1
4
S.B. Jiménez-Pulido et al. / Polyhedron 50 (2013) 10–15
The structure of the silver compound (Fig. 3) also consists in
Table 3
Geometrical details of Y–X anionꢀ ꢀ ꢀring interactions.
dinuclear units, but due to the 1:1 M/L ratio employed in the syn-
thesis and the low coordinative ability of the perchlorate countera-
nions, two Ag(I) ions are binucleated by two ligands (E,E isomer).
d(Xꢀ ꢀ ꢀCg) (Å) d (°) \Y–Xꢀ ꢀ ꢀCg (°)
0
[
2 2 6
Re Cl (CO) (DHzD)]
3
The whole set is arranged around a central Ag1–N61C–N61D–Ag2–
N61B–N61A six-membered boat-shaped ring, the prow and poop
sites being occupied by N61B and N61C atoms. Each metal ion is
chelated by two tridentate N61,N5,O4-pteridine moieties, from dif-
ferent DHzD ligands, in a roughly perpendicular mer-conformation.
In the dinuclear unit, the silver atoms are almost equivalent, being
surrounded by four nitrogen atoms at 2.31–2.48 Å and two oxy-
gens quite longer distanced at 2.64–2.82 Å (see Table 2), but short-
er than the sum of the Van der Waals’ radii (3.24 Å); the long Ag–O
bonds are consistent with those found for other complexes of met-
als of the first and second transition rows [30,31]. Although the
Ag(I) centers are nearer than in the Re(I) compound, the Ag1–
Ag2 distance (4.073(5) Å) is longer than the sum of Van der Waals’
radii (3.44 Å), thus preventing the existence of M–M bonds. There-
fore, as in the Re(I) complex, the disilver unit also behaves as two
independent 5 + 1-coordinated centers mutually assembled by two
N61–N61 azine groups.
A closest view of the coordination environment around the sil-
ver atoms is shown in the Fig. 4. Both polyhedra are really distorted
and can be described as square-based pyramids with one farther
oxygen atom (O4C and O4B) capping the quasi-planar N61A–
N5A–N5C–O4A (Ag1) and N61D–N5D–N5B–O4D (Ag2) faces. The
analysis of five-coordination following Holmes [32] indicates that
the pivot atoms that best describe a Berry pseudo-rotation are
N61C (Ag1) and N61B (Ag2); in both polyhedra, the percentage
along Berry pseudorotation coordinate D3h(TBP) ? C2v ? C4v(SP)
being ca. 54%, which indicates a just intermediate geometry be-
C2X–O2Xꢀ ꢀ ꢀpyz (½ + x,y, / ꢁ z)
3.087(7)
2.924(9)
14.1 110.4(5)
4.0 103.6(8)
2
C1S–N1Sꢀ ꢀ ꢀpym
2
2
4 2
[Ag (DHzD) ](ClO )
C2B–O2Bꢀ ꢀ ꢀpymD (2 ꢁ x,ꢁy,1 ꢁ z)
3.076(8)
2.711(7)
24.5 153.3(6)
8.8 173.5(6)
18.6 157.7(6)
15.0 109.1(5)
25.5 101.9(5)
C2C–O2Cꢀ ꢀ ꢀpymA (1 ꢁ x, ꢁy, 1 ꢁ z)
3
C2D–O2Dꢀ ꢀ ꢀpymB (2ꢁꢂ,½ + y, /
Cl1P–O3Pꢀ ꢀ ꢀpyzB (x,1 + y,z)
Cl1P–O3Pꢀ ꢀ ꢀpyzC (x,1 + y,z)
Cl1P–O4ꢀ ꢀ ꢀpyzB (x,1 + y,z)
Cl2P–O6Pꢀ ꢀ ꢀpyzA
2
ꢁ z) 2.899(7)
3.096(9)
3.461(9)
3.432(9)
3.090(7)
3.045(6)
3.520(7)
3.598(6)
3.768(7)
26.0
94.2(4)
9.0 117.2(3)
13.5 104.2(3)
Cl2P–O7Pꢀ ꢀ ꢀpyzD
Cl2P–O8Pꢀ ꢀ ꢀchel2D
18.7
20.3 111.6(3)
27.9 74.9(2)
90.3(3)
Cl2P–O8Pꢀ ꢀ ꢀpymD
Cl2P–O8Pꢀ ꢀ ꢀpyzD
Rings are labelled as follows: pym, pyrimidine; pyz, pyrazine; chel, Ag–O4–N5–C4–
C4A. d(Xꢀ ꢀ ꢀCg): distance between the X atom and the centroid of the ring; d: slip-
ping angle between the X-centroid vector and the normal to the ring.
3
2
(½ + x,y, / ꢁ z) interactions, whereas the acetonitrile molecules
occupy the solvent accesible voids of the cell in a quasi-perpendic-
ular C–C„Nꢀ ꢀ ꢀpym arrangement.
Despite the single-crystal XRD measurements have allowed a
good knowledge of the disilver units and perchlorate countera-
nions, several disordered non-coordinated water molecules, which
of course contribute to the crystal packing through H-bonds, have
been found. In this way, the analysis with PLATON [25] indicates that
3
the structure contains solvent accessible voids of 41 Å , as conse-
quence of minor unassigned diffraction peaks. In addition to this,
tween the extreme shapes. Furthermore, the Addison’s
s
parameter
several Y–Xꢀ ꢀ ꢀring
r–p interactions have been also found (see Ta-
[
33] (Ag1, = 0.20; Ag2, = 0.22) describes a more tetragonalized
s
s
ble 3), the most important being those encapsulating the perchlo-
rate (Cl2P) between the pteridine moieties A and D as shown in
Fig. 3.
nearer-to-SP shape for both coordination polyhedra.
In both cases, the geometry of the pteridine moieties are in
according with bibliographic data [19,21,30,31], although it is
noteworthy that, in the Ag(I) compound, the endocyclic C4@O4
carbonyl groups are slightly shorter than in most of the examples
previously reported. Also, the distances in the azine bridge (C6–
Acknowledgements
Thanks are due to the Universidad de Jaén (Plan de Apoyo a la
Investigación, al Desarrollo Tecnológico y a la Innovación de la Uni-
versidad de Jaén) and Junta de Andalucía (FQM-273) for financial
support.
0
C61, ca. 1.48 Å; C61@N61, ca. 1.26–1.29 Å; N61–N61 , ca. 1.39 Å)
clearly denote only a little electron delocalization due to the lack
of coplanarity between the bridge and the pteridine cores, the
N5–C6–C61–N61 dihedral angles being about 90° (Re) and 33°
(
Ag).
Data for intermolecular interactions, calculated by means of PLA-
TON [25] and examined following the criteria reported by Janiak
34], are given in Table 3. In the crystal structure of Re compound,
the molecules are placed with the pteridine planes normal to the
Appendix A. Supplementary material
CCDC 885223 and 885224 contain the supplementary crystallo-
graphic data for Ag and Re compounds. Supplementary data asso-
MOL files and InChiKeys of the most important compounds de-
scribed in this article.
[
ꢀ
[102] direction. There are no classical H-bonds and the mole-
cules interact to each others mainly through C2X–O2Xꢀ ꢀ ꢀpyz
References
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1