Tav cˇ ar and Zˇ emva
Table 3. Selected Bond Lengths and Angles in [Cd(XeF2)](BF4)2a
Table 4. Raman Spectra of Cd(BF4)2 and [Cd(XeF2)](BF4)2
bond
distance (Å)
angle
degrees
Cd(BF4)2
[Cd(XeF2)](BF4)2
tentative
intensity assignment
frequency (cm-1) intensity frequency (cm
-1
)
Xe1-F1
Xe1-F2
Cd1-F1
Cd1-F11
Cd1-F12
Cd1-F13
Cd1-F14
Cd1-F21
Cd1-F22
Cd1-F23
B1-F11
B1-F12
B1-F13
B1-F14
B2-F21
B2-F22
B2-F23
B2-F24
2.065(2)
1.943(3)
2.250(3)
2.287(3)
2.370(3)
2.334(3)
2.337(3)
2.342(4)
2.310(3)
2.364(3)
1.388(5)
1.399(5)
1.383(5)
1.398(5)
1.420(6)
1.414(5)
1.405(6)
1.350(6)
F1-Xe1-F2
F1-Cd1-F11
F1-Cd1-F12
F1-Cd1-F13
F1-Cd1-F14
F1-Cd1-F21
F1-Cd1-F22
F1-Cd1-F23
F11-B1-F12
F11-B1-F13
F11-B1-F14
F12-B1-F13
F21-B1-F22
F21-B1-F23
F21-B1-F24
F22-B1-F23
F22-B1-F24
F23-B1-F24
179.1(1)
148.2(1)
73.2(1)
121.1(1)
72.9(1)
1016
1003
800
0.7
0.9
10
ν3(B-F)
ν3(B-F)
c
d
b
798
0.5
ν1(B-F)
ν1(B-F)
ν1(B-F)
ν(Xe-F)
ν(Xe-F)
ν4(B-F)
ν4(B-F)
ν4(B-F)
ν4(B-F)
ν(XeF2)
c
d
b
787
0.5
77.4(1)
77.7(1)
770
568
550
0.3
7.1
10
d
c
137.8(1)
108.3(4)
110.0(4)
109.2(3)
111.0(3)
110.1(4)
108.1(4)
110.1(4)
107.7(4)
110.4(4)
112.0(4)
d
c
545
0.4
535
0.2
531
520
1.8
1.3
495
449
365
0.4
2.2
0.1
‚
‚‚
ν(Xe F)
ν2(B-F)
ν2(B-F)
ν2(B-F)
375
364
354
0.5
0.7
1.1
1
7
a
Symmetry operations used for generation of equivalent atoms: b-x +
requires cubic symmetry. The main difference between the
1/
2, y + /2, -z. -x, -y, -z. x + /2, -y + /2, z.
1
c
d
1
1
two fluoroborate structures (Figure 4) is that one BF
exchanged with a XeF
structure into a layer structure.
4
unit is
2
molecule, thus transforming a 3D
Discussion
2+
2+
2+
Syntheses. The reaction between Cd(BF
performed at room temperature in aHF and later repeated
under different Cd:Xe starting molar ratios (Figure 1). It was
shown that in order to obtain a pure product, [Cd(XeF
BF , in this solvent at room temperature the mole ratio
Cd(BF :XeF needed to be at least 1:5 or higher, in accord
4
)
2
and XeF
2
was
Cd and Ca cations have very similar ionic radii (Cd ,
2
+
18
CN ) 8, r ) 1.24 Å; Ca , CN ) 8, r ) 1.26 Å) and
Cx(BF (Cx ) Ca, Cd) are isostructural.
2
That we were not able to synthesize the XeF complex of
calcium tetrafluoroborate requires comment. Lattice tends
to favor retention of the BF
4 2
)
2
)]-
(
4
)
2
-
4
)
2
2
4
anion, but molecular XeF
2
2+
with the equilibrium [eq 1].
can be lost. The higher first electron affinity of Cd (16.91
1
9
2+
19
2+
eV ) than that of Ca (11.87 eV ) indicates that the Cd
will be the stronger Lewis acid. So the XeF molecule is
likely to be more strongly attracted to that metal ion. This is
probably the main cause of the [Cd(XeF )](BF stability.
The Cd-F(Xe) interatomic distance of 2.250(3) Å is
similar to analogous distances in the structure of [Cd(XeF ]-
(2.220(6) Å to 2.271(6) Å), indicating that the
influence of the anion is less pronounced than previously
thought. Evidently, the Cd-F(Xe) distance is dependent
primarily upon the effective charge at the Cd , and the
Lewis basicity of the F ligand of the XeF
cation, and these factors do not change much from one Cd2
aHF
Cd(BF ) + nXeF {
}
2
4
2
2
RT
[
Cd(XeF )](BF ) + (n-1)XeF (1)
2 4 2 2
2
4 2
)
1
4
Solutions of Cd(BF
must contain solvated cations [Cd(HF)
Although XeF provides very few fluoride ions when
dissolved in aHF, the molecule is semi-ionic. The F ligand
4 2 4 2
) in aHF like those of Mn(BF )
2 4
)
2+
-
n
]
4
and BF anions.
2
6 2
(AsF )
2
15
2
0
of XeF
2
is therefore able to compete effectively, as a Lewis
2
+
-
base, with the F ligand of BF
the Lewis basicity of the F ligands of the AF
Sb) species accounts for the relative ease of syntheses of
XeF complexes with those anions.
During the removal of the aHF, the concentration of XeF
and BF
slowly substitute the HF molecules around the Cd cation.
Despite the good Lewis basicity of the XeF F ligands, it is
essential that the concentration of XeF be high enough, to
prevent the formation of Cd(BF . In those circumstances
when the last molecules of HF are removed, the layered
structure of [Cd(XeF )](BF crystallizes.
Crystal Structures. In each of [Cd(XeF
4
. The relative weakness of
2
closest to the
-
6
(A ) P, As,
+
1
6
complex to another.
2
Vibrational Spectra. Raman spectra of [Cd(XeF
and Cd(BF are shown in Table 4 and Figure 6. The most
intense bands are usually the Xe-F stretching modes because
of the high polarizability of xenon. B-F vibrations are far
2 4 2
)](BF )
2
4 2
)
-
4
gradually becomes significant and both species
2
+
2
-
1
less intense. The intense Raman bands at 550 and 568 cm
can be confidently assigned to XeF stretching modes. The
totally symmetric (ν ) stretching (Raman) mode for solid
XeF is close to 497 cm
IR) mode (ν
coordinated
as in XeF
2
2
4 2
)
1
-
1 21
2
and the asymmetric stretching
2
4 2
)
1
(
3
) is at 547 cm- (solid). But when XeF
2
is
acid
2
)](BF
4
)
2
and
asymmetrically
to
a
Lewis
2
+
Cd(BF ) the coordination sphere of the Cd consists of
4 2
+
-
-1
(
2
‚XeF
5
AsF
6
), the 497 cm Raman band is
eight fluorine ligands, which form an Archimedean antiprism
about it. This is in harmony with the eight coordination of
-1
replaced by one at higher frequency (559 cm ) and a second
2
+
2
Cd in CdF , although in that instance the fluorite structure
(
(
17) Haendler, H. M. J. Am. Chem. Soc. 1951, 73, 5218-5219.
18) Shannon, R. D. Acta Crystallogr. 1976, A32, 751-767.
(19) Pearson, R. G. Inorg. Chem. 1988, 27, 734-740.
(20) Tav cˇ ar, G.; Tram sˇ ek, M.; Buni cˇ , T.; Benki cˇ , P.; Zˇ emva, B. Accepted
in J. Fluorine Chem.
(21) Agron, P. A.; Begun, G. M.; Levy, H. A.; Mason, A. A.; Jones, C.
G.; Smith, D. E. Science 1963, 139, 842-844.
(
(
(
14) Cockman, R. W.; Hoskins, B. F.; McCormick, M. J.; O’Donnell, T.
A. Inorg. Chem. 1988, 27, 2742-2745.
15) O’Donnell, T. A. Superacids and acidic melts as inorganic chemical
reaction media; VCH Publishers Inc.: New York, 1993; p. 17.
16) Beck, W.; S u¨ nkel, K. Chem. ReV. 1988, 88, 1405-1421.
1528 Inorganic Chemistry, Vol. 44, No. 5, 2005