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research papers
T. Woike, V. Petrícek, M. Dusek, N. K. Hansen, P. Fertey, C. Lecomte, A. Arakcheeva, G. Chapuis, M. Imlau and R. Pankrath
The structure of a crystal of Sr0.61Ba0.39Nb2O6 has been solved and refined as an incommensurate structure in five-dimensional superspace. The structure is tetragonal, superspace group , unit-cell parameters a = 12.4566 (9), c = 7.8698 (6) Å, modulation vectors q1 = 0.3075 (6) (a* + b*), q2 = 0.3075 (6) (a* - b*). The data collection was performed on a KUMA-CCD diffractometer and allowed the integration of weak first-order satellite reflections. The structure was refined from 2569 reflections to a final value of R = 0.0479. The modulation affects mainly the positions of the O atoms, which are displaced by as much as 0.5 Å, and the site 4c that is occupied by Sr and Ba atoms. Only a simplified model, in which this atomic position is occupied by an effective atom Sr/Ba, could be refined from the data set. The modulation of displacement parameters has been used to account for the modulated distribution of Sr and Ba. The whole refinement uses only first-order modulation waves, but there are strong indications that for a complete solution the use of higher-order satellites and a more complicated model is necessary.
Supporting information
Crystallographic Information File (CIF) https://doi.org/10.1107/S0108768102021341/sn0027sup1.cif | |
Structure factor file (CIF format) https://doi.org/10.1107/S0108768102021341/sn0027Isup2.hkl |
Computing details top
Program(s) used to refine structure: (Jana2000; Petricek and Dusek, 2000); software used to prepare material for publication: (Jana2000; Petricek and Dusek, 2000).
(I) top
Crystal data top
Ba0.39Nb2O6Sr0.61 | Z = 10 |
Mr = 388.8 | F(000) = 1753 |
Tetragonal, X4bm† | Dx = 5.286 (1) Mg m−3 Dm = 5.286 (3) Mg m−3 Dm measured by flotation method |
q1 = 0.30750a* + 0.30750b*; q2 = 0.30750a* + -0.30750b* | Mo Kα radiation, λ = 0.71069 Å |
a = 12.4566 (9) Å | µ = 14.31 mm−1 |
c = 7.8698 (6) Å | Sphere |
V = 1221.13 (16) Å3 | 0.13 mm mm (radius) |
† Symmetry operations: (1) x1, x2, x3, x4, x5; (2) −x2, x1, x3, x5, −x4; (3) 1/2−x1, 1/2+x2, x3, −x5, −x4; (4) −x1, −x2, x3, −x4, −x5; (5) 1/2−x2, 1/2−x1, x3, −x4, x5; (6) x2, −x1, x3, −x5, x4; (7) 1/2+x1, 1/2−x2, x3, x5, x4; (8) 1/2+x2, 1/2+x1, x3, x4, −x5; (9) x1, x2, 1/2+x3, 1/2+x4, 1/2+x5; (10) −x2, x1, 1/2+x3, 1/2+x5, 1/2−x4; (11) 1/2−x1, 1/2+x2, 1/2+x3, 1/2−x5, 1/2−x4; (12) −x1, −x2, 1/2+x3, 1/2−x4, 1/2−x5; (13) 1/2−x2, 1/2−x1, 1/2+x3, 1/2−x4, 1/2+x5; (14) x2, −x1, 1/2+x3, 1/2−x5, 1/2+x4; (15) 1/2+x1, 1/2−x2, 1/2+x3, 1/2+x5, 1/2+x4; (16) 1/2+x2, 1/2+x1, 1/2+x3, 1/2+x4, 1/2−x5. |
Data collection top
Absorption correction: analytical | Rint = 0.080 |
Tmin = 0.058, Tmax = 0.088 | θmax = 32.0°, θmin = 6.1° |
27797 measured reflections | h = −18→18 |
5214 independent reflections | k = −16→18 |
2569 reflections with I > 3σ(I) | l = −11→11 |
Refinement top
Refinement on F | Weighting scheme based on measured s.u.'s w = 1/(σ2(F) + 0.000025F2) |
R[F2 > 2σ(F2)] = 0.048 | (Δ/σ)max = 0.041 |
wR(F2) = 0.058 | Δρmax = 3.39 e Å−3 |
S = 2.82 | Δρmin = −4.67 e Å−3 |
2569 reflections | Extinction correction: B-C type 1 Lorentzian isotropic (Becker & Coppens, 1974) |
130 parameters | Extinction coefficient: 0.289379 |
Fractional atomic coordinates and isotropic or equivalent isotropic displacement parameters (Å2) top
x | y | z | Uiso*/Ueq | Occ. (<1) | |
Nb1 | 0 | 0.5 | 0 | 0.00841 (13) | |
Nb2 | 0.07454 (3) | 0.21159 (3) | −0.00972 (13) | 0.00993 (11) | |
Sr1 | 0 | 0 | 0.23574 (17) | 0.0066 (3) | 0.71 (4) |
Sr2 | 0.1719 | 0.6719 | 0.2383 | 0.02622 (18) | 0.391 (16) |
Ba2 | 0.17192 (3) | 0.67192 (3) | 0.23830 (16) | 0.02622 (18) | 0.505 (13) |
O1 | 0.2176 (3) | 0.2824 (3) | −0.0200 (10) | 0.0116 (9)* | |
O2 | 0.1394 (3) | 0.0695 (3) | −0.0294 (7) | 0.0107 (8)* | |
O3 | −0.0060 (3) | 0.3441 (3) | −0.0261 (8) | 0.0105 (8)* | |
O4 | 0.0768 (4) | 0.2037 (3) | 0.2291 (7) | 0.0127 (9)* | |
O5 | 0 | 0.5 | 0.2334 (13) | 0.021 (2)* |
Atomic displacement parameters (Å2) top
U11 | U22 | U33 | U12 | U13 | U23 | |
Nb1 | 0.0085 (2) | 0.0085 (2) | 0.0083 (3) | −0.00089 (18) | 0 | 0 |
Nb2 | 0.00988 (18) | 0.00868 (18) | 0.01122 (19) | 0.00128 (10) | −0.0002 (2) | −0.0003 (2) |
Sr1 | 0.0066 (4) | 0.0066 (4) | 0.0067 (5) | 0 | 0 | 0 |
Sr2 | 0.0316 (3) | 0.0316 (3) | 0.0154 (3) | −0.0190 (3) | −0.0002 (3) | −0.0002 (3) |
Ba2 | 0.0316 (3) | 0.0316 (3) | 0.0154 (3) | −0.0190 (3) | −0.0002 (3) | −0.0002 (3) |
Geometric parameters (Å, º) top
Average | Minimum | Maximum | |
Nb1—O3 | 1.97 (2) | 1.88 (2) | 2.06 (2) |
Nb1—O3i | 1.97 (2) | 1.88 (2) | 2.06 (2) |
Nb1—O3ii | 1.97 (2) | 1.88 (2) | 2.06 (2) |
Nb1—O3iii | 1.97 (2) | 1.88 (2) | 2.06 (2) |
Nb1—O5 | 1.86 (3) | 1.70 (6) | 1.97 (6) |
Nb1—O5iv | 2.13 (3) | 1.97 (6) | 2.23 (6) |
Nb2—O1 | 2.00 (2) | 1.96 (2) | 2.02 (2) |
Nb2—O2 | 1.96 (2) | 1.91 (2) | 2.009 (18) |
Nb2—O2v | 2.03 (2) | 1.97 (2) | 2.072 (18) |
Nb2—O3 | 1.95 (2) | 1.90 (2) | 2.00 (2) |
Nb2—O4 | 1.91 (3) | 1.79 (3) | 1.98 (3) |
Nb2—O4iv | 2.09 (3) | 1.95 (3) | 2.18 (3) |
Sr1—O2 | 2.855 (17) | 2.456 (17) | 3.248 (16) |
Sr1—O2vi | 2.681 (18) | 2.477 (19) | 2.908 (17) |
Sr1—O2v | 2.855 (17) | 2.456 (17) | 3.248 (16) |
Sr1—O2vii | 2.681 (18) | 2.477 (19) | 2.908 (17) |
Sr1—O2viii | 2.855 (17) | 2.456 (17) | 3.248 (16) |
Sr1—O2ix | 2.681 (18) | 2.477 (19) | 2.908 (17) |
Sr1—O2x | 2.855 (17) | 2.456 (17) | 3.248 (16) |
Sr1—O2xi | 2.681 (18) | 2.477 (19) | 2.908 (17) |
Sr1—O4 | 2.728 (12) | 2.580 (13) | 2.869 (12) |
Sr1—O4v | 2.728 (12) | 2.580 (13) | 2.869 (12) |
Sr1—O4viii | 2.728 (12) | 2.580 (13) | 2.869 (12) |
Sr1—O4x | 2.728 (12) | 2.580 (13) | 2.869 (12) |
Sr2—O1xii | 2.816 (18) | 2.65 (2) | 2.992 (19) |
Sr2—O1xiii | 2.722 (19) | 2.57 (2) | 2.894 (19) |
Sr2—O2xiii | 3.244 (19) | 2.962 (18) | 3.528 (17) |
Sr2—O2xiv | 3.249 (19) | 2.963 (18) | 3.528 (17) |
Sr2—O3i | 2.943 (18) | 2.618 (19) | 3.293 (17) |
Sr2—O3xv | 2.793 (19) | 2.577 (19) | 3.024 (18) |
Sr2—O3ii | 2.934 (18) | 2.618 (19) | 3.294 (17) |
Sr2—O3xvi | 2.786 (19) | 2.576 (19) | 3.024 (18) |
Sr2—O4xii | 3.169 (14) | 2.532 (14) | 3.785 (14) |
Sr2—O4i | 3.455 (14) | 2.803 (14) | 4.126 (14) |
Sr2—O4ii | 3.487 (14) | 2.803 (14) | 4.126 (14) |
Sr2—O4xvii | 3.149 (14) | 2.532 (14) | 3.785 (14) |
Sr2—O5 | 3.045 (10) | 2.693 (9) | 3.366 (9) |
O3—Nb1—O3i | 167.5 (6) | 166.1 (6) | 169.3 (6) |
O3—Nb1—O3ii | 93.6 (9) | 86.4 (9) | 100.6 (9) |
O3—Nb1—O3iii | 85.3 (9) | 76.5 (8) | 92.7 (9) |
O3—Nb1—O5 | 96.2 (7) | 94.7 (7) | 97.9 (7) |
O3—Nb1—O5iv | 83.8 (6) | 82.1 (6) | 85.4 (6) |
O3i—Nb1—O3 | 167.5 (6) | 166.1 (6) | 169.3 (6) |
O3i—Nb1—O3ii | 85.1 (9) | 76.5 (8) | 92.7 (9) |
O3i—Nb1—O3iii | 93.5 (9) | 86.4 (9) | 100.6 (9) |
O3i—Nb1—O5 | 96.1 (7) | 94.8 (7) | 97.9 (7) |
O3i—Nb1—O5iv | 83.8 (6) | 82.1 (6) | 85.4 (6) |
O3ii—Nb1—O3 | 93.6 (9) | 86.4 (9) | 100.6 (9) |
O3ii—Nb1—O3i | 85.1 (9) | 76.5 (8) | 92.7 (9) |
O3ii—Nb1—O3iii | 167.5 (6) | 166.1 (6) | 169.3 (6) |
O3ii—Nb1—O5 | 96.1 (7) | 94.8 (7) | 97.9 (7) |
O3ii—Nb1—O5iv | 83.9 (6) | 82.1 (6) | 85.5 (6) |
O3iii—Nb1—O3 | 85.3 (9) | 76.5 (8) | 92.7 (9) |
O3iii—Nb1—O3i | 93.5 (9) | 86.4 (9) | 100.6 (9) |
O3iii—Nb1—O3ii | 167.5 (6) | 166.1 (6) | 169.3 (6) |
O3iii—Nb1—O5 | 96.2 (7) | 94.7 (7) | 97.9 (7) |
O3iii—Nb1—O5iv | 83.8 (6) | 82.1 (6) | 85.4 (6) |
O5—Nb1—O5iv | 179.7 (6) | 179.5 (6) | 180 |
O5iv—Nb1—O5 | 179.7 (6) | 179.5 (6) | 180 |
O1—Nb2—O2 | 91.1 (9) | 83.6 (9) | 99.4 (9) |
O1—Nb2—O2v | 172.9 (6) | 168.9 (6) | 175.9 (6) |
O1—Nb2—O3 | 94.9 (9) | 90.2 (9) | 98.8 (9) |
O1—Nb2—O4 | 93.0 (6) | 88.6 (6) | 97.3 (6) |
O1—Nb2—O4iv | 88.0 (6) | 84.0 (5) | 92.2 (6) |
O2—Nb2—O2v | 88.4 (8) | 78.3 (9) | 96.6 (8) |
O2—Nb2—O3 | 169.0 (7) | 163.7 (8) | 172.7 (6) |
O2—Nb2—O4 | 91.4 (6) | 90.1 (6) | 93.0 (5) |
O2—Nb2—O4iv | 82.8 (5) | 81.2 (5) | 84.3 (5) |
O2v—Nb2—O2 | 88.4 (8) | 78.3 (8) | 96.6 (8) |
O2v—Nb2—O3 | 84.7 (8) | 80.0 (8) | 88.0 (8) |
O2v—Nb2—O4 | 93.6 (6) | 92.8 (6) | 94.1 (6) |
O2v—Nb2—O4iv | 85.3 (5) | 84.7 (6) | 86.3 (6) |
O3—Nb2—O4 | 96.8 (6) | 93.4 (6) | 99.1 (6) |
O3—Nb2—O4iv | 88.9 (6) | 86.4 (5) | 92.4 (6) |
O4—Nb2—O4iv | 174.1 (5) | 173.8 (5) | 174.5 (5) |
O4iv—Nb2—O4 | 174.1 (5) | 173.8 (5) | 174.5 (5) |
O2—Sr1—O2vi | 90.5 (5) | 78.2 (5) | 101.2 (5) |
O2—Sr1—O2v | 57.9 (6) | 54.7 (6) | 60.2 (5) |
O2—Sr1—O2vii | 120.0 (6) | 116.3 (5) | 122.6 (5) |
O2—Sr1—O2viii | 86.2 (5) | 79.4 (5) | 93.8 (6) |
O2—Sr1—O2ix | 175.9 (5) | 169.3 (5) | 179.8 (6) |
O2—Sr1—O2x | 57.9 (6) | 54.7 (6) | 60.2 (5) |
O2—Sr1—O2xi | 120.1 (6) | 115.1 (6) | 124.6 (6) |
O2—Sr1—O4 | 59.3 (6) | 55.4 (6) | 64.1 (6) |
O2—Sr1—O4v | 116.5 (6) | 110.6 (6) | 121.7 (6) |
O2—Sr1—O4viii | 119.0 (6) | 114.1 (7) | 123.1 (6) |
O2—Sr1—O4x | 61.8 (6) | 57.3 (6) | 67.6 (6) |
O2vi—Sr1—O2 | 90.5 (5) | 78.2 (5) | 101.2 (5) |
O2vi—Sr1—O2v | 120.1 (6) | 115.1 (5) | 124.6 (6) |
O2vi—Sr1—O2vii | 61.9 (6) | 56.6 (6) | 66.3 (6) |
O2vi—Sr1—O2viii | 175.9 (5) | 169.3 (5) | 179.8 (6) |
O2vi—Sr1—O2ix | 92.8 (5) | 80.3 (5) | 107.0 (6) |
O2vi—Sr1—O2x | 120.0 (6) | 116.3 (5) | 122.6 (6) |
O2vi—Sr1—O2xi | 61.9 (6) | 56.6 (6) | 66.3 (6) |
O2vi—Sr1—O4 | 59.3 (6) | 55.7 (6) | 63.4 (6) |
O2vi—Sr1—O4v | 120.0 (7) | 114.4 (6) | 125.6 (7) |
O2vi—Sr1—O4viii | 122.4 (6) | 115.8 (7) | 130.3 (7) |
O2vi—Sr1—O4x | 61.8 (6) | 59.5 (6) | 66.0 (6) |
O2v—Sr1—O2 | 57.9 (6) | 54.7 (6) | 60.2 (5) |
O2v—Sr1—O2vi | 120.1 (6) | 115.1 (6) | 124.6 (6) |
O2v—Sr1—O2vii | 90.5 (5) | 78.2 (5) | 101.2 (5) |
O2v—Sr1—O2viii | 57.9 (6) | 54.7 (6) | 60.2 (5) |
O2v—Sr1—O2ix | 120.0 (6) | 116.3 (5) | 122.6 (5) |
O2v—Sr1—O2x | 86.2 (5) | 79.4 (5) | 93.8 (6) |
O2v—Sr1—O2xi | 175.9 (5) | 169.3 (5) | 179.8 (6) |
O2v—Sr1—O4 | 61.8 (6) | 57.3 (6) | 67.6 (6) |
O2v—Sr1—O4v | 59.3 (6) | 55.4 (6) | 64.1 (6) |
O2v—Sr1—O4viii | 116.5 (6) | 110.6 (6) | 121.7 (6) |
O2v—Sr1—O4x | 119.0 (6) | 114.1 (7) | 123.1 (6) |
O2vii—Sr1—O2 | 120.0 (6) | 116.3 (5) | 122.6 (6) |
O2vii—Sr1—O2vi | 61.9 (6) | 56.6 (6) | 66.3 (6) |
O2vii—Sr1—O2v | 90.5 (5) | 78.2 (5) | 101.2 (5) |
O2vii—Sr1—O2viii | 120.1 (6) | 115.1 (5) | 124.6 (6) |
O2vii—Sr1—O2ix | 61.9 (6) | 56.6 (6) | 66.3 (6) |
O2vii—Sr1—O2x | 175.9 (5) | 169.3 (5) | 179.8 (6) |
O2vii—Sr1—O2xi | 92.8 (5) | 80.3 (5) | 107.0 (6) |
O2vii—Sr1—O4 | 61.8 (6) | 59.5 (6) | 66.0 (6) |
O2vii—Sr1—O4v | 59.3 (6) | 55.7 (6) | 63.4 (6) |
O2vii—Sr1—O4viii | 120.0 (7) | 114.4 (6) | 125.6 (7) |
O2vii—Sr1—O4x | 122.4 (6) | 115.8 (7) | 130.3 (7) |
O2viii—Sr1—O2 | 86.2 (5) | 79.4 (5) | 93.8 (6) |
O2viii—Sr1—O2vi | 175.9 (5) | 169.3 (5) | 179.8 (6) |
O2viii—Sr1—O2v | 57.9 (6) | 54.7 (6) | 60.2 (5) |
O2viii—Sr1—O2vii | 120.1 (6) | 115.1 (6) | 124.6 (6) |
O2viii—Sr1—O2ix | 90.5 (5) | 78.2 (5) | 101.2 (5) |
O2viii—Sr1—O2x | 57.9 (6) | 54.7 (6) | 60.2 (5) |
O2viii—Sr1—O2xi | 120.0 (6) | 116.3 (5) | 122.6 (5) |
O2viii—Sr1—O4 | 119.0 (6) | 114.1 (7) | 123.1 (6) |
O2viii—Sr1—O4v | 61.8 (6) | 57.3 (6) | 67.6 (6) |
O2viii—Sr1—O4viii | 59.3 (6) | 55.4 (6) | 64.1 (6) |
O2viii—Sr1—O4x | 116.5 (6) | 110.6 (6) | 121.7 (6) |
O2ix—Sr1—O2 | 175.9 (5) | 169.3 (5) | 179.8 (6) |
O2ix—Sr1—O2vi | 92.8 (5) | 80.3 (5) | 107.0 (6) |
O2ix—Sr1—O2v | 120.0 (6) | 116.3 (5) | 122.6 (6) |
O2ix—Sr1—O2vii | 61.9 (6) | 56.6 (6) | 66.3 (6) |
O2ix—Sr1—O2viii | 90.5 (5) | 78.2 (5) | 101.2 (5) |
O2ix—Sr1—O2x | 120.1 (6) | 115.1 (5) | 124.6 (6) |
O2ix—Sr1—O2xi | 61.9 (6) | 56.6 (6) | 66.3 (6) |
O2ix—Sr1—O4 | 122.4 (6) | 115.8 (7) | 130.3 (7) |
O2ix—Sr1—O4v | 61.8 (6) | 59.5 (6) | 66.0 (6) |
O2ix—Sr1—O4viii | 59.3 (6) | 55.7 (6) | 63.4 (6) |
O2ix—Sr1—O4x | 120.0 (7) | 114.4 (6) | 125.6 (7) |
O2x—Sr1—O2 | 57.9 (6) | 54.7 (6) | 60.2 (5) |
O2x—Sr1—O2vi | 120.0 (6) | 116.3 (5) | 122.6 (5) |
O2x—Sr1—O2v | 86.2 (5) | 79.4 (5) | 93.8 (6) |
O2x—Sr1—O2vii | 175.9 (5) | 169.3 (5) | 179.8 (6) |
O2x—Sr1—O2viii | 57.9 (6) | 54.7 (6) | 60.2 (5) |
O2x—Sr1—O2ix | 120.1 (6) | 115.1 (6) | 124.6 (6) |
O2x—Sr1—O2xi | 90.5 (5) | 78.2 (5) | 101.2 (5) |
O2x—Sr1—O4 | 116.5 (6) | 110.6 (6) | 121.7 (6) |
O2x—Sr1—O4v | 119.0 (6) | 114.1 (7) | 123.1 (6) |
O2x—Sr1—O4viii | 61.8 (6) | 57.3 (6) | 67.6 (6) |
O2x—Sr1—O4x | 59.3 (6) | 55.4 (6) | 64.1 (6) |
O2xi—Sr1—O2 | 120.1 (6) | 115.1 (5) | 124.6 (6) |
O2xi—Sr1—O2vi | 61.9 (6) | 56.6 (6) | 66.3 (6) |
O2xi—Sr1—O2v | 175.9 (5) | 169.3 (5) | 179.8 (6) |
O2xi—Sr1—O2vii | 92.8 (5) | 80.3 (5) | 107.0 (6) |
O2xi—Sr1—O2viii | 120.0 (6) | 116.3 (5) | 122.6 (6) |
O2xi—Sr1—O2ix | 61.9 (6) | 56.6 (6) | 66.3 (6) |
O2xi—Sr1—O2x | 90.5 (5) | 78.2 (5) | 101.2 (5) |
O2xi—Sr1—O4 | 120.0 (7) | 114.4 (6) | 125.6 (7) |
O2xi—Sr1—O4v | 122.4 (6) | 115.8 (7) | 130.3 (7) |
O2xi—Sr1—O4viii | 61.8 (6) | 59.5 (6) | 66.0 (6) |
O2xi—Sr1—O4x | 59.3 (6) | 55.7 (6) | 63.4 (6) |
O4—Sr1—O4v | 90.0 (4) | 66.9 (4) | 112.5 (4) |
O4—Sr1—O4viii | 174.7 (6) | 171.5 (5) | 179.2 (5) |
O4—Sr1—O4x | 90.0 (4) | 66.9 (4) | 112.5 (4) |
O4v—Sr1—O4 | 90.0 (4) | 66.9 (4) | 112.5 (4) |
O4v—Sr1—O4viii | 90.0 (4) | 66.9 (4) | 112.5 (4) |
O4v—Sr1—O4x | 174.7 (6) | 171.5 (5) | 179.2 (5) |
O4viii—Sr1—O4 | 174.7 (6) | 171.5 (5) | 179.2 (5) |
O4viii—Sr1—O4v | 90.0 (4) | 66.9 (4) | 112.5 (4) |
O4viii—Sr1—O4x | 90.0 (4) | 66.9 (4) | 112.5 (4) |
O4x—Sr1—O4 | 90.0 (4) | 66.9 (4) | 112.5 (4) |
O4x—Sr1—O4v | 174.7 (6) | 171.5 (5) | 179.2 (5) |
O4x—Sr1—O4viii | 90.0 (4) | 66.9 (4) | 112.5 (4) |
O1xii—Sr2—O1xiii | 90.4 (5) | 80.8 (6) | 99.3 (5) |
O1xii—Sr2—O2xii | 53.1 (5) | 49.4 (5) | 56.5 (6) |
O1xii—Sr2—O2xiii | 103.9 (5) | 96.3 (6) | 111.5 (5) |
O1xii—Sr2—O2xvii | 53.0 (5) | 49.4 (5) | 56.5 (5) |
O1xii—Sr2—O2xiv | 104.2 (5) | 96.3 (6) | 111.5 (5) |
O1xii—Sr2—O3i | 82.5 (5) | 75.8 (5) | 89.3 (6) |
O1xii—Sr2—O3xv | 151.3 (6) | 144.6 (6) | 157.1 (6) |
O1xii—Sr2—O3ii | 82.6 (5) | 75.8 (5) | 89.3 (6) |
O1xii—Sr2—O3xvi | 150.9 (6) | 144.6 (6) | 157.1 (6) |
O1xii—Sr2—O4xii | 55.7 (6) | 51.3 (6) | 60.2 (7) |
O1xii—Sr2—O4i | 101.8 (6) | 98.7 (6) | 105.2 (6) |
O1xii—Sr2—O4ii | 101.6 (6) | 98.7 (6) | 105.2 (6) |
O1xii—Sr2—O4xvii | 55.8 (6) | 51.3 (6) | 60.2 (7) |
O1xii—Sr2—O5 | 133.2 (4) | 128.1 (5) | 138.2 (5) |
O1xiii—Sr2—O1xii | 90.4 (5) | 80.8 (6) | 99.3 (5) |
O1xiii—Sr2—O2xii | 105.5 (5) | 96.6 (5) | 114.6 (5) |
O1xiii—Sr2—O2xiii | 55.9 (6) | 53.2 (5) | 58.2 (6) |
O1xiii—Sr2—O2xvii | 105.9 (5) | 96.6 (5) | 114.6 (5) |
O1xiii—Sr2—O2xiv | 55.8 (6) | 53.2 (5) | 58.2 (6) |
O1xiii—Sr2—O3i | 152.0 (6) | 144.9 (6) | 158.2 (6) |
O1xiii—Sr2—O3xv | 87.1 (6) | 80.2 (5) | 94.2 (6) |
O1xiii—Sr2—O3ii | 151.6 (6) | 144.9 (6) | 158.2 (6) |
O1xiii—Sr2—O3xvi | 87.2 (6) | 80.2 (5) | 94.2 (6) |
O1xiii—Sr2—O4xii | 56.7 (6) | 51.0 (6) | 62.8 (7) |
O1xiii—Sr2—O4i | 104.0 (6) | 99.6 (6) | 108.7 (6) |
O1xiii—Sr2—O4ii | 103.8 (6) | 99.6 (6) | 108.7 (6) |
O1xiii—Sr2—O4xvii | 56.9 (6) | 51.0 (6) | 62.8 (7) |
O1xiii—Sr2—O5 | 136.4 (5) | 131.4 (5) | 141.8 (5) |
O2xiii—Sr2—O2xii | 72.2 (4) | 58.8 (4) | 85.3 (4) |
O2xiii—Sr2—O2xvii | 152.6 (5) | 149.9 (5) | 155.9 (5) |
O2xiii—Sr2—O2xiv | 104.8 (4) | 99.8 (4) | 109.5 (4) |
O2xiii—Sr2—O3i | 151.4 (5) | 145.5 (5) | 157.0 (5) |
O2xiii—Sr2—O3xv | 98.0 (5) | 92.7 (5) | 104.0 (5) |
O2xiii—Sr2—O3ii | 99.3 (5) | 89.3 (5) | 109.1 (4) |
O2xiii—Sr2—O3xvi | 52.1 (5) | 49.1 (5) | 54.8 (5) |
O2xiii—Sr2—O4xii | 48.9 (5) | 45.5 (5) | 52.8 (6) |
O2xiii—Sr2—O4i | 147.0 (6) | 140.8 (5) | 153.6 (6) |
O2xiii—Sr2—O4ii | 48.2 (5) | 44.0 (5) | 52.9 (5) |
O2xiii—Sr2—O4xvii | 108.5 (5) | 103.9 (5) | 113.2 (5) |
O2xiii—Sr2—O5 | 104.1 (5) | 99.6 (4) | 108.7 (5) |
O2xiv—Sr2—O2xii | 152.6 (5) | 149.9 (5) | 155.9 (5) |
O2xiv—Sr2—O2xiii | 104.8 (4) | 99.8 (4) | 109.5 (4) |
O2xiv—Sr2—O2xvii | 72.8 (4) | 58.8 (4) | 85.3 (4) |
O2xiv—Sr2—O3i | 99.9 (5) | 89.3 (5) | 109.0 (4) |
O2xiv—Sr2—O3xv | 52.0 (5) | 49.1 (5) | 54.8 (5) |
O2xiv—Sr2—O3ii | 151.8 (5) | 145.4 (5) | 157.0 (5) |
O2xiv—Sr2—O3xvi | 98.1 (5) | 92.7 (5) | 104.0 (5) |
O2xiv—Sr2—O4xii | 108.2 (5) | 103.9 (5) | 113.2 (5) |
O2xiv—Sr2—O4i | 48.5 (5) | 44.0 (5) | 52.9 (5) |
O2xiv—Sr2—O4ii | 146.7 (6) | 140.8 (5) | 153.6 (6) |
O2xiv—Sr2—O4xvii | 49.0 (5) | 45.5 (5) | 52.8 (6) |
O2xiv—Sr2—O5 | 103.9 (5) | 99.6 (4) | 108.7 (5) |
O3i—Sr2—O3xv | 86.6 (5) | 70.4 (5) | 100.7 (5) |
O3i—Sr2—O3ii | 53.9 (5) | 49.0 (5) | 58.2 (6) |
O3i—Sr2—O3xvi | 111.2 (5) | 105.6 (5) | 117.5 (5) |
O3i—Sr2—O4xii | 133.7 (6) | 129.6 (6) | 138.8 (6) |
O3i—Sr2—O4i | 52.1 (6) | 45.6 (5) | 57.5 (6) |
O3i—Sr2—O4ii | 103.9 (5) | 100.4 (5) | 108.2 (6) |
O3i—Sr2—O4xvii | 97.8 (6) | 96.2 (6) | 99.5 (5) |
O3i—Sr2—O5 | 56.5 (5) | 54.8 (5) | 58.6 (5) |
O3xv—Sr2—O3i | 86.6 (5) | 70.4 (5) | 100.7 (5) |
O3xv—Sr2—O3ii | 111.3 (5) | 105.6 (5) | 117.5 (5) |
O3xv—Sr2—O3xvi | 56.9 (6) | 53.8 (6) | 59.5 (6) |
O3xv—Sr2—O4xii | 139.6 (6) | 129.4 (6) | 150.9 (6) |
O3xv—Sr2—O4i | 52.0 (6) | 45.1 (5) | 58.0 (6) |
O3xv—Sr2—O4ii | 106.3 (5) | 102.0 (5) | 111.1 (6) |
O3xv—Sr2—O4xvii | 100.4 (6) | 95.7 (6) | 105.0 (6) |
O3xv—Sr2—O5 | 55.5 (5) | 50.6 (4) | 60.8 (5) |
O3ii—Sr2—O3i | 53.9 (5) | 49.0 (5) | 58.2 (6) |
O3ii—Sr2—O3xv | 111.3 (5) | 105.6 (5) | 117.5 (5) |
O3ii—Sr2—O3xvi | 85.9 (5) | 70.3 (5) | 100.7 (5) |
O3ii—Sr2—O4xii | 97.9 (6) | 96.2 (6) | 99.5 (5) |
O3ii—Sr2—O4i | 104.1 (5) | 100.3 (5) | 108.2 (6) |
O3ii—Sr2—O4ii | 51.9 (6) | 45.6 (5) | 57.5 (6) |
O3ii—Sr2—O4xvii | 133.9 (6) | 129.6 (6) | 138.8 (6) |
O3ii—Sr2—O5 | 56.5 (5) | 54.8 (5) | 58.6 (5) |
O3xvi—Sr2—O3i | 111.2 (5) | 105.6 (5) | 117.5 (5) |
O3xvi—Sr2—O3xv | 56.9 (6) | 53.8 (6) | 59.5 (6) |
O3xvi—Sr2—O3ii | 85.9 (5) | 70.3 (5) | 100.7 (5) |
O3xvi—Sr2—O4xii | 100.3 (6) | 95.7 (6) | 105.0 (6) |
O3xvi—Sr2—O4i | 106.5 (6) | 102.0 (5) | 111.1 (6) |
O3xvi—Sr2—O4ii | 51.6 (6) | 45.1 (5) | 58.0 (6) |
O3xvi—Sr2—O4xvii | 140.0 (6) | 129.4 (6) | 150.9 (6) |
O3xvi—Sr2—O5 | 55.5 (5) | 50.6 (4) | 60.8 (5) |
O4xii—Sr2—O4i | 146.2 (3) | 143.8 (3) | 148.6 (3) |
O4xii—Sr2—O4ii | 70.4 (3) | 65.6 (3) | 74.8 (3) |
O4xii—Sr2—O4xvii | 75.9 (3) | 70.7 (3) | 80.9 (3) |
O4xii—Sr2—O5 | 142.2 (4) | 135.4 (4) | 147.9 (4) |
O4i—Sr2—O4xii | 146.2 (3) | 143.8 (3) | 148.6 (3) |
O4i—Sr2—O4ii | 143.2 (3) | 139.0 (3) | 147.0 (3) |
O4i—Sr2—O4xvii | 70.4 (3) | 65.6 (3) | 74.8 (3) |
O4i—Sr2—O5 | 71.5 (4) | 65.5 (4) | 76.7 (4) |
O4ii—Sr2—O4xii | 70.4 (3) | 65.6 (3) | 74.8 (3) |
O4ii—Sr2—O4i | 143.2 (3) | 139.0 (3) | 147.0 (3) |
O4ii—Sr2—O4xvii | 146.2 (3) | 143.8 (3) | 148.6 (3) |
O4ii—Sr2—O5 | 71.8 (4) | 65.5 (4) | 76.7 (4) |
O4xvii—Sr2—O4xii | 75.9 (3) | 70.7 (3) | 80.9 (3) |
O4xvii—Sr2—O4i | 70.4 (3) | 65.6 (3) | 74.8 (3) |
O4xvii—Sr2—O4ii | 146.2 (3) | 143.8 (3) | 148.6 (3) |
O4xvii—Sr2—O5 | 141.8 (4) | 135.4 (4) | 147.9 (4) |
Symmetry codes: (i) −x1, −x2+1, x3, −x4, −x5; (ii) −x2+1/2, −x1+1/2, x3, −x4, x5; (iii) x2−1/2, x1+1/2, x3, x4, −x5; (iv) x1, x2, x3−1/2, x1/2, x1/2; (v) −x2, x1, x3, x5, −x4; (vi) x1, x2, x3+1/2, x1/2, x1/2; (vii) −x2, x1, x3+1/2, x1/2, −x1/2; (viii) −x1, −x2, x3, −x4, −x5; (ix) −x1, −x2, x3+1/2, −x1/2, −x1/2; (x) x2, −x1, x3, −x5, x4; (xi) x2, −x1, x3+1/2, −x1/2, x1/2; (xii) −x1+1/2, x2+1/2, x3, −x5, −x4; (xiii) −x1+1/2, x2+1/2, x3+1/2, −x1/2, −x1/2; (xiv) x2, −x1+1, x3+1/2, −x1/2, x1/2; (xv) −x1, −x2+1, x3+1/2, −x1/2, −x1/2; (xvi) −x2+1/2, −x1+1/2, x3+1/2, −x1/2, x1/2; (xvii) x2, −x1+1, x3, −x5, x4. |
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