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The first ternary BaF2–Ln(Y)F3–ZrF4 phases crystallizing near the com­position range of fluoride glasses, namely Ba4YZr3F23 (barium yttrium fluorido­zirconate) and isotypic Ba4LnZr3F23 (Ln = Yb, Er and Nd), have been synthesized. The crystal structure of Ba4YZr3F23 cannot be correctly determined in the centrosymmetric space group Pnma (R1 = 0.09); it is preferably described in the noncentrosymmetric space group Pn21a (R1 = 0.028). All cations are located at y = 0.25–0.29 and 0.75–0.79. This new structure type is formed by infinite {[YZr3F23]8−}n columns associating, along [001], YF9 tricapped trigonal prisms, ZrF8 dodeca­hedra and ZrF7 polyhedra. These columns are inter­connected via BaF10+1 and BaF12 irregular polyhedra.

Supporting information

cif

Crystallographic Information File (CIF) https://doi.org/10.1107/S2053229619013081/ku3252sup1.cif
Contains datablocks I, global

hkl

Structure factor file (CIF format) https://doi.org/10.1107/S2053229619013081/ku3252Isup2.hkl
Contains datablock I

CCDC reference: 1955592

Computing details top

Data collection: COLLECT (Bruker–Nonius, 2004); cell refinement: DIRAX/LSQ (Duisenberg, 1992); data reduction: EVALCCD (Duisenberg et al., 2003); program(s) used to solve structure: SHELXS96 (Sheldrick, 2008); program(s) used to refine structure: SHELXL2018 (Sheldrick, 2015); molecular graphics: DIAMOND (Brandenburg, 1999); software used to prepare material for publication: WinGX (Farrugia, 2012).

Barium yttrium fluoridozirconate top
Crystal data top
Ba4YZr3F23F(000) = 2360
Mr = 1348.93Dx = 4.945 Mg m3
Orthorhombic, Pn21aMo Kα radiation, λ = 0.7107 Å
Hall symbol: P -2ac -2nCell parameters from 23945 reflections
a = 19.564 (8) Åθ = 4.9–27.5°
b = 5.397 (2) ŵ = 13.58 mm1
c = 17.161 (7) ÅT = 293 K
V = 1812.0 (12) Å3Prismatic, colourless
Z = 40.04 × 0.03 × 0.02 mm
Data collection top
KappaCCD
diffractometer
4111 independent reflections
Horizontally mounted graphite crystal monochromator3530 reflections with I > 2σ(I)
Detector resolution: 9 pixels mm-1Rint = 0.049
CCD scansθmax = 27.5°, θmin = 4.9°
Absorption correction: multi-scan
(SADABS; Bruker, 2004)
h = 2525
Tmin = 0.647, Tmax = 0.746k = 77
23945 measured reflectionsl = 2222
Refinement top
Refinement on F2Primary atom site location: structure-invariant direct methods
Least-squares matrix: fullSecondary atom site location: difference Fourier map
R[F2 > 2σ(F2)] = 0.028 w = 1/[σ2(Fo2) + (0.0101P)2 + 4.1573P]
where P = (Fo2 + 2Fc2)/3
wR(F2) = 0.041(Δ/σ)max < 0.001
S = 1.03Δρmax = 0.93 e Å3
4111 reflectionsΔρmin = 0.89 e Å3
281 parametersAbsolute structure: Refined as an inversion twin.
1 restraintAbsolute structure parameter: 0.573 (13)
Special details top

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.

Refinement. Refined as a 2-component inversion twin.

Fractional atomic coordinates and isotropic or equivalent isotropic displacement parameters (Å2) top
xyzUiso*/Ueq
Ba10.23441 (2)0.25009 (16)0.21956 (3)0.01424 (13)
Ba20.02884 (3)0.24657 (16)0.10428 (3)0.01530 (13)
Ba30.42698 (3)0.28326 (14)0.06632 (3)0.01350 (13)
Ba40.21400 (2)0.25730 (17)0.04902 (3)0.01424 (12)
Y0.07103 (4)0.2860 (2)0.71796 (5)0.0104 (2)
Zr10.12902 (4)0.2856 (2)0.41414 (5)0.0092 (2)
Zr20.11525 (4)0.2449 (2)0.74857 (5)0.00930 (18)
Zr30.37125 (4)0.2491 (2)0.59028 (4)0.00955 (18)
F10.0573 (2)0.2660 (16)0.5076 (3)0.0191 (11)
F20.2946 (4)0.0022 (13)0.5842 (5)0.018 (2)
F30.1693 (4)0.0204 (13)0.4816 (5)0.0165 (19)
F40.1698 (4)0.5196 (14)0.4953 (5)0.0168 (19)
F50.2994 (4)0.5145 (13)0.5890 (5)0.019 (2)
F60.3308 (3)0.2123 (14)0.7045 (3)0.0226 (17)
F70.3435 (3)0.2771 (19)0.4718 (3)0.0259 (14)
F80.1592 (4)0.0392 (13)0.6639 (5)0.0213 (19)
F90.0954 (3)0.3063 (15)0.8651 (3)0.0307 (18)
F100.1419 (4)0.5182 (12)0.6739 (5)0.022 (2)
F110.0421 (3)0.0824 (11)0.3754 (3)0.0176 (14)
F120.1598 (3)0.0175 (11)0.3359 (3)0.0186 (14)
F130.0303 (3)0.4801 (11)0.7528 (4)0.0189 (15)
F140.4509 (4)0.4257 (13)0.5380 (4)0.0306 (17)
F150.0689 (3)0.6130 (12)0.4079 (3)0.0240 (15)
F160.2079 (3)0.3373 (12)0.7902 (3)0.0286 (18)
F170.1134 (3)0.4026 (11)0.2973 (3)0.0204 (14)
F180.0311 (3)0.0651 (12)0.6993 (4)0.0236 (16)
F190.4505 (3)0.1041 (11)0.6657 (3)0.0194 (14)
F200.1312 (3)0.0892 (12)0.8013 (4)0.0287 (16)
F210.4176 (4)0.0447 (12)0.5312 (4)0.0276 (17)
F220.2235 (3)0.3816 (12)0.3724 (4)0.0277 (17)
F230.4081 (3)0.5416 (11)0.6753 (4)0.0203 (15)
Atomic displacement parameters (Å2) top
U11U22U33U12U13U23
Ba10.0139 (3)0.0175 (3)0.0113 (2)0.0025 (4)0.0011 (2)0.0004 (4)
Ba20.0145 (3)0.0174 (3)0.0140 (3)0.0013 (4)0.0005 (2)0.0007 (4)
Ba30.0120 (2)0.0167 (3)0.0119 (2)0.0012 (4)0.0010 (2)0.0002 (3)
Ba40.0138 (3)0.0169 (3)0.0121 (3)0.0011 (5)0.0018 (2)0.0012 (4)
Y0.0092 (4)0.0131 (6)0.0088 (4)0.0007 (5)0.0000 (3)0.0008 (6)
Zr10.0079 (4)0.0108 (5)0.0090 (4)0.0002 (5)0.0009 (3)0.0005 (5)
Zr20.0082 (4)0.0116 (5)0.0080 (4)0.0007 (6)0.0004 (3)0.0003 (6)
Zr30.0113 (4)0.0101 (5)0.0073 (4)0.0003 (6)0.0005 (3)0.0007 (6)
F10.018 (3)0.023 (3)0.016 (2)0.003 (5)0.005 (2)0.001 (4)
F20.024 (5)0.021 (4)0.008 (5)0.008 (3)0.005 (4)0.005 (3)
F30.013 (4)0.014 (4)0.022 (5)0.006 (3)0.005 (3)0.004 (3)
F40.020 (5)0.013 (4)0.017 (4)0.001 (3)0.003 (3)0.007 (3)
F50.020 (5)0.017 (4)0.020 (5)0.005 (3)0.001 (4)0.002 (3)
F60.018 (3)0.039 (5)0.011 (3)0.007 (3)0.000 (2)0.000 (3)
F70.027 (3)0.040 (4)0.010 (3)0.007 (5)0.003 (2)0.001 (5)
F80.025 (4)0.021 (4)0.018 (4)0.005 (3)0.001 (3)0.003 (3)
F90.026 (3)0.053 (5)0.013 (3)0.018 (4)0.001 (2)0.000 (4)
F100.029 (5)0.019 (4)0.019 (5)0.004 (3)0.001 (4)0.010 (3)
F110.008 (3)0.022 (3)0.022 (4)0.001 (3)0.003 (3)0.008 (3)
F120.013 (3)0.019 (3)0.023 (4)0.001 (3)0.003 (3)0.006 (3)
F130.010 (3)0.017 (3)0.030 (4)0.001 (3)0.005 (3)0.002 (3)
F140.035 (4)0.037 (4)0.020 (4)0.020 (3)0.008 (3)0.003 (3)
F150.031 (4)0.029 (4)0.013 (3)0.012 (3)0.001 (3)0.004 (3)
F160.015 (3)0.047 (5)0.024 (3)0.013 (3)0.013 (3)0.011 (3)
F170.030 (4)0.018 (3)0.013 (3)0.009 (3)0.004 (3)0.002 (3)
F180.015 (3)0.023 (4)0.032 (4)0.004 (3)0.003 (3)0.012 (3)
F190.025 (4)0.018 (3)0.015 (3)0.009 (3)0.002 (3)0.001 (3)
F200.043 (4)0.020 (4)0.024 (4)0.000 (3)0.002 (3)0.008 (3)
F210.032 (4)0.033 (4)0.018 (4)0.019 (3)0.006 (3)0.008 (3)
F220.019 (3)0.043 (4)0.021 (3)0.012 (3)0.007 (3)0.012 (3)
F230.023 (4)0.016 (4)0.022 (4)0.003 (3)0.000 (3)0.002 (3)
Geometric parameters (Å, º) top
Ba1—F5i2.660 (8)Ba4—F16vii2.795 (6)
Ba1—F222.726 (6)Ba4—F7i2.848 (9)
Ba1—F2ii2.740 (8)Ba4—F7ii3.043 (10)
Ba1—F8ii2.772 (8)Ba4—F21ii3.108 (7)
Ba1—F16i2.776 (6)Ba4—Zr3ii3.9423 (16)
Ba1—F6ii2.814 (7)Ba4—Zr2vii3.9753 (16)
Ba1—F10i2.836 (8)Y—F17v2.245 (6)
Ba1—F172.839 (6)Y—F12iv2.234 (6)
Ba1—F122.864 (6)Y—F19viii2.264 (6)
Ba1—F20ii3.104 (7)Y—F132.320 (6)
Ba1—F23i3.102 (6)Y—F23viii2.328 (6)
Ba1—F6i3.181 (7)Y—F11iv2.334 (6)
Ba2—F14i2.572 (7)Y—F182.349 (6)
Ba2—F14iii2.656 (7)Y—F15v2.354 (6)
Ba2—F19ii2.680 (6)Y—F6viii2.370 (5)
Ba2—F20iv2.724 (6)Y—Zr3viii3.4848 (17)
Ba2—F21ii2.753 (6)Y—Zr23.6889 (19)
Ba2—F9v2.761 (7)Y—Zr1v3.7043 (18)
Ba2—F7iii2.823 (5)Zr1—F32.002 (8)
Ba2—F13v2.843 (6)Zr1—F42.042 (8)
Ba2—F23i2.879 (6)Zr1—F222.048 (6)
Ba2—F21iii2.996 (7)Zr1—F152.126 (6)
Ba2—Zr3iii3.8689 (15)Zr1—F172.125 (6)
Ba2—Zr2iv4.0580 (16)Zr1—F112.130 (6)
Ba3—F4i2.664 (8)Zr1—F12.134 (4)
Ba3—F11vi2.692 (6)Zr1—F122.201 (6)
Ba3—F10i2.696 (8)Zr2—F162.012 (5)
Ba3—F3ii2.703 (8)Zr2—F82.020 (8)
Ba3—F8ii2.748 (8)Zr2—F102.022 (7)
Ba3—F1ii2.810 (8)Zr2—F202.041 (6)
Ba3—F1vi2.850 (5)Zr2—F92.063 (5)
Ba3—F18ii2.862 (6)Zr2—F182.089 (6)
Ba3—F15i2.871 (6)Zr2—F132.093 (6)
Ba3—F1i2.984 (8)Zr3—F52.007 (7)
Ba3—Zr1i3.9031 (16)Zr3—F22.025 (7)
Ba3—Zr1ii3.9206 (16)Zr3—F142.035 (6)
Ba4—F2ii2.634 (8)Zr3—F212.089 (6)
Ba4—F4i2.719 (8)Zr3—F72.110 (5)
Ba4—F5i2.720 (9)Zr3—F62.123 (5)
Ba4—F22i2.725 (6)Zr3—F192.166 (6)
Ba4—F3ii2.739 (8)Zr3—F232.268 (6)
Ba4—F9vii2.761 (5)
F5i—Ba1—F22156.3 (2)F18—Y—Zr3viii112.04 (17)
F5i—Ba1—F2ii57.83 (15)F15v—Y—Zr3viii148.19 (15)
F22—Ba1—F2ii132.3 (2)F6viii—Y—Zr3viii36.64 (12)
F5i—Ba1—F8ii99.5 (2)F17v—Y—Zr2109.02 (16)
F22—Ba1—F8ii104.1 (2)F12iv—Y—Zr2148.78 (15)
F2ii—Ba1—F8ii65.7 (2)F19viii—Y—Zr270.40 (16)
F5i—Ba1—F16i94.9 (2)F13—Y—Zr231.41 (15)
F22—Ba1—F16i79.67 (19)F23viii—Y—Zr295.54 (16)
F2ii—Ba1—F16i147.79 (19)F11iv—Y—Zr284.23 (14)
F8ii—Ba1—F16i107.3 (2)F18—Y—Zr231.61 (15)
F5i—Ba1—F6ii103.51 (19)F15v—Y—Zr295.10 (15)
F22—Ba1—F6ii79.75 (18)F6viii—Y—Zr2135.27 (13)
F2ii—Ba1—F6ii52.81 (18)Zr3viii—Y—Zr2100.50 (3)
F8ii—Ba1—F6ii79.03 (19)F17v—Y—Zr1v31.06 (15)
F16i—Ba1—F6ii159.38 (16)F12iv—Y—Zr1v81.66 (16)
F5i—Ba1—F10i76.6 (2)F19viii—Y—Zr1v106.28 (17)
F22—Ba1—F10i116.6 (2)F13—Y—Zr1v138.48 (16)
F2ii—Ba1—F10i99.1 (2)F23viii—Y—Zr1v149.27 (16)
F8ii—Ba1—F10i60.79 (18)F11iv—Y—Zr1v98.84 (16)
F16i—Ba1—F10i54.52 (19)F18—Y—Zr1v78.87 (15)
F6ii—Ba1—F10i138.85 (18)F15v—Y—Zr1v32.28 (15)
F5i—Ba1—F17109.1 (2)F6viii—Y—Zr1v88.45 (16)
F22—Ba1—F1753.63 (17)Zr3viii—Y—Zr1v115.91 (4)
F2ii—Ba1—F1794.8 (2)Zr2—Y—Zr1v110.23 (4)
F8ii—Ba1—F17128.7 (2)F3—Zr1—F483.9 (2)
F16i—Ba1—F17111.49 (16)F3—Zr1—F2291.6 (3)
F6ii—Ba1—F1753.71 (16)F4—Zr1—F2274.3 (3)
F10i—Ba1—F17165.85 (19)F3—Zr1—F15147.3 (3)
F5i—Ba1—F12102.7 (2)F4—Zr1—F1574.7 (3)
F22—Ba1—F1254.59 (18)F22—Zr1—F15105.8 (3)
F2ii—Ba1—F12137.0 (2)F3—Zr1—F17144.5 (3)
F8ii—Ba1—F12155.1 (2)F4—Zr1—F17121.1 (3)
F16i—Ba1—F1259.87 (16)F22—Zr1—F1774.0 (2)
F6ii—Ba1—F12106.26 (16)F15—Zr1—F1768.0 (2)
F10i—Ba1—F12113.91 (19)F3—Zr1—F1197.3 (3)
F17—Ba1—F1252.68 (17)F4—Zr1—F11147.5 (3)
F5i—Ba1—F20ii136.5 (2)F22—Zr1—F11137.9 (2)
F22—Ba1—F20ii63.82 (17)F15—Zr1—F1188.3 (3)
F2ii—Ba1—F20ii115.0 (2)F17—Zr1—F1175.1 (2)
F8ii—Ba1—F20ii50.4 (2)F3—Zr1—F177.8 (3)
F16i—Ba1—F20ii71.49 (18)F4—Zr1—F177.0 (3)
F6ii—Ba1—F20ii100.25 (16)F22—Zr1—F1150.3 (2)
F10i—Ba1—F20ii61.7 (2)F15—Zr1—F173.5 (3)
F17—Ba1—F20ii114.40 (17)F17—Zr1—F1129.1 (2)
F12—Ba1—F20ii104.94 (17)F11—Zr1—F171.6 (2)
F5i—Ba1—F23i52.9 (2)F3—Zr1—F1273.4 (3)
F22—Ba1—F23i105.03 (16)F4—Zr1—F12140.3 (3)
F2ii—Ba1—F23i77.5 (2)F22—Zr1—F1274.2 (2)
F8ii—Ba1—F23i142.7 (2)F15—Zr1—F12137.6 (2)
F16i—Ba1—F23i100.43 (17)F17—Zr1—F1271.6 (2)
F6ii—Ba1—F23i83.77 (16)F11—Zr1—F1269.2 (2)
F10i—Ba1—F23i122.66 (19)F1—Zr1—F12127.0 (3)
F17—Ba1—F23i58.02 (17)F3—Zr1—Yiv174.6 (2)
F12—Ba1—F23i61.91 (17)F4—Zr1—Yiv94.9 (2)
F20ii—Ba1—F23i166.83 (16)F22—Zr1—Yiv82.99 (19)
F5i—Ba1—F6i52.81 (19)F15—Zr1—Yiv36.25 (16)
F22—Ba1—F6i106.52 (16)F17—Zr1—Yiv33.03 (16)
F2ii—Ba1—F6i107.05 (18)F11—Zr1—Yiv86.55 (17)
F8ii—Ba1—F6i141.90 (18)F1—Zr1—Yiv107.2 (2)
F16i—Ba1—F6i57.74 (17)F12—Zr1—Yiv104.60 (17)
F6ii—Ba1—F6i128.29 (18)F3—Zr1—Yv87.4 (2)
F10i—Ba1—F6i85.24 (17)F4—Zr1—Yv171.1 (2)
F17—Ba1—F6i88.18 (16)F22—Zr1—Yv104.29 (17)
F12—Ba1—F6i52.56 (15)F15—Zr1—Yv113.88 (17)
F20ii—Ba1—F6i129.16 (15)F17—Zr1—Yv66.05 (17)
F23i—Ba1—F6i44.64 (14)F11—Zr1—Yv35.80 (15)
F14i—Ba2—F14iii85.81 (15)F1—Zr1—Yv102.9 (2)
F14i—Ba2—F19ii108.6 (2)F12—Zr1—Yv33.73 (15)
F14iii—Ba2—F19ii100.65 (19)Yiv—Zr1—Yv93.58 (4)
F14i—Ba2—F20iv156.6 (2)F3—Zr1—Ba3ix102.5 (2)
F14iii—Ba2—F20iv108.6 (2)F4—Zr1—Ba3ix39.5 (2)
F19ii—Ba2—F20iv87.25 (19)F22—Zr1—Ba3ix108.24 (18)
F14i—Ba2—F21ii66.8 (3)F15—Zr1—Ba3ix46.08 (16)
F14iii—Ba2—F21ii63.3 (2)F17—Zr1—Ba3ix112.76 (16)
F19ii—Ba2—F21ii55.42 (18)F11—Zr1—Ba3ix109.81 (15)
F20iv—Ba2—F21ii136.0 (2)F1—Zr1—Ba3ix49.2 (2)
F14i—Ba2—F9v77.6 (2)F12—Zr1—Ba3ix175.37 (17)
F14iii—Ba2—F9v114.72 (18)Yiv—Zr1—Ba3ix79.73 (4)
F19ii—Ba2—F9v144.55 (17)Yv—Zr1—Ba3ix145.60 (3)
F20iv—Ba2—F9v79.61 (19)F3—Zr1—Ba3x39.7 (2)
F21ii—Ba2—F9v144.3 (2)F4—Zr1—Ba3x94.7 (2)
F14i—Ba2—F7iii111.1 (2)F22—Zr1—Ba3x131.29 (19)
F14iii—Ba2—F7iii54.68 (19)F15—Zr1—Ba3x116.98 (17)
F19ii—Ba2—F7iii130.2 (2)F17—Zr1—Ba3x142.57 (17)
F20iv—Ba2—F7iii66.77 (18)F11—Zr1—Ba3x68.20 (17)
F21ii—Ba2—F7iii117.7 (2)F1—Zr1—Ba3x44.0 (2)
F9v—Ba2—F7iii73.8 (2)F12—Zr1—Ba3x88.23 (17)
F14i—Ba2—F13v92.7 (2)Yiv—Zr1—Ba3x145.72 (3)
F14iii—Ba2—F13v167.35 (18)Yv—Zr1—Ba3x79.55 (4)
F19ii—Ba2—F13v91.75 (18)Ba3ix—Zr1—Ba3x87.23 (4)
F20iv—Ba2—F13v69.17 (18)F16—Zr2—F890.5 (3)
F21ii—Ba2—F13v127.41 (18)F16—Zr2—F1079.2 (3)
F9v—Ba2—F13v52.81 (16)F8—Zr2—F1080.5 (3)
F7iii—Ba2—F13v114.81 (18)F16—Zr2—F2085.6 (3)
F14i—Ba2—F23i56.11 (18)F8—Zr2—F2076.6 (3)
F14iii—Ba2—F23i130.7 (2)F10—Zr2—F20152.4 (3)
F19ii—Ba2—F23i68.97 (19)F16—Zr2—F977.6 (2)
F20iv—Ba2—F23i118.43 (19)F8—Zr2—F9149.9 (3)
F21ii—Ba2—F23i72.6 (2)F10—Zr2—F9123.1 (3)
F9v—Ba2—F23i88.60 (18)F20—Zr2—F975.0 (3)
F7iii—Ba2—F23i160.7 (2)F16—Zr2—F18165.7 (3)
F13v—Ba2—F23i56.51 (17)F8—Zr2—F1877.8 (3)
F14i—Ba2—F21iii60.7 (2)F10—Zr2—F18106.6 (3)
F14iii—Ba2—F21iii54.92 (19)F20—Zr2—F1883.7 (3)
F19ii—Ba2—F21iii152.02 (18)F9—Zr2—F18108.6 (3)
F20iv—Ba2—F21iii112.02 (19)F16—Zr2—F13123.6 (3)
F21ii—Ba2—F21iii97.93 (14)F8—Zr2—F13134.1 (3)
F9v—Ba2—F21iii62.04 (17)F10—Zr2—F1377.5 (3)
F7iii—Ba2—F21iii50.4 (2)F20—Zr2—F13129.9 (3)
F13v—Ba2—F21iii113.61 (18)F9—Zr2—F1373.7 (3)
F23i—Ba2—F21iii114.47 (17)F18—Zr2—F1370.7 (2)
F14i—Ba2—Zr3iii85.43 (14)F16—Zr2—Y157.8 (2)
F14iii—Ba2—Zr3iii29.54 (14)F8—Zr2—Y110.5 (2)
F19ii—Ba2—Zr3iii128.74 (13)F10—Zr2—Y96.9 (2)
F20iv—Ba2—Zr3iii98.09 (14)F20—Zr2—Y105.49 (19)
F21ii—Ba2—Zr3iii90.29 (14)F9—Zr2—Y86.71 (15)
F9v—Ba2—Zr3iii85.93 (11)F18—Zr2—Y36.11 (17)
F7iii—Ba2—Zr3iii32.20 (10)F13—Zr2—Y35.28 (16)
F13v—Ba2—Zr3iii137.83 (12)F16—Zr2—Ba4xi41.19 (17)
F23i—Ba2—Zr3iii141.38 (12)F8—Zr2—Ba4xi115.5 (2)
F21iii—Ba2—Zr3iii32.36 (12)F10—Zr2—Ba4xi114.6 (2)
F14i—Ba2—Zr2iv165.51 (15)F20—Zr2—Ba4xi63.47 (18)
F14iii—Ba2—Zr2iv105.59 (17)F9—Zr2—Ba4xi40.70 (15)
F19ii—Ba2—Zr2iv61.07 (14)F18—Zr2—Ba4xi138.1 (2)
F20iv—Ba2—Zr2iv26.87 (13)F13—Zr2—Ba4xi110.19 (18)
F21ii—Ba2—Zr2iv109.98 (14)Y—Zr2—Ba4xi127.12 (3)
F9v—Ba2—Zr2iv104.78 (13)F16—Zr2—Ba1x63.09 (19)
F7iii—Ba2—Zr2iv83.13 (15)F8—Zr2—Ba1x39.8 (2)
F13v—Ba2—Zr2iv78.14 (13)F10—Zr2—Ba1x102.6 (2)
F23i—Ba2—Zr2iv109.44 (12)F20—Zr2—Ba1x49.76 (19)
F21iii—Ba2—Zr2iv133.22 (13)F9—Zr2—Ba1x111.45 (18)
Zr3iii—Ba2—Zr2iv108.92 (3)F18—Zr2—Ba1x102.63 (18)
F4i—Ba3—F11vi123.3 (2)F13—Zr2—Ba1x172.93 (17)
F4i—Ba3—F10i71.0 (3)Y—Zr2—Ba1x138.44 (4)
F11vi—Ba3—F10i87.1 (2)Ba4xi—Zr2—Ba1x76.28 (3)
F4i—Ba3—F3ii60.74 (15)F16—Zr2—Ba1ix38.78 (18)
F11vi—Ba3—F3ii166.9 (2)F8—Zr2—Ba1ix88.4 (2)
F10i—Ba3—F3ii105.7 (2)F10—Zr2—Ba1ix40.8 (2)
F4i—Ba3—F8ii96.4 (2)F20—Zr2—Ba1ix122.65 (19)
F11vi—Ba3—F8ii119.3 (2)F9—Zr2—Ba1ix98.5 (2)
F10i—Ba3—F8ii62.82 (17)F18—Zr2—Ba1ix146.8 (2)
F3ii—Ba3—F8ii70.3 (3)F13—Zr2—Ba1ix99.97 (17)
F4i—Ba3—F1ii114.1 (2)Y—Zr2—Ba1ix131.36 (4)
F11vi—Ba3—F1ii114.52 (15)Ba4xi—Zr2—Ba1ix75.08 (3)
F10i—Ba3—F1ii142.38 (19)Ba1x—Zr2—Ba1ix84.27 (4)
F3ii—Ba3—F1ii56.23 (18)F16—Zr2—Ba2v108.59 (17)
F8ii—Ba3—F1ii79.59 (19)F8—Zr2—Ba2v105.1 (2)
F4i—Ba3—F1vi114.5 (2)F10—Zr2—Ba2v170.1 (2)
F11vi—Ba3—F1vi53.39 (17)F20—Zr2—Ba2v37.09 (19)
F10i—Ba3—F1vi137.3 (2)F9—Zr2—Ba2v54.9 (2)
F3ii—Ba3—F1vi113.6 (2)F18—Zr2—Ba2v67.4 (2)
F8ii—Ba3—F1vi146.8 (2)F13—Zr2—Ba2v92.82 (18)
F1ii—Ba3—F1vi76.88 (16)Y—Zr2—Ba2v73.56 (3)
F4i—Ba3—F18ii148.5 (2)Ba4xi—Zr2—Ba2v70.73 (3)
F11vi—Ba3—F18ii71.23 (19)Ba1x—Zr2—Ba2v86.64 (4)
F10i—Ba3—F18ii83.1 (2)Ba1ix—Zr2—Ba2v145.79 (2)
F3ii—Ba3—F18ii112.2 (2)F5—Zr3—F287.6 (2)
F8ii—Ba3—F18ii54.7 (2)F5—Zr3—F14101.4 (3)
F1ii—Ba3—F18ii76.22 (17)F2—Zr3—F14149.1 (3)
F1vi—Ba3—F18ii96.67 (17)F5—Zr3—F21147.2 (3)
F4i—Ba3—F15i54.3 (2)F2—Zr3—F2177.7 (3)
F11vi—Ba3—F15i101.48 (17)F14—Zr3—F2179.0 (3)
F10i—Ba3—F15i119.5 (2)F5—Zr3—F776.0 (4)
F3ii—Ba3—F15i70.2 (2)F2—Zr3—F778.9 (3)
F8ii—Ba3—F15i139.0 (2)F14—Zr3—F774.9 (3)
F1ii—Ba3—F15i87.38 (16)F21—Zr3—F772.4 (3)
F1vi—Ba3—F15i62.77 (16)F5—Zr3—F679.4 (3)
F18ii—Ba3—F15i156.48 (17)F2—Zr3—F673.1 (3)
F4i—Ba3—F1i54.47 (18)F14—Zr3—F6137.4 (3)
F11vi—Ba3—F1i70.28 (16)F21—Zr3—F6122.6 (3)
F10i—Ba3—F1i77.64 (19)F7—Zr3—F6143.2 (2)
F3ii—Ba3—F1i109.46 (18)F5—Zr3—F19140.0 (3)
F8ii—Ba3—F1i137.65 (18)F2—Zr3—F19108.6 (3)
F1ii—Ba3—F1i137.33 (17)F14—Zr3—F1983.4 (3)
F1vi—Ba3—F1i74.16 (16)F21—Zr3—F1972.9 (2)
F18ii—Ba3—F1i137.46 (17)F7—Zr3—F19141.8 (2)
F15i—Ba3—F1i51.53 (16)F6—Zr3—F1971.4 (2)
F4i—Ba3—Zr1i29.15 (17)F5—Zr3—F2374.5 (3)
F11vi—Ba3—Zr1i101.91 (14)F2—Zr3—F23137.3 (3)
F10i—Ba3—Zr1i87.28 (17)F14—Zr3—F2373.4 (2)
F3ii—Ba3—Zr1i76.71 (17)F21—Zr3—F23134.6 (2)
F8ii—Ba3—Zr1i125.55 (16)F7—Zr3—F23130.7 (3)
F1ii—Ba3—Zr1i115.39 (11)F6—Zr3—F2365.8 (2)
F1vi—Ba3—Zr1i86.03 (14)F19—Zr3—F2368.8 (2)
F18ii—Ba3—Zr1i168.37 (14)F5—Zr3—Yxii101.3 (3)
F15i—Ba3—Zr1i32.23 (12)F2—Zr3—Yxii109.1 (2)
F1i—Ba3—Zr1i32.77 (9)F14—Zr3—Yxii98.11 (19)
F4i—Ba3—Zr1ii82.30 (18)F21—Zr3—Yxii111.17 (18)
F11vi—Ba3—Zr1ii139.43 (12)F7—Zr3—Yxii171.6 (3)
F10i—Ba3—Zr1ii133.11 (16)F6—Zr3—Yxii41.79 (14)
F3ii—Ba3—Zr1ii28.26 (16)F19—Zr3—Yxii39.14 (15)
F8ii—Ba3—Zr1ii83.50 (17)F23—Zr3—Yxii41.34 (16)
F1ii—Ba3—Zr1ii31.86 (9)F5—Zr3—Ba2vi110.3 (3)
F1vi—Ba3—Zr1ii88.63 (14)F2—Zr3—Ba2vi109.1 (2)
F18ii—Ba3—Zr1ii104.10 (14)F14—Zr3—Ba2vi40.06 (19)
F15i—Ba3—Zr1ii66.33 (13)F21—Zr3—Ba2vi50.17 (19)
F1i—Ba3—Zr1ii116.80 (10)F7—Zr3—Ba2vi45.47 (14)
Zr1i—Ba3—Zr1ii87.23 (4)F6—Zr3—Ba2vi169.97 (17)
F2ii—Ba4—F4i92.5 (2)F19—Zr3—Ba2vi98.79 (16)
F2ii—Ba4—F5i58.36 (15)F23—Zr3—Ba2vi113.40 (16)
F4i—Ba4—F5i67.0 (3)Yxii—Zr3—Ba2vi130.65 (4)
F2ii—Ba4—F22i145.5 (2)F5—Zr3—Ba4x100.2 (2)
F4i—Ba4—F22i54.0 (2)F2—Zr3—Ba4x37.3 (2)
F5i—Ba4—F22i96.6 (2)F14—Zr3—Ba4x111.86 (19)
F2ii—Ba4—F3ii68.4 (3)F21—Zr3—Ba4x51.55 (19)
F4i—Ba4—F3ii59.63 (15)F7—Zr3—Ba4x49.8 (3)
F5i—Ba4—F3ii99.4 (2)F6—Zr3—Ba4x109.81 (18)
F22i—Ba4—F3ii96.1 (2)F19—Zr3—Ba4x114.96 (17)
F2ii—Ba4—F9vii111.3 (2)F23—Zr3—Ba4x173.49 (16)
F4i—Ba4—F9vii153.7 (2)Yxii—Zr3—Ba4x138.44 (4)
F5i—Ba4—F9vii115.5 (2)Ba2vi—Zr3—Ba4x71.82 (3)
F22i—Ba4—F9vii100.61 (19)F5—Zr3—Ba4ix38.1 (3)
F3ii—Ba4—F9vii138.8 (2)F2—Zr3—Ba4ix96.9 (2)
F2ii—Ba4—F16vii141.1 (2)F14—Zr3—Ba4ix74.6 (2)
F4i—Ba4—F16vii112.6 (2)F21—Zr3—Ba4ix114.28 (18)
F5i—Ba4—F16vii158.4 (2)F7—Zr3—Ba4ix43.0 (3)
F22i—Ba4—F16vii69.25 (19)F6—Zr3—Ba4ix117.40 (18)
F3ii—Ba4—F16vii98.3 (2)F19—Zr3—Ba4ix154.53 (17)
F9vii—Ba4—F16vii54.72 (16)F23—Zr3—Ba4ix92.30 (16)
F2ii—Ba4—F7i108.3 (2)Yxii—Zr3—Ba4ix131.29 (4)
F4i—Ba4—F7i82.3 (2)Ba2vi—Zr3—Ba4ix72.39 (3)
F5i—Ba4—F7i54.14 (19)Ba4x—Zr3—Ba4ix85.58 (3)
F22i—Ba4—F7i64.03 (19)Zr1—F1—Ba3x104.1 (3)
F3ii—Ba4—F7i141.0 (2)Zr1—F1—Ba3iii104.58 (17)
F9vii—Ba4—F7i79.8 (2)Ba3x—F1—Ba3iii106.7 (2)
F16vii—Ba4—F7i104.33 (16)Zr1—F1—Ba3ix98.0 (3)
F2ii—Ba4—F7ii54.58 (19)Ba3x—F1—Ba3ix137.33 (17)
F4i—Ba4—F7ii135.34 (19)Ba3iii—F1—Ba3ix102.2 (2)
F5i—Ba4—F7ii107.85 (19)Zr3—F2—Ba4x115.0 (3)
F22i—Ba4—F7ii155.48 (17)Zr3—F2—Ba1x115.9 (4)
F3ii—Ba4—F7ii78.9 (2)Ba4x—F2—Ba1x118.8 (3)
F9vii—Ba4—F7ii70.4 (2)Zr1—F3—Ba3x112.0 (3)
F16vii—Ba4—F7ii87.57 (16)Zr1—F3—Ba4x126.0 (4)
F7i—Ba4—F7ii132.71 (18)Ba3x—F3—Ba4x116.0 (3)
F2ii—Ba4—F21ii52.7 (2)Zr1—F4—Ba3ix111.4 (3)
F4i—Ba4—F21ii136.9 (2)Zr1—F4—Ba4ix115.3 (3)
F5i—Ba4—F21ii72.5 (2)Ba3ix—F4—Ba4ix118.0 (3)
F22i—Ba4—F21ii147.85 (18)Zr3—F5—Ba1ix120.4 (4)
F3ii—Ba4—F21ii115.3 (2)Zr3—F5—Ba4ix114.9 (4)
F9vii—Ba4—F21ii60.53 (17)Ba1ix—F5—Ba4ix118.6 (3)
F16vii—Ba4—F21ii110.43 (17)Zr3—F6—Yxii101.6 (2)
F7i—Ba4—F21ii86.01 (17)Zr3—F6—Ba1x109.7 (3)
F7ii—Ba4—F21ii47.56 (16)Yxii—F6—Ba1x117.7 (3)
F2ii—Ba4—Zr3ii27.76 (16)Zr3—F6—Ba1ix98.0 (2)
F4i—Ba4—Zr3ii120.13 (17)Yxii—F6—Ba1ix97.2 (2)
F5i—Ba4—Zr3ii75.85 (16)Ba1x—F6—Ba1ix128.29 (18)
F22i—Ba4—Zr3ii172.28 (14)Zr3—F7—Ba2vi102.33 (19)
F3ii—Ba4—Zr3ii83.53 (17)Zr3—F7—Ba4ix106.7 (3)
F9vii—Ba4—Zr3ii84.49 (14)Ba2vi—F7—Ba4ix110.2 (3)
F16vii—Ba4—Zr3ii118.46 (14)Zr3—F7—Ba4x98.2 (3)
F7i—Ba4—Zr3ii111.70 (12)Ba2vi—F7—Ba4x102.6 (3)
F7ii—Ba4—Zr3ii32.00 (9)Ba4ix—F7—Ba4x132.72 (18)
F21ii—Ba4—Zr3ii31.75 (11)Zr2—F8—Ba3x117.0 (3)
F2ii—Ba4—Zr2vii137.36 (16)Zr2—F8—Ba1x112.4 (3)
F4i—Ba4—Zr2vii129.99 (17)Ba3x—F8—Ba1x112.8 (2)
F5i—Ba4—Zr2vii134.91 (16)Zr2—F9—Ba4xi110.1 (2)
F22i—Ba4—Zr2vii76.90 (12)Zr2—F9—Ba2iv114.3 (3)
F3ii—Ba4—Zr2vii125.54 (18)Ba4xi—F9—Ba2iv112.2 (2)
F9vii—Ba4—Zr2vii29.16 (11)Zr2—F10—Ba3ix133.8 (4)
F16vii—Ba4—Zr2vii28.29 (11)Zr2—F10—Ba1ix111.5 (3)
F7i—Ba4—Zr2vii84.39 (10)Ba3ix—F10—Ba1ix112.4 (2)
F7ii—Ba4—Zr2vii86.47 (9)Zr1—F11—Yv111.9 (2)
F21ii—Ba4—Zr2vii89.45 (12)Zr1—F11—Ba3iii110.2 (2)
Zr3ii—Ba4—Zr2vii109.61 (3)Yv—F11—Ba3iii137.2 (2)
F17v—Y—F12iv95.9 (2)Zr1—F12—Yv113.1 (2)
F17v—Y—F19viii76.8 (2)Zr1—F12—Ba1101.0 (2)
F12iv—Y—F19viii135.6 (2)Yv—F12—Ba1110.3 (2)
F17v—Y—F13139.6 (2)Zr2—F13—Y113.3 (3)
F12iv—Y—F13123.8 (2)Zr2—F13—Ba2iv110.2 (2)
F19viii—Y—F1379.0 (2)Y—F13—Ba2iv116.3 (2)
F17v—Y—F23viii125.0 (2)Zr3—F14—Ba2ix125.1 (3)
F12iv—Y—F23viii84.7 (2)Zr3—F14—Ba2vi110.4 (3)
F19viii—Y—F23viii66.2 (2)Ba2ix—F14—Ba2vi124.3 (2)
F13—Y—F23viii71.3 (2)Zr1—F15—Yiv111.5 (2)
F17v—Y—F11iv129.9 (2)Zr1—F15—Ba3ix101.7 (2)
F12iv—Y—F11iv65.1 (2)Yiv—F15—Ba3ix137.9 (3)
F19viii—Y—F11iv149.0 (2)Zr2—F16—Ba1ix114.2 (2)
F13—Y—F11iv70.2 (2)Zr2—F16—Ba4xi110.5 (2)
F23viii—Y—F11iv100.2 (2)Ba1ix—F16—Ba4xi122.5 (2)
F17v—Y—F1880.2 (2)Zr1—F17—Yiv115.9 (3)
F12iv—Y—F18147.7 (2)Zr1—F17—Ba1103.7 (2)
F19viii—Y—F1875.0 (2)Yiv—F17—Ba1121.4 (2)
F13—Y—F1862.5 (2)Zr2—F18—Y112.3 (3)
F23viii—Y—F18123.8 (2)Zr2—F18—Ba3x110.1 (3)
F11iv—Y—F1892.8 (2)Y—F18—Ba3x128.5 (3)
F17v—Y—F15v62.2 (2)Zr3—F19—Yxii103.7 (2)
F12iv—Y—F15v79.8 (2)Zr3—F19—Ba2x115.7 (2)
F19viii—Y—F15v129.3 (2)Yxii—F19—Ba2x139.9 (3)
F13—Y—F15v113.6 (2)Zr2—F20—Ba2v116.0 (3)
F23viii—Y—F15v163.7 (2)Zr2—F20—Ba1x100.1 (2)
F11iv—Y—F15v68.7 (2)Ba2v—F20—Ba1x143.2 (2)
F18—Y—F15v70.0 (2)Zr3—F21—Ba2x115.6 (3)
F17v—Y—F6viii67.1 (2)Zr3—F21—Ba2vi97.5 (2)
F12iv—Y—F6viii71.5 (2)Ba2x—F21—Ba2vi106.9 (2)
F19viii—Y—F6viii65.3 (2)Zr3—F21—Ba4x96.7 (2)
F13—Y—F6viii128.5 (2)Ba2x—F21—Ba4x135.7 (2)
F23viii—Y—F6viii61.1 (2)Ba2vi—F21—Ba4x97.26 (18)
F11iv—Y—F6viii134.2 (2)Zr1—F22—Ba4ix114.9 (2)
F18—Y—F6viii132.9 (3)Zr1—F22—Ba1110.0 (2)
F15v—Y—F6viii117.6 (2)Ba4ix—F22—Ba1129.4 (2)
F17v—Y—Zr3viii86.42 (15)Zr3—F23—Yxii98.6 (2)
F12iv—Y—Zr3viii99.54 (15)Zr3—F23—Ba2ix104.8 (2)
F19viii—Y—Zr3viii37.15 (15)Yxii—F23—Ba2ix114.7 (2)
F13—Y—Zr3viii93.38 (17)Zr3—F23—Ba1ix97.1 (2)
F23viii—Y—Zr3viii40.05 (15)Yxii—F23—Ba1ix100.4 (2)
F11iv—Y—Zr3viii140.01 (16)Ba2ix—F23—Ba1ix134.6 (2)
Symmetry codes: (i) x+1/2, y1/2, z1/2; (ii) x+1/2, y+1/2, z1/2; (iii) x1/2, y, z+1/2; (iv) x, y+1/2, z+1; (v) x, y1/2, z+1; (vi) x+1/2, y, z+1/2; (vii) x, y, z1; (viii) x1/2, y, z+3/2; (ix) x+1/2, y+1/2, z+1/2; (x) x+1/2, y1/2, z+1/2; (xi) x, y, z+1; (xii) x+1/2, y, z+3/2.
Unit-cell parameters of Ba4Y(Ln)Zr3F23 phases (Ln = Yb, Er and Nd) top
Y19.564 (8)5.397 (2)17.161 (7)
Yb19.711 (10)5.457 (3)17.083 (8)
Er19.731 (12)5.463 (3)17.124 (10)
Nd19.755 (12)5.477 (3)17.085 (10)
Comparison of the geometric features of the ZrF8 dodecahedra in Ba4Y(Ln)Zr3F23, γ- and α-ZrF4 and in ideal dodecahedra (the F–F edge lengths are calculated as multiples of the mean Zr—F distance in Å) top
Zr1Zr3γ-ZrF4α-ZrF4Ideal dodecahedron (rigid spheres model)Most favourable dodecahedron (Hoard & Silverton, 1963)
a1.2211.1571.1861.1681.1991.17
m1.1731.2021.1681.1551.1991.17
g1.2271.2241.2501.2491.1991.24
b1.4641.4191.4251.4441.4991.49
θ(A)37.234.634.935.236.935.2
θ(B)71.372.375.074.969.573.5
M–A/M–B1.021.041.051.031.001.03
Bond valence sums for Ba, Y and Zr cations top
Ba1Ba2Ba3Ba4YZr1Zr2Zr3
2.082.182.041.993.024.074.064.09
 

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