Incommensurate modulations of relaxor ferroelectric Ca0.24Ba0.76Nb2O6 (CBN24) and Ca0.31Ba0.69Nb2O6 (CBN31)

Authors:

Graetsch, Heribert A.; Pandey, Chandra Shekar; Schreuer, Jurgen; Burianek, Manfred; Muhlberg, Manfred

Journal:

Acta Crystallographica, Section B 70 743-749 (2014)

DOI:

https://doi.org/10.1107/S2052520614011676

B-IncStrDB ID: 9692EcLKMW Entry date: 2014-08-02 Last revision: 2021-12-12

cbn24ort

Chemical data


Structural Formula Sum: Ba0.761 Ca0.239 Nb2 O6 [ Help ]

Formula weight: 395.9 Da [ Help ]

Crystallographic data and experimental details


Crystal system: orthorhombic [ Help ]

Superspace group name: X2mm(00γ)000 [ Help ]

Symmetry operations of the superspace group: [ Help ]

Operation code Operation in algebraic form
1 x1,x2,x3,x4
2 x1,-x2,x3,x4
3 x1,x2,-x3,-x4
4 x1,-x2,-x3,-x4
5 x1,x2+1/2,x3+1/2,x4
6 x1,-x2+1/2,x3+1/2,x4
7 x1,x2+1/2,-x3+1/2,-x4
8 x1,-x2+1/2,-x3+1/2,-x4
9 x1+1/2,x2,x3,x4+1/2
10 x1+1/2,-x2,x3,x4+1/2
11 x1+1/2,x2,-x3,-x4+1/2
12 x1+1/2,-x2,-x3,-x4+1/2
13 x1+1/2,x2+1/2,x3+1/2,x4+1/2
14 x1+1/2,-x2+1/2,x3+1/2,x4+1/2
15 x1+1/2,x2+1/2,-x3+1/2,-x4+1/2
16 x1+1/2,-x2+1/2,-x3+1/2,-x4+1/2

a: 7.9429(3) Å [ Help ]

b: 17.6240(5) Å [ Help ]

c: 17.6229(6) Å [ Help ]

α: 90 ° [ Help ]

β: 90 ° [ Help ]

γ: 90 ° [ Help ]

Volume: 2466.95(14) Å3 [ Help ]

Modulation dimension: 1 [ Help ]

Measured independent wave vectors: [ Help ]

Wave vector id q_x q_y q_z
1 0.000000 0.000000 0.663800

Z: 20 [ Help ]

Cell determination reflection Nb.: 10368 [ Help ]

θ(min) for cell determination: 2.91 ° [ Help ]

θ(max) for cell determination: 23.27 ° [ Help ]

Cell measurement temperature: 293 K [ Help ]

μ: 10.754 mm-1 [ Help ]

Absorption correction type: analytical [ Help ]

Absorption correction remarks: CrysAlisPro, Agilent Technologies, Version 1.171.34.49 (release 20-01-2011 CrysAlis171 .NET) (compiled Jan 20 2011,15:58:25) Analytical numeric absorption correction using a multifaceted crystal model based on expressions derived by R.C. Clark & J.S. Reid. (Clark, R. C. & Reid, J. S. (1995). Acta Cryst. A51, 887-897) [ Help ]

Minimum transmission factor: 0.081 [ Help ]

Maximum transmission factor: 0.672 [ Help ]

Refinement details


Total nb. of reflections: 3449 [ Help ]

Nb. of observed reflections: 2633 [ Help ]

Intense reflections threshold: I>3σ(I) [ Help ]

Refinement based on: F [ Help ]

R(obs): 0.0271 [ Help ]

wR(obs): 0.0345 [ Help ]

R(all): 0.0330 [ Help ]

wR(all): 0.0361 [ Help ]

S(all): 1.42 [ Help ]

S(obs): 1.56 [ Help ]

Nb. of reflections: 3449 [ Help ]

Nb. of parameters: 212 [ Help ]

Number of constraints: 45 [ Help ]

Weighting scheme: sigma [ Help ]

Weighting scheme remarks: w=1/(σ2(F)+0.0001F2) [ Help ]

Δ/σ(max): 0.0445 [ Help ]

Δ/σ(mean): 0.0046 [ Help ]

Δρ(max): 1.16 e_Å-3 [ Help ]

Δρ(min): -0.86 e_Å-3 [ Help ]

Extinction method: B-C type 1 Gaussian isotropic (Becker & Coppens, 1974) [ Help ]

Extinction coefficient: 271(9) [ Help ]

Absolute structure remarks: 1605 of Friedel pairs used in the refinement [ Help ]

Flack parameter: 0.47(3) [ Help ]

Structural Information


Average Structure: [ Help ]

Atom site label Atom symbol x y z ADP type Uiso/equiv Symmetry multiplicity Occupancy Coords from (d)iffraction or (c)alculated Coords restraints or constraints Disordered cluster Disordered group
Ba2a Ba 0.23955 0 0.32733(2) Uani 0.01729(14) 8 0.9596(19) d ? ? ?
Ba2b Ba 0.24174(12) 0.171915(19) 0 Uani 0.01627(14) 8 0.9294(19) d ? ? ?
Nb2a Nb -0.00389(13) 0.181810(18) 0.39127(2) Uani 0.00714(12) 16 1 d ? ? ?
Nb2b Nb -0.00462(13) 0.10878(2) 0.181611(19) Uani 0.00707(12) 16 1 d ? ? ?
Nb1a Nb 0.0004(2) 0 0 Uani 0.0062(2) 4 1 d ? ? ?
Nb1b Nb -0.0010(2) 0.5 0 Uani 0.0059(2) 4 1 d ? ? ?
Ca1 Ca 0.2495(6) 0.25 0.25 Uani 0.0117(6) 8 0.532(5) d ? ? ?
O1a O -0.0195(10) 0.2155(2) 0.5 Uani 0.0104(13) 8 1 d ? ? ?
O5a O 0.2253(7) 0.18531(19) 0.38950(20) Uani 0.0288(12) 16 1 d ? ? ?
O5b O -0.2740(6) 0.11246(18) 0.18543(19) Uani 0.0228(12) 16 1 d ? ? ?
O1b O -0.0252(9) 0 0.2143(3) Uani 0.0089(13) 8 1 d ? ? ?
O2a O -0.0346(6) 0.14432(19) 0.28490(18) Uani 0.0223(12) 16 1 d ? ? ?
O3b O -0.0255(6) 0.07503(16) 0.41884(19) Uani 0.0167(10) 16 1 d ? ? ?
O2b O -0.0278(7) 0.21477(17) 0.1461(2) Uani 0.0284(12) 16 1 d ? ? ?
O3a O -0.0280(6) 0.08193(17) 0.07499(18) Uani 0.0152(9) 16 1 d ? ? ?
O4a O 0.2201(11) 0.5 0 Uani 0.019(2) 4 1 d ? ? ?
O4b O 0.2401(14) 0 0 Uani 0.024(2) 4 1 d ? ? ?
Ca2a Ca 0.23955 0 0.32733(2) Uani 0.01729(14) 8 0.0272 d ? ? ?
Ca2b Ca 0.24174(12) 0.171915(19) 0 Uani 0.01627(14) 8 0.0304 d ? ? ?
Ba1 Ba 0.2495(6) 0.25 0.25 Uani 0.0117(6) 8 0.0274 d ? ? ?

ADP components: [ Help ]

Atom site label Atom site symbol U11 U22 U33 U12 U13 U23
Ba2a Ba 0.0113(2) 0.0299(3) 0.0106(2) 0 -0.0026(4) 0
Ba2b Ba 0.0112(2) 0.0088(2) 0.0288(3) -0.0008(4) 0 0
Nb2a Nb 0.0074(2) 0.0057(2) 0.0082(2) -0.0005(4) -0.0014(4) 0.00006(13)
Nb2b Nb 0.0077(2) 0.0078(2) 0.0057(2) -0.0004(4) -0.0009(4) -0.00007(13)
Nb1a Nb 0.0058(4) 0.0060(3) 0.0068(4) 0 0 0
Nb1b Nb 0.0063(4) 0.0063(3) 0.0051(4) 0 0 0
Ca1 Ca 0.0130(11) 0.0115(10) 0.0107(11) 0 0 -0.0023(7)
O1a O 0.019(2) 0.0076(19) 0.004(2) 0.007(3) 0 0
O5a O 0.014(2) 0.054(2) 0.019(2) 0.007(2) -0.001(2) 0.0022(16)
O5b O 0.0111(19) 0.0252(18) 0.032(2) -0.009(2) -0.006(2) -0.0115(14)
O1b O 0.007(2) 0.011(2) 0.009(2) 0 0.003(3) 0
O2a O 0.031(2) 0.0289(19) 0.0070(18) 0.001(2) 0.002(2) -0.0084(15)
O3b O 0.028(2) 0.0055(13) 0.0165(17) -0.007(2) -0.001(2) -0.0032(12)
O2b O 0.046(2) 0.0101(16) 0.029(2) 0.009(2) 0.010(3) 0.0067(16)
O3a O 0.0223(18) 0.0127(14) 0.0106(16) 0.0076(19) 0.000(2) -0.0052(13)
O4a O 0.002(4) 0.032(4) 0.024(4) 0 0 0
O4b O 0.024(4) 0.027(3) 0.021(4) 0 0 0
Ca2a Ca 0.0113(2) 0.0299(3) 0.0106(2) 0 -0.0026(4) 0
Ca2b Ca 0.0112(2) 0.0088(2) 0.0288(3) -0.0008(4) 0 0
Ba1 Ba 0.0130(11) 0.0115(10) 0.0107(11) 0 0 -0.0023(7)

Fourier Wave Vectors (explicit: q_x,q_y,q_z or coefficients: q_1,q_2,...): [ Help ]

Wave vector code q_x q_y q_z
1 0.00000 0.00000 0.66380

Definition of the occupation Fourier series: [ Help ]

Modulation code Atom site label Wave vector code
Ba2ao1 Ba2a 1
Ba2bo1 Ba2b 1
Ca2ao1 Ca2a 1
Ca2bo1 Ca2b 1

Occupation Fourier coefficients: [ Help ]

Modulation code Cosine coefficient Sine coefficient
Ba2ao1 -0.002(2) 0.003(3)
Ba2bo1 0.005(3) 0
Ca2ao1 0.04(4) -0.05(5)
Ca2bo1 -0.28(13) 0

Definition of the displacive (translational) Fourier series: [ Help ]

Modulation code Atom site label Displacement axis Wave vector code
Ba2ax1 Ba2a x 1
Ba2ay1 Ba2a y 1
Ba2az1 Ba2a z 1
Ba2bx1 Ba2b x 1
Ba2by1 Ba2b y 1
Ba2bz1 Ba2b z 1
Nb2ax1 Nb2a x 1
Nb2ay1 Nb2a y 1
Nb2az1 Nb2a z 1
Nb2bx1 Nb2b x 1
Nb2by1 Nb2b y 1
Nb2bz1 Nb2b z 1
Nb1ax1 Nb1a x 1
Nb1ay1 Nb1a y 1
Nb1az1 Nb1a z 1
Nb1bx1 Nb1b x 1
Nb1by1 Nb1b y 1
Nb1bz1 Nb1b z 1
Ca1x1 Ca1 x 1
Ca1y1 Ca1 y 1
Ca1z1 Ca1 z 1
O1ax1 O1a x 1
O1ay1 O1a y 1
O1az1 O1a z 1
O5ax1 O5a x 1
O5ay1 O5a y 1
O5az1 O5a z 1
O5bx1 O5b x 1
O5by1 O5b y 1
O5bz1 O5b z 1
O1bx1 O1b x 1
O1by1 O1b y 1
O1bz1 O1b z 1
O2ax1 O2a x 1
O2ay1 O2a y 1
O2az1 O2a z 1
O3bx1 O3b x 1
O3by1 O3b y 1
O3bz1 O3b z 1
O2bx1 O2b x 1
O2by1 O2b y 1
O2bz1 O2b z 1
O3aax1 O3a x 1
O3aay1 O3a y 1
O3aaz1 O3a z 1
O4aax1 O4a x 1
O4aay1 O4a y 1
O4aaz1 O4a z 1
O4bx1 O4b x 1
O4by1 O4b y 1
O4bz1 O4b z 1
Ca2ax1 Ca2a x 1
Ca2ay1 Ca2a y 1
Ca2az1 Ca2a z 1
Ca2bx1 Ca2b x 1
Ca2by1 Ca2b y 1
Ca2bz1 Ca2b z 1
Ba1x1 Ba1 x 1
Ba1y1 Ba1 y 1
Ba1z1 Ba1 z 1

Displacive (translational) Fourier coefficients: [ Help ]

Modulation code Cosine coefficient Sine coefficient
Ba2ax1 0.00081(9) 0.00016(9)
Ba2ay1 0 0
Ba2az1 -0.00024(3) 0.00099(3)
Ba2bx1 0.00018(10) 0
Ba2by1 -0.00185(3) 0
Ba2bz1 0 0.00655(3)
Nb2ax1 -0.00035(5) 0.00019(5)
Nb2ay1 -0.00098(3) -0.00100(3)
Nb2az1 -0.00048(5) 0.00014(5)
Nb2bx1 0.00100(5) -0.00060(5)
Nb2by1 -0.00034(4) 0.00011(3)
Nb2bz1 0.00152(4) -0.00115(5)
Nb1ax1 -0.00128(11) 0
Nb1ay1 0 0
Nb1az1 0 0.00023(8)
Nb1bx1 0.00016(11) 0
Nb1by1 0 0
Nb1bz1 0 -0.00015(8)
Ca1x1 -0.0005(4) 0
Ca1y1 0 -0.00045(12)
Ca1z1 0 0.00052(13)
O1ax1 0.0150(6) 0
O1ay1 0.0003(4) 0
O1az1 0 -0.0022(5)
O5ax1 -0.0007(7) 0.0004(8)
O5ay1 -0.0113(2) -0.0108(3)
O5az1 -0.0082(2) 0.0036(2)
O5bx1 -0.0004(7) 0.0008(7)
O5by1 0.00589(20) -0.0037(2)
O5bz1 -0.0133(3) 0.0127(2)
O1bx1 -0.0116(5) 0.0065(5)
O1by1 0 0
O1bz1 -0.0019(4) 0.0005(4)
O2ax1 -0.0273(5) 0.0117(5)
O2ay1 -0.0034(3) -0.0008(3)
O2az1 0.0013(3) 0.0001(3)
O3bx1 -0.0077(4) -0.0194(5)
O3by1 0.0001(3) 0.0002(3)
O3bz1 0.0007(4) 0.0016(3)
O2bx1 0.0210(5) -0.0206(5)
O2by1 0.0013(3) -0.0011(3)
O2bz1 0.0042(4) -0.0033(4)
O3aax1 0.0079(4) -0.0244(5)
O3aay1 0.0006(3) -0.0013(3)
O3aaz1 0.0005(3) -0.0006(3)
O4aax1 -0.0001(13) 0
O4aay1 0 0
O4aaz1 0 -0.0130(5)
O4bx1 0.0002(15) 0
O4by1 0 0
O4bz1 0 0.0177(5)
Ca2ax1 0.00081(9) 0.00016(9)
Ca2ay1 0 0
Ca2az1 -0.00024(3) 0.00099(3)
Ca2bx1 0.00018(10) 0
Ca2by1 -0.00185(3) 0
Ca2bz1 0 0.00655(3)
Ba1x1 -0.0005(4) 0
Ba1y1 0 -0.00045(12)
Ba1z1 0 0.00052(13)

Definition of the ADP Fourier series: [ Help ]

Modulation code Atom site label Tensor element Wave vector code
Ba2aU111 Ba2a U11 1
Ba2aU221 Ba2a U22 1
Ba2aU331 Ba2a U33 1
Ba2aU121 Ba2a U12 1
Ba2aU131 Ba2a U13 1
Ba2aU231 Ba2a U23 1
Ba2bU111 Ba2b U11 1
Ba2bU221 Ba2b U22 1
Ba2bU331 Ba2b U33 1
Ba2bU121 Ba2b U12 1
Ba2bU131 Ba2b U13 1
Ba2bU231 Ba2b U23 1
Ca2aU111 Ca2a U11 1
Ca2aU221 Ca2a U22 1
Ca2aU331 Ca2a U33 1
Ca2aU121 Ca2a U12 1
Ca2aU131 Ca2a U13 1
Ca2aU231 Ca2a U23 1
Ca2bU111 Ca2b U11 1
Ca2bU221 Ca2b U22 1
Ca2bU331 Ca2b U33 1
Ca2bU121 Ca2b U12 1
Ca2bU131 Ca2b U13 1
Ca2bU231 Ca2b U23 1

ADP Fourier coefficients: [ Help ]

Modulation code Cosine coefficient Sine coefficient
Ba2aU111 0.0014(3) 0.0010(3)
Ba2aU221 -0.0022(3) 0.0045(3)
Ba2aU331 -0.0006(3) 0.0002(3)
Ba2aU121 0 0
Ba2aU131 0.0000(3) -0.0009(3)
Ba2aU231 0 0
Ba2bU111 -0.0004(3) 0
Ba2bU221 -0.0002(3) 0
Ba2bU331 0.0133(4) 0
Ba2bU121 0.0005(3) 0
Ba2bU131 0 -0.0011(4)
Ba2bU231 0 -0.0043(2)
Ca2aU111 0.0014(3) 0.0010(3)
Ca2aU221 -0.0022(3) 0.0045(3)
Ca2aU331 -0.0006(3) 0.0002(3)
Ca2aU121 0 0
Ca2aU131 0.0000(3) -0.0009(3)
Ca2aU231 0 0
Ca2bU111 -0.0004(3) 0
Ca2bU221 -0.0002(3) 0
Ca2bU331 0.0133(4) 0
Ca2bU121 0.0005(3) 0
Ca2bU131 0 -0.0011(4)
Ca2bU231 0 -0.0043(2)

cbn24tet

Chemical data


Structural Formula Sum: Ba0.761 Ca0.239 Nb2 O6 [ Help ]

Formula weight: 395.9 Da [ Help ]

Crystallographic data and experimental details


Crystal system: tetragonal [ Help ]

Space group name (H-M): X4bm [ Help ]

Symmetry operations of the superspace group: [ Help ]

Operation code Operation in algebraic form
1 x1,x2,x3,x4,x5
2 -x2,x1,x3,-x5,x4
3 -x1+1/2,x2+1/2,x3,x5,x4
4 -x1,-x2,x3,-x4,-x5
5 -x2+1/2,-x1+1/2,x3,-x4,x5
6 x2,-x1,x3,x5,-x4
7 x1+1/2,-x2+1/2,x3,-x5,-x4
8 x2+1/2,x1+1/2,x3,x4,-x5
9 x1,x2,x3+1/2,x4+1/2,x5+1/2
10 -x2,x1,x3+1/2,-x5+1/2,x4+1/2
11 -x1+1/2,x2+1/2,x3+1/2,x5+1/2,x4+1/2
12 -x1,-x2,x3+1/2,-x4+1/2,-x5+1/2
13 -x2+1/2,-x1+1/2,x3+1/2,-x4+1/2,x5+1/2
14 x2,-x1,x3+1/2,x5+1/2,-x4+1/2
15 x1+1/2,-x2+1/2,x3+1/2,-x5+1/2,-x4+1/2
16 x2+1/2,x1+1/2,x3+1/2,x4+1/2,-x5+1/2

a: 12.4476(4) Å [ Help ]

b: 12.4476(4) Å [ Help ]

c: 7.9291(4) Å [ Help ]

α: 90 ° [ Help ]

β: 90 ° [ Help ]

γ: 90 ° [ Help ]

Volume: 1228.56(8) Å3 [ Help ]

Modulation dimension: 2 [ Help ]

Measured independent wave vectors: [ Help ]

Wave vector id q_x q_y q_z
1 0.309425 0.309425 0.000000
2 -0.309425 0.309425 0.000000

Z: 10 [ Help ]

Cell determination reflection Nb.: 14376 [ Help ]

θ(min) for cell determination: 2.83 ° [ Help ]

θ(max) for cell determination: 42.52 ° [ Help ]

Cell measurement temperature: 293 K [ Help ]

μ: 10.829 mm-1 [ Help ]

Absorption correction type: analytical [ Help ]

Absorption correction remarks: CrysAlisPro, Agilent Technologies, Version 1.171.34.49 (release 20-01-2011 CrysAlis171 .NET) (compiled Jan 20 2011,15:58:25) Analytical numeric absorption correction using a multifaceted crystal model based on expressions derived by R.C. Clark & J.S. Reid. (Clark, R. C. & Reid, J. S. (1995). Acta Cryst. A51, 887-897) [ Help ]

Minimum transmission factor: 0.11 [ Help ]

Maximum transmission factor: 0.654 [ Help ]

Refinement details


Total nb. of reflections: 2905 [ Help ]

Nb. of observed reflections: 2299 [ Help ]

Intense reflections threshold: I>3σ(I) [ Help ]

Refinement based on: F [ Help ]

R(obs): 0.0266 [ Help ]

wR(obs): 0.0373 [ Help ]

R(all): 0.0320 [ Help ]

wR(all): 0.0390 [ Help ]

S(all): 1.48 [ Help ]

S(obs): 1.60 [ Help ]

Nb. of reflections: 2905 [ Help ]

Nb. of parameters: 152 [ Help ]

Number of constraints: 3 [ Help ]

Weighting scheme: sigma [ Help ]

Weighting scheme remarks: w=1/(σ2(F)+0.0001F2) [ Help ]

Δ/σ(max): 0.0212 [ Help ]

Δ/σ(mean): 0.0037 [ Help ]

Δρ(max): 0.00 e_Å-3 [ Help ]

Δρ(min): -0.58 e_Å-3 [ Help ]

Extinction method: B-C type 1 Lorentzian isotropic (Becker & Coppens, 1974) [ Help ]

Extinction coefficient: 198(14) [ Help ]

Absolute structure remarks: 1407 of Friedel pairs used in the refinement [ Help ]

Flack parameter: 0.45(3) [ Help ]

Structural Information


Average Structure: [ Help ]

Atom site label Atom symbol x y z ADP type Uiso/equiv Symmetry multiplicity Occupancy Coords from (d)iffraction or (c)alculated Coords restraints or constraints Disordered cluster Disordered group
Ba2 Ba 0.172267(15) 0.672267(15) 0.25 Uani 0.01616(9) 8 0.9382(8) d ? ? ?
Ca1 Ca 0 0 0.2583(6) Uani 0.0105(6) 4 0.524(2) d ? ? ?
Nb1 Nb 0 0.5 0.00929(17) Uani 0.00571(13) 4 1 d ? ? ?
Nb2 Nb 0.07295(2) 0.20951(2) 0.00540(11) Uani 0.00674(10) 16 1 d ? ? ?
O1 O 0.21501(17) 0.28499(17) -0.0113(9) Uani 0.0098(8) 8 1 d ? ? ?
O2 O 0.1401(2) 0.06967(20) -0.0210(6) Uani 0.0236(9) 16 1 d ? ? ?
O3 O -0.00673(18) 0.34333(18) -0.0176(5) Uani 0.0133(7) 16 1 d ? ? ?
O4 O 0 0.5 0.2381(11) Uani 0.0192(12) 4 1 d ? ? ?
O5 O 0.07402(19) 0.2031(2) 0.2350(5) Uani 0.0188(8) 16 1 d ? ? ?
Ca2 Ca 0.172267(15) 0.672267(15) 0.25 Uani 0.01616(9) 8 0.0322 d ? ? ?
Ba1 Ba 0 0 0.2583(6) Uani 0.0105(6) 4 0.0261(16) d ? ? ?

ADP components: [ Help ]

Atom site label Atom site symbol U11 U22 U33 U12 U13 U23
Ba2 Ba 0.01854(15) 0.01854(15) 0.01139(18) -0.00959(11) 0.0005(2) 0.0005(2)
Ca1 Ca 0.0100(8) 0.0100(8) 0.0113(12) 0 0 0
Nb1 Nb 0.00524(18) 0.00524(18) 0.0067(3) -0.00036(19) 0 0
Nb2 Nb 0.00611(17) 0.00623(17) 0.00788(20) 0.00114(9) 0.0003(3) 0.0003(3)
O1 O 0.0077(9) 0.0077(9) 0.0140(19) 0.0024(11) 0.0023(15) -0.0023(15)
O2 O 0.0233(15) 0.0124(13) 0.0350(19) 0.0118(11) -0.0029(17) -0.0065(16)
O3 O 0.0111(11) 0.0108(12) 0.0179(13) 0.0057(8) -0.0055(13) -0.0001(14)
O4 O 0.0222(15) 0.0222(15) 0.013(3) -0.0023(18) 0 0
O5 O 0.0245(14) 0.0196(13) 0.0124(16) -0.0054(10) 0.0044(16) 0.0044(16)
Ca2 Ca 0.01854(15) 0.01854(15) 0.01139(18) -0.00959(11) 0.0005(2) 0.0005(2)
Ba1 Ba 0.0100(8) 0.0100(8) 0.0113(12) 0 0 0

Fourier Wave Vectors (explicit: q_x,q_y,q_z or coefficients: q_1,q_2,...): [ Help ]

Wave vector code q_x q_y q_z
1 0.309425 0.309425 0.000000
2 -0.309425 0.309425 0.000000

Definition of the occupation Fourier series: [ Help ]

Modulation code Atom site label Wave vector code
Ba2o1 Ba2 1
Ba2o2 Ba2 2
Ca2o1 Ca2 1
Ca2o2 Ca2 2

Occupation Fourier coefficients: [ Help ]

Modulation code Cosine coefficient Sine coefficient
Ba2o1 0.0015(18) 0.0015(17)
Ba2o2 0.0032(18) 0
Ca2o1 -0.04(5) -0.04(4)
Ca2o2 -0.08(5) 0

Definition of the displacive (translational) Fourier series: [ Help ]

Modulation code Atom site label Displacement axis Wave vector code
Ba2x1 Ba2 x 1
Ba2y1 Ba2 y 1
Ba2z1 Ba2 z 1
Ba2x2 Ba2 x 2
Ba2y2 Ba2 y 2
Ba2z2 Ba2 z 2
Ca1x1 Ca1 x 1
Ca1y1 Ca1 y 1
Ca1z1 Ca1 z 1
Ca1x2 Ca1 x 2
Ca1y2 Ca1 y 2
Ca1z2 Ca1 z 2
Nb1x1 Nb1 x 1
Nb1y1 Nb1 y 1
Nb1z1 Nb1 z 1
Nb1x2 Nb1 x 2
Nb1y2 Nb1 y 2
Nb1z2 Nb1 z 2
Nb2x1 Nb2 x 1
Nb2y1 Nb2 y 1
Nb2z1 Nb2 z 1
Nb2x2 Nb2 x 2
Nb2y2 Nb2 y 2
Nb2z2 Nb2 z 2
O1x1 O1 x 1
O1y1 O1 y 1
O1z1 O1 z 1
O1x2 O1 x 2
O1y2 O1 y 2
O1z2 O1 z 2
O2x1 O2 x 1
O2y1 O2 y 1
O2z1 O2 z 1
O2x2 O2 x 2
O2y2 O2 y 2
O2z2 O2 z 2
O3x1 O3 x 1
O3y1 O3 y 1
O3z1 O3 z 1
O3x2 O3 x 2
O3y2 O3 y 2
O3z2 O3 z 2
O4x1 O4 x 1
O4y1 O4 y 1
O4z1 O4 z 1
O4x2 O4 x 2
O4y2 O4 y 2
O4z2 O4 z 2
O5x1 O5 x 1
O5y1 O5 y 1
O5z1 O5 z 1
O5x2 O5 x 2
O5y2 O5 y 2
O5z2 O5 z 2
Ca2x1 Ca2 x 1
Ca2y1 Ca2 y 1
Ca2z1 Ca2 z 1
Ca2x2 Ca2 x 2
Ca2y2 Ca2 y 2
Ca2z2 Ca2 z 2
Ba1x1 Ba1 x 1
Ba1y1 Ba1 y 1
Ba1z1 Ba1 z 1
Ba1x2 Ba1 x 2
Ba1y2 Ba1 y 2
Ba1z2 Ba1 z 2

Displacive (translational) Fourier coefficients: [ Help ]

Modulation code Cosine coefficient Sine coefficient
Ba2x1 0.000187(16) 0.000781(17)
Ba2y1 0.000187(16) 0.000781(17)
Ba2z1 0.00064(7) -0.00008(7)
Ba2x2 -0.001552(19) -0.00512(2)
Ba2y2 -0.001552(19) 0.00512(2)
Ba2z2 -0.00006(7) 0
Ca1x1 0 -0.00005(12)
Ca1y1 0 0.00067(12)
Ca1z1 0.0000(3) 0
Ca1x2 0 -0.00067(12)
Ca1y2 0 -0.00005(12)
Ca1z2 0.0000(3) 0
Nb1x1 0 -0.00010(6)
Nb1y1 0 -0.00010(6)
Nb1z1 0.00013(7) 0
Nb1x2 0 -0.00019(6)
Nb1y2 0 0.00019(6)
Nb1z2 -0.00082(7) 0
Nb2x1 -0.00118(4) -0.00064(4)
Nb2y1 0.00042(4) 0.00096(4)
Nb2z1 -0.00029(3) 0.00026(4)
Nb2x2 0.00140(4) 0.00094(4)
Nb2y2 -0.00083(4) -0.00079(4)
Nb2z2 0.00071(4) 0.00047(4)
O1x1 0.0003(3) -0.0010(3)
O1y1 -0.0003(3) -0.0010(3)
O1z1 0.0120(4) 0
O1x2 -0.0012(3) -0.0003(3)
O1y2 0.0012(3) 0.0003(3)
O1z2 -0.0094(4) -0.0053(4)
O2x1 -0.0029(4) -0.0027(4)
O2y1 -0.0017(3) -0.0012(3)
O2z1 0.0146(4) 0.0158(4)
O2x2 0.0046(3) -0.0004(4)
O2y2 0.0023(3) -0.0003(3)
O2z2 -0.0230(4) -0.0113(4)
O3x1 0.0004(3) 0.0013(3)
O3y1 0.0007(3) 0.0010(3)
O3z1 -0.0054(3) -0.0146(3)
O3x2 -0.0007(3) -0.0012(3)
O3y2 -0.0007(3) -0.0009(3)
O3z2 0.0053(3) 0.0189(3)
O4x1 0 -0.0099(3)
O4y1 0 -0.0099(3)
O4z1 -0.0005(11) 0
O4x2 0 -0.0130(3)
O4y2 0 0.0130(3)
O4z2 0.0008(11) 0
O5x1 -0.0154(2) -0.0046(2)
O5y1 0.0020(2) 0.0099(2)
O5z1 -0.0005(5) -0.0001(5)
O5x2 0.0138(2) 0.0130(2)
O5y2 -0.0058(2) -0.0078(2)
O5z2 0.0009(6) 0.0004(5)
Ca2x1 0.000187(16) 0.000781(17)
Ca2y1 0.000187(16) 0.000781(17)
Ca2z1 0.00064(7) -0.00008(7)
Ca2x2 -0.001552(19) -0.00512(2)
Ca2y2 -0.001552(19) 0.00512(2)
Ca2z2 -0.00006(7) 0
Ba1x1 0 -0.00005(12)
Ba1y1 0 0.00067(12)
Ba1z1 0.0000(3) 0
Ba1x2 0 -0.00067(12)
Ba1y2 0 -0.00005(12)
Ba1z2 0.0000(3) 0

Definition of the ADP Fourier series: [ Help ]

Modulation code Atom site label Tensor element Wave vector code
Ba2U111 Ba2 U11 1
Ba2U221 Ba2 U22 1
Ba2U331 Ba2 U33 1
Ba2U121 Ba2 U12 1
Ba2U131 Ba2 U13 1
Ba2U231 Ba2 U23 1
Ba2U112 Ba2 U11 2
Ba2U222 Ba2 U22 2
Ba2U332 Ba2 U33 2
Ba2U122 Ba2 U12 2
Ba2U132 Ba2 U13 2
Ba2U232 Ba2 U23 2
Ca2U111 Ca2 U11 1
Ca2U221 Ca2 U22 1
Ca2U331 Ca2 U33 1
Ca2U121 Ca2 U12 1
Ca2U131 Ca2 U13 1
Ca2U231 Ca2 U23 1
Ca2U112 Ca2 U11 2
Ca2U222 Ca2 U22 2
Ca2U332 Ca2 U33 2
Ca2U122 Ca2 U12 2
Ca2U132 Ca2 U13 2
Ca2U232 Ca2 U23 2

ADP Fourier coefficients: [ Help ]

Modulation code Cosine coefficient Sine coefficient
Ba2U111 -0.00101(14) -0.00182(14)
Ba2U221 -0.00101(14) -0.00182(14)
Ba2U331 0.00118(18) -0.00059(18)
Ba2U121 0.00078(14) 0.00199(14)
Ba2U131 -0.00004(16) -0.00007(15)
Ba2U231 -0.00004(16) -0.00007(15)
Ba2U112 0.00523(14) 0.00394(15)
Ba2U222 0.00523(14) -0.00394(15)
Ba2U332 -0.00039(17) 0
Ba2U122 -0.00498(14) 0
Ba2U132 0.00003(15) -0.0005(2)
Ba2U232 0.00003(15) 0.0005(2)
Ca2U111 -0.00101(14) -0.00182(14)
Ca2U221 -0.00101(14) -0.00182(14)
Ca2U331 0.00118(18) -0.00059(18)
Ca2U121 0.00078(14) 0.00199(14)
Ca2U131 -0.00004(16) -0.00007(15)
Ca2U231 -0.00004(16) -0.00007(15)
Ca2U112 0.00523(14) 0.00394(15)
Ca2U222 0.00523(14) -0.00394(15)
Ca2U332 -0.00039(17) 0
Ca2U122 -0.00498(14) 0
Ca2U132 0.00003(15) -0.0005(2)
Ca2U232 0.00003(15) 0.0005(2)

cbn31

Chemical data


Structural Formula Sum: Ba0.693 Ca0.307 Nb2 O6 [ Help ]

Formula weight: 389.3 Da [ Help ]

Crystallographic data and experimental details


Crystal system: tetragonal [ Help ]

Space group name (H-M): X4bm [ Help ]

Symmetry operations of the superspace group: [ Help ]

Operation code Operation in algebraic form
1 x1,x2,x3,x4,x5
2 -x2,x1,x3,-x5,x4
3 -x1+1/2,x2+1/2,x3,x5,x4
4 -x1,-x2,x3,-x4,-x5
5 -x2+1/2,-x1+1/2,x3,-x4,x5
6 x2,-x1,x3,x5,-x4
7 x1+1/2,-x2+1/2,x3,-x5,-x4
8 x2+1/2,x1+1/2,x3,x4,-x5
9 x1,x2,x3+1/2,x4+1/2,x5+1/2
10 -x2,x1,x3+1/2,-x5+1/2,x4+1/2
11 -x1+1/2,x2+1/2,x3+1/2,x5+1/2,x4+1/2
12 -x1,-x2,x3+1/2,-x4+1/2,-x5+1/2
13 -x2+1/2,-x1+1/2,x3+1/2,-x4+1/2,x5+1/2
14 x2,-x1,x3+1/2,x5+1/2,-x4+1/2
15 x1+1/2,-x2+1/2,x3+1/2,-x5+1/2,-x4+1/2
16 x2+1/2,x1+1/2,x3+1/2,x4+1/2,-x5+1/2

a: 12.4608(5) Å [ Help ]

b: 12.4608(5) Å [ Help ]

c: 7.9185(7) Å [ Help ]

α: 90 ° [ Help ]

β: 90 ° [ Help ]

γ: 90 ° [ Help ]

Volume: 1229.52(13) Å3 [ Help ]

Modulation dimension: 2 [ Help ]

Measured independent wave vectors: [ Help ]

Wave vector id q_x q_y q_z
1 0.294200 0.294200 0.000000
2 -0.294200 0.294200 0.000000

Z: 10 [ Help ]

Cell determination reflection Nb.: 18477 [ Help ]

θ(min) for cell determination: 3.08 ° [ Help ]

θ(max) for cell determination: 36.8 ° [ Help ]

Cell measurement temperature: 293 K [ Help ]

μ: 10.366 mm-1 [ Help ]

Absorption correction type: analytical [ Help ]

Absorption correction remarks: CrysAlisPro, Agilent Technologies, Version 1.171.36.24 (release 03-12-2012 CrysAlis171 .NET) (compiled Dec 3 2012,18:21:49) Analytical numeric absorption correction using a multifaceted crystal model based on expressions derived by R.C. Clark & J.S. Reid. (Clark, R. C. & Reid, J. S. (1995). Acta Cryst. A51, 887-897) [ Help ]

Minimum transmission factor: 0.198 [ Help ]

Maximum transmission factor: 0.556 [ Help ]

Refinement details


Total nb. of reflections: 2905 [ Help ]

Nb. of observed reflections: 2580 [ Help ]

Intense reflections threshold: I>3σ(I) [ Help ]

Refinement based on: F [ Help ]

R(obs): 0.0296 [ Help ]

wR(obs): 0.0459 [ Help ]

R(all): 0.0317 [ Help ]

wR(all): 0.0467 [ Help ]

S(all): 2.02 [ Help ]

S(obs): 2.11 [ Help ]

Nb. of reflections: 2905 [ Help ]

Nb. of parameters: 151 [ Help ]

Weighting scheme: sigma [ Help ]

Weighting scheme remarks: w=1/(σ2(F)+0.0001F2) [ Help ]

Δ/σ(max): 0.0261 [ Help ]

Δ/σ(mean): 0.0021 [ Help ]

Δρ(max): 0.00 e_Å-3 [ Help ]

Δρ(min): -0.66 e_Å-3 [ Help ]

Extinction method: B-C type 1 Lorentzian isotropic (Becker & Coppens, 1974) [ Help ]

Extinction coefficient: 330(20) [ Help ]

Absolute structure remarks: 1406 of Friedel pairs used in the refinement [ Help ]

Flack parameter: 0.47(3) [ Help ]

Structural Information


Average Structure: [ Help ]

Atom site label Atom symbol x y z ADP type Uiso/equiv Symmetry multiplicity Occupancy Coords from (d)iffraction or (c)alculated Coords restraints or constraints Disordered cluster Disordered group
Ba2 Ba 0.172006(17) 0.672006(17) 0.25 Uani 0.01488(11) 8 0.8542 d ? ? ?
Ca1 Ca 0 0 0.2575(6) Uani 0.0105(5) 4 0.5904 d ? ? ?
Nb1 Nb 0 0.5 0.01060(18) Uani 0.00572(15) 4 1 d ? ? ?
Nb2 Nb 0.07330(2) 0.21001(2) 0.00552(12) Uani 0.00671(12) 16 1 d ? ? ?
O1 O 0.21579(18) 0.28421(18) -0.0103(9) Uani 0.0092(8) 8 1 d ? ? ?
O2 O 0.1391(2) 0.0688(2) -0.0208(5) Uani 0.0215(9) 16 1 d ? ? ?
O3 O -0.00672(19) 0.34339(18) -0.0150(5) Uani 0.0142(7) 16 1 d ? ? ?
O4 O 0 0.5 0.2382(11) Uani 0.0179(12) 4 1 d ? ? ?
O5 O 0.07371(18) 0.20251(19) 0.2375(5) Uani 0.0190(8) 16 1 d ? ? ?
Ca2 Ca 0.172006(17) 0.672006(17) 0.25 Uani 0.01488(11) 8 0.0882 d ? ? ?
Ba1 Ba 0 0 0.2575(6) Uani 0.0105(5) 4 0.028 d ? ? ?

ADP components: [ Help ]

Atom site label Atom site symbol U11 U22 U33 U12 U13 U23
Ba2 Ba 0.01669(17) 0.01669(17) 0.0112(2) -0.00931(12) 0.0004(2) 0.0004(2)
Ca1 Ca 0.0092(6) 0.0092(6) 0.0132(11) 0 0 0
Nb1 Nb 0.0054(2) 0.0054(2) 0.0064(3) -0.0004(2) 0 0
Nb2 Nb 0.00595(18) 0.00593(19) 0.0082(2) 0.00098(9) 0.0003(3) -0.0018(3)
O1 O 0.0081(9) 0.0081(9) 0.0114(19) 0.0021(12) -0.0016(16) 0.0016(16)
O2 O 0.0220(15) 0.0121(13) 0.0306(18) 0.0105(11) -0.0041(16) -0.0064(15)
O3 O 0.0125(12) 0.0094(12) 0.0208(14) 0.0048(8) -0.0018(15) -0.0007(15)
O4 O 0.0231(15) 0.0231(15) 0.008(3) 0.0018(18) 0 0
O5 O 0.0213(13) 0.0222(12) 0.0135(17) -0.0034(9) 0.0039(17) -0.0004(17)
Ca2 Ca 0.01669(17) 0.01669(17) 0.0112(2) -0.00931(12) 0.0004(2) 0.0004(2)
Ba1 Ba 0.0092(6) 0.0092(6) 0.0132(11) 0 0 0

Fourier Wave Vectors (explicit: q_x,q_y,q_z or coefficients: q_1,q_2,...): [ Help ]

Wave vector code q_x q_y q_z
1 0.294200 0.294200 0.000000
2 -0.294200 0.294200 0.000000

Definition of the occupation Fourier series: [ Help ]

Modulation code Atom site label Wave vector code
Ba2o1 Ba2 1
Ba2o2 Ba2 2
Ca2o1 Ca2 1
Ca2o2 Ca2 2

Occupation Fourier coefficients: [ Help ]

Modulation code Cosine coefficient Sine coefficient
Ba2o1 0.0051(18) 0.0050(18)
Ba2o2 -0.0148(18) 0
Ca2o1 -0.049(17) -0.049(17)
Ca2o2 0.143(17) 0

Definition of the displacive (translational) Fourier series: [ Help ]

Modulation code Atom site label Displacement axis Wave vector code
Ba2x1 Ba2 x 1
Ba2y1 Ba2 y 1
Ba2z1 Ba2 z 1
Ba2x2 Ba2 x 2
Ba2y2 Ba2 y 2
Ba2z2 Ba2 z 2
Ca1x1 Ca1 x 1
Ca1y1 Ca1 y 1
Ca1z1 Ca1 z 1
Ca1x2 Ca1 x 2
Ca1y2 Ca1 y 2
Ca1z2 Ca1 z 2
Nb1x1 Nb1 x 1
Nb1y1 Nb1 y 1
Nb1z1 Nb1 z 1
Nb1x2 Nb1 x 2
Nb1y2 Nb1 y 2
Nb1z2 Nb1 z 2
Nb2x1 Nb2 x 1
Nb2y1 Nb2 y 1
Nb2z1 Nb2 z 1
Nb2x2 Nb2 x 2
Nb2y2 Nb2 y 2
Nb2z2 Nb2 z 2
O1x1 O1 x 1
O1y1 O1 y 1
O1z1 O1 z 1
O1x2 O1 x 2
O1y2 O1 y 2
O1z2 O1 z 2
O2x1 O2 x 1
O2y1 O2 y 1
O2z1 O2 z 1
O2x2 O2 x 2
O2y2 O2 y 2
O2z2 O2 z 2
O3x1 O3 x 1
O3y1 O3 y 1
O3z1 O3 z 1
O3x2 O3 x 2
O3y2 O3 y 2
O3z2 O3 z 2
O4x1 O4 x 1
O4y1 O4 y 1
O4z1 O4 z 1
O4x2 O4 x 2
O4y2 O4 y 2
O4z2 O4 z 2
O5x1 O5 x 1
O5y1 O5 y 1
O5z1 O5 z 1
O5x2 O5 x 2
O5y2 O5 y 2
O5z2 O5 z 2
Ca2x1 Ca2 x 1
Ca2y1 Ca2 y 1
Ca2z1 Ca2 z 1
Ca2x2 Ca2 x 2
Ca2y2 Ca2 y 2
Ca2z2 Ca2 z 2
Ba1x1 Ba1 x 1
Ba1y1 Ba1 y 1
Ba1z1 Ba1 z 1
Ba1x2 Ba1 x 2
Ba1y2 Ba1 y 2
Ba1z2 Ba1 z 2

Displacive (translational) Fourier coefficients: [ Help ]

Modulation code Cosine coefficient Sine coefficient
Ba2x1 0.000058(15) 0.000639(15)
Ba2y1 0.000058(15) 0.000639(15)
Ba2z1 0.00041(7) -0.00008(7)
Ba2x2 -0.001745(16) -0.00580(2)
Ba2y2 -0.001745(16) 0.00580(2)
Ba2z2 -0.00012(7) 0
Ca1x1 0 -0.00027(9)
Ca1y1 0 0.00084(9)
Ca1z1 0.0006(2) 0
Ca1x2 0 -0.00084(9)
Ca1y2 0 -0.00027(9)
Ca1z2 0.0006(2) 0
Nb1x1 0 -0.00013(5)
Nb1y1 0 -0.00013(5)
Nb1z1 0.00004(7) 0
Nb1x2 0 -0.00038(5)
Nb1y2 0 0.00038(5)
Nb1z2 -0.00068(7) 0
Nb2x1 -0.00125(4) -0.00056(4)
Nb2y1 0.00029(4) 0.00078(4)
Nb2z1 -0.00029(3) 0.00037(3)
Nb2x2 0.00124(4) 0.00088(4)
Nb2y2 -0.00082(4) -0.00085(4)
Nb2z2 0.00065(4) 0.00048(3)
O1x1 0.0004(3) -0.0007(3)
O1y1 -0.0004(3) -0.0007(3)
O1z1 0.0134(4) 0
O1x2 -0.0008(3) -0.0004(3)
O1y2 0.0008(3) 0.0004(3)
O1z2 -0.0082(4) -0.0048(3)
O2x1 -0.0029(3) -0.0026(3)
O2y1 -0.0016(3) -0.0011(3)
O2z1 0.0132(3) 0.0145(4)
O2x2 0.0044(3) -0.0001(3)
O2y2 0.0025(3) 0.0001(3)
O2z2 -0.0240(4) -0.0135(3)
O3x1 0.0001(3) 0.0007(3)
O3y1 0.0008(3) 0.0012(3)
O3z1 -0.0054(3) -0.0134(3)
O3x2 -0.0002(3) -0.0007(3)
O3y2 -0.0009(3) -0.0009(3)
O3z2 0.0055(3) 0.0215(3)
O4x1 0 -0.0083(3)
O4y1 0 -0.0083(3)
O4z1 -0.0001(10) 0
O4x2 0 -0.0138(3)
O4y2 0 0.0138(3)
O4z2 -0.0005(9) 0
O5x1 -0.0161(2) -0.0032(2)
O5y1 0.00073(19) 0.0096(2)
O5z1 -0.0012(5) -0.0007(5)
O5x2 0.0131(2) 0.0131(2)
O5y2 -0.00644(19) -0.00924(19)
O5z2 0.0006(5) 0.0005(5)
Ca2x1 0.000058(15) 0.000639(15)
Ca2y1 0.000058(15) 0.000639(15)
Ca2z1 0.00041(7) -0.00008(7)
Ca2x2 -0.001745(16) -0.00580(2)
Ca2y2 -0.001745(16) 0.00580(2)
Ca2z2 -0.00012(7) 0
Ba1x1 0 -0.00027(9)
Ba1y1 0 0.00084(9)
Ba1z1 0.0006(2) 0
Ba1x2 0 -0.00084(9)
Ba1y2 0 -0.00027(9)
Ba1z2 0.0006(2) 0

Definition of the ADP Fourier series: [ Help ]

Modulation code Atom site label Tensor element Wave vector code
Ba2U111 Ba2 U11 1
Ba2U221 Ba2 U22 1
Ba2U331 Ba2 U33 1
Ba2U121 Ba2 U12 1
Ba2U131 Ba2 U13 1
Ba2U231 Ba2 U23 1
Ba2U112 Ba2 U11 2
Ba2U222 Ba2 U22 2
Ba2U332 Ba2 U33 2
Ba2U122 Ba2 U12 2
Ba2U132 Ba2 U13 2
Ba2U232 Ba2 U23 2
Ca2U111 Ca2 U11 1
Ca2U221 Ca2 U22 1
Ca2U331 Ca2 U33 1
Ca2U121 Ca2 U12 1
Ca2U131 Ca2 U13 1
Ca2U231 Ca2 U23 1
Ca2U112 Ca2 U11 2
Ca2U222 Ca2 U22 2
Ca2U332 Ca2 U33 2
Ca2U122 Ca2 U12 2
Ca2U132 Ca2 U13 2
Ca2U232 Ca2 U23 2

ADP Fourier coefficients: [ Help ]

Modulation code Cosine coefficient Sine coefficient
Ba2U111 -0.00128(13) -0.00152(13)
Ba2U221 -0.00128(13) -0.00152(13)
Ba2U331 0.00100(18) -0.00043(18)
Ba2U121 0.00091(12) 0.00168(12)
Ba2U131 0.00010(16) -0.00042(15)
Ba2U231 0.00010(16) -0.00042(15)
Ba2U112 0.00544(13) 0.00447(13)
Ba2U222 0.00544(13) -0.00447(13)
Ba2U332 -0.00051(18) 0
Ba2U122 -0.00531(12) 0
Ba2U132 0.00001(14) -0.0004(2)
Ba2U232 0.00001(14) 0.0004(2)
Ca2U111 -0.00128(13) -0.00152(13)
Ca2U221 -0.00128(13) -0.00152(13)
Ca2U331 0.00100(18) -0.00043(18)
Ca2U121 0.00091(12) 0.00168(12)
Ca2U131 0.00010(16) -0.00042(15)
Ca2U231 0.00010(16) -0.00042(15)
Ca2U112 0.00544(13) 0.00447(13)
Ca2U222 0.00544(13) -0.00447(13)
Ca2U332 -0.00051(18) 0
Ca2U122 -0.00531(12) 0
Ca2U132 0.00001(14) -0.0004(2)
Ca2U232 0.00001(14) 0.0004(2)