La1—S1v | 135.72 (11) | Bi1iv—S2—Ca1iv | 0.0 |
| S1—Ca1—S2 | 89.91 (9) | Ca1—S2—Ca1v | 90.0 |
| S1—Ca1—S2vi | 89.91 (9) | Bi1iv—S2—Ca1v | 90.0 |
| S2—Ca1—S2vi | 179.82 (17) | Ca1iv—S2—Ca1v | 90.0 |
| S1—Ca1—S2vii | 89.91 (9) | Ca1—S2—Ca1ii | 90.0 |
| S2—Ca1—S2vii | 90.000 (1) | Bi1iv—S2—Ca1ii | 90.0 |
| S2vi—Ca1—S2vii | 90.000 (1) | Ca1iv—S2—Ca1ii | 90.0 |
| S1—Ca1—S2viii | 89.91 (9) | Ca1v—S2—Ca1ii | 179.82 (17) |
| S2—Ca1—S2viii | 90.000 (1) | Ca1—S2—Bi1ii | 90.0 |
| S2vi—Ca1—S2viii | 90.0 | Bi1iv—S2—Bi1ii | 90.0 |
| S2vii—Ca1—S2viii | 179.82 (17) | Ca1iv—S2—Bi1ii | 90.0 |
| S1—Ca1—S2ix | 180.0 | Ca1v—S2—Bi1ii | 179.82 (17) |
| S2—Ca1—S2ix | 90.09 (9) | Ca1ii—S2—Bi1ii | 0.00 (2) |
| S2vi—Ca1—S2ix | 90.09 (9) | Ca1—S2—Bi1v | 90.0 |
| S2vii—Ca1—S2ix | 90.09 (9) | Bi1iv—S2—Bi1v | 90.0 |
| S2viii—Ca1—S2ix | 90.09 (9) | Ca1iv—S2—Bi1v | 90.0 |
| S1—Ca1—Ca1ii | 90.0 | Ca1v—S2—Bi1v | 0.00 (2) |
| S2—Ca1—Ca1ii | 45.0 | Ca1ii—S2—Bi1v | 179.82 (17) |
| S2vi—Ca1—Ca1ii | 135.0 | Bi1ii—S2—Bi1v | 179.82 (17) |
| S2vii—Ca1—Ca1ii | 45.0 | Ca1—S2—Ca1ix | 89.91 (9) |
| S2viii—Ca1—Ca1ii | 135.0 | Bi1iv—S2—Ca1ix | 89.9 |
| S2ix—Ca1—Ca1ii | 90.0 | Ca1iv—S2—Ca1ix | 89.91 (9) |
| S1—Ca1—Ca1vii | 90.0 | Ca1v—S2—Ca1ix | 89.91 (9) |
| S2—Ca1—Ca1vii | 135.0 | Ca1ii—S2—Ca1ix | 89.91 (9) |
| S2vi—Ca1—Ca1vii | 45.0 | Bi1ii—S2—Ca1ix | 89.9 |
| S2vii—Ca1—Ca1vii | 45.0 | Bi1v—S2—Ca1ix | 89.9 |