| Literature DB >> 21578985 |
Zuoliang Liu1, Guochun Zhang, Jianxiu Zhang, Peizhen Fu, Yicheng Wu.
Abstract
In the title compound, K(9)Al(3)(PO(4))(6), the anionic substructure is built of inter-linked [PO(4)] and [AlO(4)] tetra-hedra. Each O atom of the [AlO(4)] tetra-hedron is common to a positionally different [PO(4)] tetra-hedron; thus, each [AlO(4)] tetra-hedron is surrounded by four positionally different [PO(4)] tetra-hedra. On the other hand, each [PO(4)] tetra-hedron shares its two O atoms with two positionally different [AlO(4)] tetra-hedra; the other two phosphate O atoms are terminal ones coordinated by K atoms. The terminal O atoms are usually closer to the K atoms than the bridging O atoms between the [AlO(4)] and [PO(4)] tetra-hedra. There are nine symmetry-independent K atoms in the structure. The coordination numbers of the K atoms are 6 or 7 or 8 up to a distance of 3.31 Å. There are channels in the anionic substructure oriented along the [10] direction that are filled by K atoms.Entities:
Year: 2010 PMID: 21578985 PMCID: PMC2979140 DOI: 10.1107/S160053681001305X
Source DB: PubMed Journal: Acta Crystallogr Sect E Struct Rep Online ISSN: 1600-5368
| K9Al3(PO4)6 | |
| Monoclinic, | Mo |
| Hall symbol: -P 2ybc | Cell parameters from 11243 reflections |
| θ = 1.5–36.1° | |
| µ = 2.02 mm−1 | |
| β = 100.56 (3)° | Block, colorless |
| 0.26 × 0.20 × 0.18 mm | |
| Bruker SMART 1000 diffractometer | 11751 independent reflections |
| Radiation source: rotating anode | 10169 reflections with |
| confocal | |
| Detector resolution: 7.31 pixels mm-1 | θmax = 36.4°, θmin = 2.0° |
| ω and φ scans | |
| Absorption correction: numerical ( | |
| 35263 measured reflections |
| Refinement on | Primary atom site location: structure-invariant direct methods |
| Least-squares matrix: full | Secondary atom site location: difference Fourier map |
| (Δ/σ)max = 0.002 | |
| Δρmax = 0.54 e Å−3 | |
| 11751 reflections | Δρmin = −0.52 e Å−3 |
| 380 parameters | Extinction correction: |
| 0 restraints | Extinction coefficient: 0.0094 (3) |
| 0 constraints |
| 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. Refinement of |
| P1 | 0.298252 (13) | 0.34947 (3) | 0.33480 (2) | 0.00581 (5) | |
| P2 | 0.533853 (13) | 0.58644 (3) | 0.36009 (2) | 0.00594 (5) | |
| P3 | 0.187195 (13) | 0.57954 (3) | 0.69175 (2) | 0.00569 (5) | |
| P4 | −0.043493 (13) | 0.14690 (3) | 0.10689 (2) | 0.00566 (5) | |
| P5 | 0.356473 (13) | 0.65268 (3) | 0.99111 (2) | 0.00556 (5) | |
| P6 | 0.134551 (13) | 0.14154 (3) | 0.50989 (2) | 0.00546 (5) | |
| Al1 | 0.089399 (16) | 0.07540 (3) | 0.02839 (2) | 0.00532 (6) | |
| Al2 | 0.248584 (16) | 0.06371 (3) | 0.38928 (2) | 0.00494 (6) | |
| Al3 | 0.404521 (16) | 0.56335 (3) | 0.44487 (2) | 0.00506 (6) | |
| O1 | 0.30136 (4) | 0.20134 (8) | 0.37989 (6) | 0.01040 (14) | |
| O2 | 0.30827 (5) | 0.34641 (8) | 0.22768 (6) | 0.01385 (16) | |
| O3 | 0.23519 (4) | 0.41939 (8) | 0.35084 (7) | 0.01469 (16) | |
| O4 | 0.36066 (5) | 0.41798 (8) | 0.40128 (7) | 0.01553 (18) | |
| O5 | 0.57090 (4) | 0.71131 (8) | 0.40329 (6) | 0.01132 (15) | |
| O6 | 0.54290 (4) | 0.54825 (8) | 0.25534 (6) | 0.00961 (14) | |
| O7 | 0.45662 (4) | 0.60301 (9) | 0.35924 (6) | 0.01063 (14) | |
| O8 | 0.55470 (4) | 0.45990 (7) | 0.43131 (6) | 0.00885 (14) | |
| O9 | 0.24384 (4) | 0.56940 (8) | 0.63432 (6) | 0.01142 (15) | |
| O10 | 0.11777 (4) | 0.54245 (7) | 0.62321 (6) | 0.00823 (14) | |
| O11 | 0.17814 (4) | 0.71622 (8) | 0.73771 (6) | 0.01017 (14) | |
| O12 | 0.19385 (4) | 0.46544 (8) | 0.77559 (6) | 0.00888 (14) | |
| O13 | −0.09231 (4) | 0.25724 (7) | 0.06586 (6) | 0.00840 (13) | |
| O14 | 0.01158 (4) | 0.14074 (7) | 0.03954 (6) | 0.00818 (14) | |
| O15 | −0.07987 (4) | 0.00350 (7) | 0.09080 (6) | 0.00757 (13) | |
| O16 | −0.01117 (4) | 0.16378 (8) | 0.21565 (6) | 0.01014 (14) | |
| O17 | 0.34118 (4) | 0.65873 (8) | 1.09580 (6) | 0.01213 (15) | |
| O18 | 0.35063 (4) | 0.79852 (7) | 0.94185 (6) | 0.00881 (14) | |
| O19 | 0.42285 (4) | 0.58847 (8) | 0.98471 (7) | 0.01214 (15) | |
| O20 | 0.29847 (4) | 0.57812 (8) | 0.91867 (6) | 0.01111 (15) | |
| O21 | 0.20437 (4) | 0.09364 (8) | 0.48639 (6) | 0.00835 (13) | |
| O22 | 0.11949 (4) | 0.05905 (7) | 0.59700 (6) | 0.00888 (14) | |
| O23 | 0.14854 (4) | 0.29353 (7) | 0.54464 (6) | 0.00891 (14) | |
| O24 | 0.08212 (4) | 0.14116 (8) | 0.41564 (6) | 0.01017 (14) | |
| K1 | 0.287854 (12) | 0.17131 (2) | 0.079146 (18) | 0.00949 (4) | |
| K2 | 0.420108 (12) | 0.44811 (2) | 0.178588 (19) | 0.01038 (4) | |
| K3 | 0.233669 (12) | 0.57239 (2) | 0.160286 (19) | 0.01005 (4) | |
| K4 | 0.551481 (12) | 0.66477 (2) | 0.075535 (18) | 0.00984 (4) | |
| K5 | 0.370503 (13) | 0.84243 (2) | 0.243608 (19) | 0.01203 (5) | |
| K6 | 0.054431 (12) | 0.67635 (2) | 0.106782 (18) | 0.00886 (4) | |
| K7 | 0.213027 (11) | 0.66267 (2) | 0.427477 (18) | 0.00950 (4) | |
| K8 | 0.058558 (12) | 0.93957 (2) | 0.292875 (18) | 0.01007 (4) | |
| K9 | 0.116931 (12) | 0.29859 (2) | 0.266699 (19) | 0.01164 (5) |
| P1 | 0.00581 (11) | 0.00550 (10) | 0.00599 (12) | −0.00069 (8) | 0.00070 (9) | −0.00048 (8) |
| P2 | 0.00578 (11) | 0.00678 (10) | 0.00535 (11) | 0.00080 (8) | 0.00123 (9) | 0.00050 (8) |
| P3 | 0.00625 (11) | 0.00554 (10) | 0.00511 (11) | −0.00021 (8) | 0.00058 (9) | 0.00017 (8) |
| P4 | 0.00518 (11) | 0.00625 (10) | 0.00552 (11) | −0.00004 (8) | 0.00088 (8) | −0.00072 (8) |
| P5 | 0.00535 (11) | 0.00497 (10) | 0.00632 (12) | −0.00068 (8) | 0.00096 (9) | −0.00019 (8) |
| P6 | 0.00536 (11) | 0.00549 (10) | 0.00549 (11) | 0.00029 (8) | 0.00088 (8) | 0.00015 (8) |
| Al1 | 0.00504 (13) | 0.00500 (12) | 0.00582 (14) | −0.00004 (9) | 0.00069 (11) | −0.00028 (10) |
| Al2 | 0.00504 (13) | 0.00437 (12) | 0.00522 (14) | 0.00060 (9) | 0.00042 (10) | −0.00012 (10) |
| Al3 | 0.00478 (13) | 0.00426 (12) | 0.00582 (14) | 0.00029 (9) | 0.00011 (10) | −0.00015 (10) |
| O1 | 0.0108 (3) | 0.0065 (3) | 0.0133 (4) | −0.0026 (2) | 0.0007 (3) | 0.0015 (3) |
| O2 | 0.0213 (4) | 0.0131 (4) | 0.0086 (4) | 0.0002 (3) | 0.0065 (3) | 0.0005 (3) |
| O3 | 0.0110 (4) | 0.0129 (4) | 0.0217 (5) | 0.0031 (3) | 0.0072 (3) | −0.0006 (3) |
| O4 | 0.0157 (4) | 0.0068 (3) | 0.0195 (4) | −0.0029 (3) | −0.0091 (3) | 0.0002 (3) |
| O5 | 0.0147 (4) | 0.0073 (3) | 0.0115 (4) | −0.0024 (3) | 0.0013 (3) | 0.0000 (3) |
| O6 | 0.0100 (3) | 0.0133 (3) | 0.0060 (3) | 0.0015 (3) | 0.0026 (3) | −0.0003 (3) |
| O7 | 0.0071 (3) | 0.0172 (4) | 0.0079 (4) | 0.0033 (3) | 0.0023 (3) | 0.0021 (3) |
| O8 | 0.0114 (3) | 0.0071 (3) | 0.0071 (3) | 0.0011 (2) | −0.0006 (3) | 0.0011 (3) |
| O9 | 0.0096 (3) | 0.0145 (4) | 0.0112 (4) | −0.0004 (3) | 0.0045 (3) | −0.0001 (3) |
| O10 | 0.0077 (3) | 0.0085 (3) | 0.0073 (3) | 0.0005 (2) | −0.0018 (3) | −0.0011 (3) |
| O11 | 0.0130 (4) | 0.0069 (3) | 0.0100 (4) | 0.0001 (3) | 0.0004 (3) | −0.0022 (3) |
| O12 | 0.0094 (3) | 0.0087 (3) | 0.0073 (3) | −0.0019 (2) | −0.0016 (3) | 0.0030 (3) |
| O13 | 0.0081 (3) | 0.0079 (3) | 0.0094 (3) | 0.0018 (2) | 0.0020 (3) | 0.0008 (3) |
| O14 | 0.0064 (3) | 0.0083 (3) | 0.0108 (4) | 0.0005 (2) | 0.0042 (3) | 0.0004 (3) |
| O15 | 0.0091 (3) | 0.0068 (3) | 0.0072 (3) | −0.0023 (2) | 0.0026 (3) | −0.0008 (2) |
| O16 | 0.0112 (4) | 0.0116 (3) | 0.0069 (4) | 0.0002 (3) | −0.0004 (3) | −0.0022 (3) |
| O17 | 0.0165 (4) | 0.0117 (3) | 0.0093 (4) | −0.0007 (3) | 0.0054 (3) | 0.0000 (3) |
| O18 | 0.0083 (3) | 0.0057 (3) | 0.0119 (4) | −0.0020 (2) | 0.0005 (3) | 0.0018 (3) |
| O19 | 0.0080 (3) | 0.0113 (3) | 0.0175 (4) | 0.0025 (3) | 0.0033 (3) | 0.0004 (3) |
| O20 | 0.0107 (3) | 0.0078 (3) | 0.0130 (4) | −0.0045 (3) | −0.0027 (3) | 0.0008 (3) |
| O21 | 0.0077 (3) | 0.0107 (3) | 0.0070 (3) | 0.0023 (2) | 0.0022 (3) | 0.0001 (3) |
| O22 | 0.0101 (3) | 0.0092 (3) | 0.0078 (3) | −0.0004 (2) | 0.0028 (3) | 0.0015 (3) |
| O23 | 0.0072 (3) | 0.0051 (3) | 0.0139 (4) | 0.0009 (2) | 0.0006 (3) | −0.0007 (3) |
| O24 | 0.0083 (3) | 0.0133 (3) | 0.0079 (4) | 0.0006 (3) | −0.0011 (3) | −0.0007 (3) |
| K1 | 0.00909 (9) | 0.00962 (9) | 0.00989 (10) | −0.00004 (7) | 0.00210 (8) | 0.00004 (7) |
| K2 | 0.01006 (9) | 0.00876 (9) | 0.01141 (11) | −0.00028 (7) | −0.00044 (8) | −0.00135 (8) |
| K3 | 0.00859 (9) | 0.00980 (9) | 0.01165 (11) | −0.00057 (7) | 0.00156 (8) | −0.00163 (8) |
| K4 | 0.01018 (9) | 0.01036 (9) | 0.00913 (10) | −0.00115 (7) | 0.00219 (8) | 0.00072 (7) |
| K5 | 0.01415 (11) | 0.01086 (10) | 0.01155 (11) | −0.00281 (7) | 0.00362 (8) | −0.00148 (8) |
| K6 | 0.00872 (9) | 0.00997 (9) | 0.00819 (10) | 0.00093 (7) | 0.00236 (7) | 0.00127 (7) |
| K7 | 0.00723 (9) | 0.01039 (9) | 0.01103 (10) | 0.00059 (7) | 0.00207 (8) | 0.00037 (7) |
| K8 | 0.01277 (10) | 0.00765 (9) | 0.01026 (10) | 0.00019 (7) | 0.00335 (8) | 0.00097 (7) |
| K9 | 0.01126 (10) | 0.01316 (10) | 0.01026 (10) | −0.00163 (7) | 0.00134 (8) | 0.00316 (8) |
| P1—O2 | 1.4993 (10) | O16—K6ix | 2.7060 (11) |
| P1—O3 | 1.5030 (9) | O16—K8xi | 2.7225 (10) |
| P1—O4 | 1.5645 (10) | O16—K8ix | 2.8730 (10) |
| P1—O1 | 1.5760 (8) | O16—K9 | 2.8864 (10) |
| P2—O5 | 1.5011 (9) | O17—K3xii | 2.6337 (11) |
| P2—O6 | 1.5087 (9) | O17—K5xii | 2.6788 (10) |
| P2—O7 | 1.5734 (9) | O17—K2xii | 2.7296 (10) |
| P2—O8 | 1.5829 (8) | O18—Al3viii | 1.7396 (8) |
| P3—O9 | 1.5036 (10) | O18—K7viii | 2.7891 (10) |
| P3—O11 | 1.5062 (8) | O18—K5viii | 3.1088 (10) |
| P3—O10 | 1.5803 (9) | O19—K4iv | 2.7005 (10) |
| P3—O12 | 1.5831 (8) | O19—K4xii | 2.7761 (11) |
| P4—O13 | 1.5049 (8) | O19—K2xii | 2.9721 (10) |
| P4—O16 | 1.5056 (9) | O19—K5viii | 3.3087 (12) |
| P4—O14 | 1.5667 (9) | O20—Al2vi | 1.7264 (8) |
| P4—O15 | 1.5881 (8) | O20—K7viii | 3.0973 (10) |
| P5—O19 | 1.5043 (9) | O20—K5viii | 3.1013 (12) |
| P5—O17 | 1.5049 (9) | O21—K3vi | 2.8347 (9) |
| P5—O20 | 1.5682 (9) | O21—K1vi | 3.0012 (10) |
| P5—O18 | 1.5767 (8) | O22—K3vi | 2.6539 (10) |
| P6—O24 | 1.5029 (10) | O22—K6vi | 2.6802 (9) |
| P6—O22 | 1.5068 (9) | O22—K9vi | 2.6965 (9) |
| P6—O23 | 1.5770 (8) | O23—Al1vi | 1.7472 (8) |
| P6—O21 | 1.5794 (9) | O23—K1vi | 2.8007 (10) |
| Al1—O14 | 1.7366 (9) | O23—K9vi | 3.3094 (11) |
| Al1—O10i | 1.7457 (9) | O24—K8xi | 2.5736 (9) |
| Al1—O23i | 1.7472 (8) | O24—K9 | 2.7337 (10) |
| Al1—O15ii | 1.7671 (9) | O24—K6ix | 2.7531 (10) |
| Al2—O20i | 1.7264 (8) | K1—O9i | 2.6837 (10) |
| Al2—O1 | 1.7449 (9) | K1—O23i | 2.8007 (10) |
| Al2—O21 | 1.7457 (10) | K1—O5v | 2.8591 (11) |
| Al2—O12i | 1.7472 (10) | K1—O21i | 3.0012 (10) |
| Al3—O4 | 1.7295 (9) | K1—O1i | 3.0286 (10) |
| Al3—O18iii | 1.7396 (8) | K1—O4i | 3.1684 (13) |
| Al3—O8iv | 1.7411 (10) | K1—O3i | 3.2026 (12) |
| Al3—O7 | 1.7490 (10) | K2—O5v | 2.5994 (9) |
| O1—K4v | 2.9576 (11) | K2—O17xiii | 2.7296 (10) |
| O1—K1vi | 3.0286 (10) | K2—O19xiii | 2.9721 (10) |
| O2—K1 | 2.6202 (10) | K3—O17xiii | 2.6337 (11) |
| O2—K2 | 2.6725 (11) | K3—O22i | 2.6539 (10) |
| O2—K3 | 2.7486 (10) | K3—O11iii | 2.6683 (9) |
| O3—K7 | 2.6779 (10) | K3—O21i | 2.8347 (9) |
| O3—K9 | 2.7316 (11) | K4—O19iv | 2.7005 (10) |
| O3—K3 | 2.9790 (11) | K4—O5iii | 2.7205 (10) |
| O3—K1vi | 3.2026 (12) | K4—O19xiii | 2.7761 (11) |
| O4—K4v | 3.0451 (10) | K4—O1vii | 2.9576 (11) |
| O4—K1vi | 3.1684 (13) | K4—O4vii | 3.0451 (10) |
| O5—K2vii | 2.5994 (9) | K5—O6vii | 2.6787 (9) |
| O5—K4viii | 2.7205 (10) | K5—O17xiii | 2.6788 (10) |
| O5—K1vii | 2.8591 (11) | K5—O9iii | 2.8544 (12) |
| O6—K5v | 2.6787 (9) | K5—O20iii | 3.1013 (12) |
| O6—K2 | 2.7029 (11) | K5—O18iii | 3.1088 (10) |
| O6—K4 | 2.7219 (9) | K5—O8vii | 3.2476 (11) |
| O7—K2 | 2.8587 (10) | K5—O19iii | 3.3087 (12) |
| O7—K5 | 3.1685 (10) | K6—O13x | 2.6690 (10) |
| O8—Al3iv | 1.7411 (10) | K6—O22i | 2.6803 (9) |
| O8—K5v | 3.2476 (11) | K6—O16xiv | 2.7060 (11) |
| O9—K1vi | 2.6837 (10) | K6—O24xiv | 2.7531 (10) |
| O9—K5viii | 2.8544 (12) | K6—O14x | 2.8235 (10) |
| O9—K7 | 2.9005 (11) | K6—O11iii | 2.9867 (12) |
| O10—Al1vi | 1.7457 (9) | K6—O10iii | 3.0404 (9) |
| O10—K8viii | 2.7834 (11) | K7—O13xiv | 2.6369 (9) |
| O10—K6viii | 3.0404 (9) | K7—O18iii | 2.7891 (10) |
| O11—K3viii | 2.6683 (9) | K7—O11iii | 2.7995 (10) |
| O11—K7viii | 2.7995 (10) | K7—O15xiv | 3.0928 (10) |
| O11—K6viii | 2.9867 (12) | K7—O20iii | 3.0973 (10) |
| O11—K8viii | 3.0747 (10) | K8—O24xv | 2.5736 (9) |
| O12—Al2vi | 1.7472 (10) | K8—O13xiv | 2.6179 (9) |
| O12—K8viii | 2.9492 (10) | K8—O16xv | 2.7225 (10) |
| O12—K9vi | 3.0206 (9) | K8—O10iii | 2.7834 (11) |
| O13—K8ix | 2.6179 (9) | K8—O16xiv | 2.8730 (10) |
| O13—K7ix | 2.6369 (9) | K8—O12iii | 2.9492 (10) |
| O13—K6x | 2.6690 (10) | K8—O11iii | 3.0747 (10) |
| O14—K6x | 2.8235 (10) | K9—O22i | 2.6965 (9) |
| O15—Al1ii | 1.7671 (9) | K9—O15xiv | 2.9782 (9) |
| O15—K9ix | 2.9782 (9) | K9—O12i | 3.0206 (9) |
| O15—K7ix | 3.0928 (10) | K9—O23i | 3.3094 (11) |
| O2—P1—O3 | 114.74 (6) | O6—K4—O1vii | 95.55 (4) |
| O2—P1—O4 | 108.96 (6) | O19xiii—K4—O1vii | 162.75 (3) |
| O3—P1—O4 | 109.93 (5) | O19iv—K4—O4vii | 130.06 (3) |
| O2—P1—O1 | 110.62 (5) | O5iii—K4—O4vii | 63.12 (3) |
| O3—P1—O1 | 109.99 (5) | O6—K4—O4vii | 112.61 (3) |
| O4—P1—O1 | 101.83 (5) | O19xiii—K4—O4vii | 138.74 (2) |
| O5—P2—O6 | 115.50 (5) | O1vii—K4—O4vii | 47.89 (2) |
| O5—P2—O7 | 110.19 (5) | O6vii—K5—O17xiii | 124.71 (3) |
| O6—P2—O7 | 108.14 (5) | O6vii—K5—O9iii | 107.49 (3) |
| O5—P2—O8 | 110.34 (5) | O17xiii—K5—O9iii | 76.28 (3) |
| O6—P2—O8 | 108.08 (5) | O6vii—K5—O20iii | 101.89 (3) |
| O7—P2—O8 | 103.92 (5) | O17xiii—K5—O20iii | 131.91 (3) |
| O9—P3—O11 | 115.78 (5) | O9iii—K5—O20iii | 79.22 (3) |
| O9—P3—O10 | 111.44 (5) | O6vii—K5—O18iii | 121.40 (3) |
| O11—P3—O10 | 106.55 (4) | O17xiii—K5—O18iii | 107.24 (3) |
| O9—P3—O12 | 110.48 (5) | O9iii—K5—O18iii | 109.57 (3) |
| O11—P3—O12 | 109.75 (5) | O20iii—K5—O18iii | 45.61 (2) |
| O10—P3—O12 | 101.90 (5) | O6vii—K5—O7 | 104.90 (3) |
| O13—P4—O16 | 114.83 (5) | O17xiii—K5—O7 | 83.91 (3) |
| O13—P4—O14 | 107.75 (5) | O9iii—K5—O7 | 147.55 (2) |
| O16—P4—O14 | 110.03 (5) | O20iii—K5—O7 | 96.03 (2) |
| O13—P4—O15 | 109.38 (5) | O18iii—K5—O7 | 52.43 (2) |
| O16—P4—O15 | 109.88 (5) | O6vii—K5—O8vii | 48.81 (2) |
| O14—P4—O15 | 104.43 (4) | O17xiii—K5—O8vii | 76.48 (3) |
| O19—P5—O17 | 114.32 (6) | O9iii—K5—O8vii | 90.66 (3) |
| O19—P5—O20 | 110.19 (5) | O20iii—K5—O8vii | 144.56 (2) |
| O17—P5—O20 | 110.20 (5) | O18iii—K5—O8vii | 159.77 (2) |
| O19—P5—O18 | 110.88 (5) | O7—K5—O8vii | 109.55 (3) |
| O17—P5—O18 | 110.42 (5) | O6vii—K5—O19iii | 75.39 (3) |
| O20—P5—O18 | 99.89 (5) | O17xiii—K5—O19iii | 149.41 (2) |
| O24—P6—O22 | 116.61 (5) | O9iii—K5—O19iii | 122.93 (3) |
| O24—P6—O23 | 108.41 (4) | O20iii—K5—O19iii | 46.16 (2) |
| O22—P6—O23 | 109.19 (5) | O18iii—K5—O19iii | 46.45 (2) |
| O24—P6—O21 | 110.50 (5) | O7—K5—O19iii | 67.55 (3) |
| O22—P6—O21 | 108.33 (5) | O8vii—K5—O19iii | 122.41 (2) |
| O23—P6—O21 | 102.92 (4) | O13x—K6—O22i | 86.84 (3) |
| O14—Al1—O10i | 111.38 (5) | O13x—K6—O16xiv | 168.34 (2) |
| O14—Al1—O23i | 109.29 (4) | O22i—K6—O16xiv | 104.31 (3) |
| O10i—Al1—O23i | 105.73 (4) | O13x—K6—O24xiv | 112.32 (4) |
| O14—Al1—O15ii | 107.00 (5) | O22i—K6—O24xiv | 112.38 (3) |
| O10i—Al1—O15ii | 110.15 (4) | O16xiv—K6—O24xiv | 66.94 (4) |
| O23i—Al1—O15ii | 113.35 (5) | O13x—K6—O14x | 53.63 (3) |
| O20i—Al2—O1 | 107.57 (5) | O22i—K6—O14x | 133.66 (3) |
| O20i—Al2—O21 | 108.87 (4) | O16xiv—K6—O14x | 117.48 (3) |
| O1—Al2—O21 | 109.31 (4) | O24xiv—K6—O14x | 70.39 (3) |
| O20i—Al2—O12i | 108.74 (4) | O13x—K6—O11iii | 94.96 (3) |
| O1—Al2—O12i | 111.28 (4) | O22i—K6—O11iii | 88.10 (3) |
| O21—Al2—O12i | 110.98 (4) | O16xiv—K6—O11iii | 82.20 (3) |
| O4—Al3—O18iii | 110.83 (5) | O24xiv—K6—O11iii | 146.01 (3) |
| O4—Al3—O8iv | 110.07 (4) | O14x—K6—O11iii | 115.41 (3) |
| O18iii—Al3—O8iv | 108.12 (4) | O13x—K6—O10iii | 69.86 (2) |
| O4—Al3—O7 | 107.13 (5) | O22i—K6—O10iii | 125.73 (3) |
| O18iii—Al3—O7 | 105.30 (4) | O16xiv—K6—O10iii | 100.27 (3) |
| O8iv—Al3—O7 | 115.31 (4) | O24xiv—K6—O10iii | 121.72 (2) |
| O2—K1—O9i | 112.37 (3) | O14x—K6—O10iii | 67.14 (3) |
| O2—K1—O23i | 93.41 (4) | O11iii—K6—O10iii | 48.47 (2) |
| O9i—K1—O23i | 77.18 (3) | O13xiv—K7—O3 | 123.45 (3) |
| O2—K1—O5v | 80.25 (4) | O13xiv—K7—O18iii | 150.88 (2) |
| O9i—K1—O5v | 118.54 (3) | O3—K7—O18iii | 84.97 (3) |
| O23i—K1—O5v | 164.26 (2) | O13xiv—K7—O11iii | 78.51 (4) |
| O2—K1—O21i | 79.16 (3) | O3—K7—O11iii | 93.31 (3) |
| O9i—K1—O21i | 127.19 (3) | O18iii—K7—O11iii | 95.01 (4) |
| O23i—K1—O21i | 50.22 (2) | O13xiv—K7—O9 | 96.66 (4) |
| O5v—K1—O21i | 114.15 (3) | O3—K7—O9 | 93.94 (3) |
| O2—K1—O1i | 112.50 (3) | O18iii—K7—O9 | 86.56 (4) |
| O9i—K1—O1i | 134.51 (3) | O11iii—K7—O9 | 172.69 (2) |
| O23i—K1—O1i | 93.09 (4) | O13xiv—K7—O15xiv | 51.54 (2) |
| O5v—K1—O1i | 76.36 (4) | O3—K7—O15xiv | 73.92 (3) |
| O21i—K1—O1i | 56.35 (3) | O18iii—K7—O15xiv | 157.43 (2) |
| O2—K1—O4i | 137.20 (3) | O11iii—K7—O15xiv | 94.11 (3) |
| O9i—K1—O4i | 101.05 (3) | O9—K7—O15xiv | 87.00 (3) |
| O23i—K1—O4i | 120.30 (3) | O13xiv—K7—O20iii | 103.94 (3) |
| O5v—K1—O4i | 60.10 (3) | O3—K7—O20iii | 125.85 (3) |
| O21i—K1—O4i | 101.67 (3) | O18iii—K7—O20iii | 47.93 (2) |
| O1i—K1—O4i | 46.26 (2) | O11iii—K7—O20iii | 70.36 (3) |
| O2—K1—O3i | 154.13 (3) | O9—K7—O20iii | 105.91 (3) |
| O9i—K1—O3i | 87.31 (3) | O15xiv—K7—O20iii | 154.20 (2) |
| O23i—K1—O3i | 74.07 (4) | O24xv—K8—O13xiv | 93.69 (3) |
| O5v—K1—O3i | 105.70 (4) | O24xv—K8—O16xv | 69.23 (3) |
| O21i—K1—O3i | 75.45 (3) | O13xiv—K8—O16xv | 151.96 (3) |
| O1i—K1—O3i | 47.66 (2) | O24xv—K8—O10iii | 115.18 (3) |
| O4i—K1—O3i | 46.44 (3) | O13xiv—K8—O10iii | 123.38 (3) |
| O5v—K2—O2 | 84.23 (3) | O16xv—K8—O10iii | 84.54 (3) |
| O5v—K2—O6 | 110.99 (3) | O24xv—K8—O16xiv | 140.75 (3) |
| O2—K2—O6 | 143.69 (3) | O13xiv—K8—O16xiv | 54.79 (3) |
| O5v—K2—O17xiii | 125.94 (3) | O16xv—K8—O16xiv | 127.063 (19) |
| O2—K2—O17xiii | 85.69 (3) | O10iii—K8—O16xiv | 102.63 (2) |
| O6—K2—O17xiii | 108.13 (3) | O24xv—K8—O12iii | 75.02 (3) |
| O5v—K2—O7 | 144.48 (3) | O13xiv—K8—O12iii | 98.75 (3) |
| O2—K2—O7 | 94.94 (3) | O16xv—K8—O12iii | 97.98 (3) |
| O6—K2—O7 | 53.24 (3) | O10iii—K8—O12iii | 50.65 (3) |
| O17xiii—K2—O7 | 89.24 (3) | O16xiv—K8—O12iii | 127.26 (2) |
| O5v—K2—O19xiii | 91.51 (3) | O24xv—K8—O11iii | 118.61 (3) |
| O2—K2—O19xiii | 123.16 (3) | O13xiv—K8—O11iii | 73.93 (3) |
| O6—K2—O19xiii | 90.25 (3) | O16xv—K8—O11iii | 133.49 (3) |
| O17xiii—K2—O19xiii | 52.44 (3) | O10iii—K8—O11iii | 49.66 (3) |
| O7—K2—O19xiii | 117.53 (3) | O16xiv—K8—O11iii | 78.05 (3) |
| O17xiii—K3—O22i | 141.01 (3) | O12iii—K8—O11iii | 49.56 (2) |
| O17xiii—K3—O11iii | 108.28 (3) | O22i—K9—O3 | 88.63 (4) |
| O22i—K3—O11iii | 95.71 (3) | O22i—K9—O24 | 165.65 (3) |
| O17xiii—K3—O2 | 86.06 (3) | O3—K9—O24 | 105.39 (3) |
| O22i—K3—O2 | 96.21 (3) | O22i—K9—O16 | 101.07 (4) |
| O11iii—K3—O2 | 138.28 (3) | O3—K9—O16 | 169.42 (3) |
| O17xiii—K3—O21i | 88.37 (3) | O24—K9—O16 | 64.73 (3) |
| O22i—K3—O21i | 54.13 (3) | O22i—K9—O15xiv | 104.22 (3) |
| O11iii—K3—O21i | 137.29 (3) | O3—K9—O15xiv | 75.10 (3) |
| O2—K3—O21i | 80.11 (3) | O24—K9—O15xiv | 77.10 (3) |
| O17xiii—K3—O3 | 124.84 (3) | O16—K9—O15xiv | 98.19 (3) |
| O22i—K3—O3 | 84.42 (4) | O22i—K9—O12i | 112.94 (3) |
| O11iii—K3—O3 | 89.56 (3) | O3—K9—O12i | 87.10 (3) |
| O2—K3—O3 | 52.20 (3) | O24—K9—O12i | 71.65 (3) |
| O21i—K3—O3 | 113.19 (3) | O16—K9—O12i | 92.90 (3) |
| O19iv—K4—O5iii | 95.09 (3) | O15xiv—K9—O12i | 138.23 (3) |
| O19iv—K4—O6 | 85.91 (3) | O22i—K9—O23i | 48.17 (2) |
| O5iii—K4—O6 | 175.02 (3) | O3—K9—O23i | 101.27 (3) |
| O19iv—K4—O19xiii | 80.50 (3) | O24—K9—O23i | 129.23 (3) |
| O5iii—K4—O19xiii | 90.82 (4) | O16—K9—O23i | 88.46 (3) |
| O6—K4—O19xiii | 94.15 (4) | O15xiv—K9—O23i | 152.38 (2) |
| O19iv—K4—O1vii | 86.01 (3) | O12i—K9—O23i | 67.43 (2) |
| O5iii—K4—O1vii | 79.67 (4) |
| atom K | coord. number | K—O distances (Å) |
| K1 | 8 | 2.6202 (10)–3.2026 (12) |
| K2 | 7 | 2.5994 (9)–2.9721 (10) |
| K3 | 6 | 2.6337 (11)–2.9790 (11) |
| K4 | 6 | 2.7005 (10)–3.0451 (10) |
| K5 | 8 | 2.6787 (9)–3.3087 (12) |
| K6 | 7 | 2.6690 (10)–3.0404 (9) |
| K7 | 7 | 2.6369 (9)–3.0973 (10) |
| K8 | 7 | 2.5736 (9)–3.0747 (10) |
| K9 | 7 | 2.6965 (9)–3.3094 (11) |
| atom K | K—Oterminal / K—Obridge distances (Å) |
| K1 | 2.6202 (12)–3.2027 (18) / 3.0287 (14)–3.1684 (16) |
| K2 | 2.5994 (12)–2.9722 (14) / 2.8588 (14) |
| K3 | 2.6337 (13)–2.9790 (14) / 2.8348 (13) |
| K4 | 2.7006 (13)–2.7762 (15) / 2.9576 (15)–3.0451 (13) |
| K5 | 2.6787 (11)–3.3088 (19) / 3.1012 (15)–3.2476 (15) |
| K6 | 2.6690 (14)–2.9869 (16) / 2.8236 (13)–3.0405 (13) |
| K7 | 2.6368 (12)–2.9005 (15) / 2.7891 (14)–3.0974 (13) |
| K8 | 2.5737 (12)–3.0747 (13) / 2.9491 (13) |
| K9 | 2.6965 (2)–2.8865 (13) / 2.9783 (12)–3.3095 (16) |
Characterization of K—O coordination spheres; coordination number as well as minimal and maximal distances (Å) within the coordination spheres for each K atom are given
| Atom K | Coordination number | K—O distances |
|---|---|---|
| K1 | 8 | 2.6202 (10)–3.2026 (12) |
| K2 | 7 | 2.5994 (9)–2.9721 (10) |
| K3 | 6 | 2.6337 (11)–2.9790 (11) |
| K4 | 6 | 2.7005 (10)–3.0451 (10) |
| K5 | 8 | 2.6787 (9)–3.3087 (12) |
| K6 | 7 | 2.6690 (10)–3.0404 (9) |
| K7 | 7 | 2.6369 (9)–3.0973 (10) |
| K8 | 7 | 2.5736 (9)–3.0747 (10) |
| K9 | 7 | 2.6965 (9)–3.3094 (11) |
Characterization of K—O coordination spheres; the minimal and maximal K—O distances (Å) for the terminal and bridging O atoms (there is only one bridging oxygen in the coordination spheres of K2, K3, and K8)
| Atom K | K—Oterminal / K—Obridge distances |
|---|---|
| K1 | 2.6202 (12)–3.2027 (18) / 3.0287 (14)–3.1684 (16) |
| K2 | 2.5994 (12)–2.9722 (14) / 2.8588 (14) |
| K3 | 2.6337 (13)–2.9790 (14) / 2.8348 (13) |
| K4 | 2.7006 (13)–2.7762 (15) / 2.9576 (15)–3.0451 (13) |
| K5 | 2.6787 (11)–3.3088 (19) / 3.1012 (15)–3.2476 (15) |
| K6 | 2.6690 (14)–2.9869 (16) / 2.8236 (13)–3.0405 (13) |
| K7 | 2.6368 (12)–2.9005 (15) / 2.7891 (14)–3.0974 (13) |
| K8 | 2.5737 (12)–3.0747 (13) / 2.9491 (13) |
| K9 | 2.6965 (2)–2.8865 (13) / 2.9783 (12)–3.3095 (16) |