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S. Shujah et al. / Journal of Organometallic Chemistry 696 (2011) 2772e2781
Table 5
Table 6
Selected bond lengths (Å) and bond angles (ꢂ) of ligand H2L .
Hydrogen-bond geometry (Å, ꢂ) for ligand H2Le.
Bond lengths
DꢀH..A
DꢀH
0.81
0.77
H
..A
D
..A
DꢀH..A
136
171
N(1)eC(7)
N(1)eN(2)
N(2)eC(8)
1.275 (6)
1.377 (6)
1.323 (7)
O(1)eC(6)
O(2)eC(8)
Br(1a)eC(3)
1.348 (6)
1.227 (7)
1.896 (5)
O(1)ꢀH(1)..N(1)
1.84
2.10
2.649(3)
2.866(2)
N(2)ꢀH(2)..O(2)
Bond angles
C(2)eC(3)eBr(1a)
C(4)eC(3)eBr(1a)
O(1)eC(6)eC(5)
O(1)eC(6)eC(1)
120.37 (4)
119.34 (4)
117.52 (4)
123.14 (4)
N(1)eC(7)eC(1)
O(2)eC(8)eN(2)
C(7)eN(1)eN(2)
C(8)eN(2)eN(1)
120.95 (4)
123.67 (5)
116.68 (4)
118.33 (4)
group are further away from one another providing enough room
for oxygen atom of the adjacent molecule to interact with Sn atom
(Fig. 3). Thus, the two enolic oxygens are at the apical positions
and the two methyl carbons and azomethinic nitrogen in the
equatorial positions. The SneOshorter (2.106 and 2.086 Å) and SneO
longer bond lengths (2.145 and 2.166 Å) are less than the sum of
van der Waal’s radii of Sn and O (2.8 Å). The OeSneN (equatorial)
and OeSneO (axial) angles also show a large deviation from the
ideal values thus, confirming highly distorted trigonal bipyramidal
geometry. The SneN bond distances of the two molecules are
closer to the sum of covalent radii of Sn and N (2.15 Å) and
significantly less than the sum of van der Waal’s radii (3.75 Å), as
shown in Tables 8 and 9. The packing diagram of 1 (Fig. 3)
scheme. It contains nearly a planar salicylaldimine fragment which
is benzenoid like as shown by most of the azomethines. The
molecule forms both an intramolecular hydrogen bond,
O(1)ꢀ(H1).N(1) 2.649(3) and intermolecular hydrogen bond,
N(2)ꢀH(2).O(2) 2.866 Å; the O(1)H(1)N(1) angle is 136ꢂ (Table 6).
The N(1)eC(7) and O(2)eC(8) bond length (1.275(6), 1.227(7) Å)
indicates double bond character. However, the N(1)eN(2), N(2)e
C(8) and O(1)eC(6) bond lengths (1.377(6),1.323(7) and 1.348(6) Å)
are in close agreement with the single bond values reported in
literature [29]. The original formyl group is retained in the crystal
structure and is at trans position to the phenolic hydroxyl group.
The data pertaining to inter and intra-molecular hydrogen bonds is
provided in Table 6.
confirmed secondary NCH—N, Sn—O,
p—H and O—H interactions,
resulting in a supramolecular cage structure.
Crystal data and selected interatomic parameters for compound
4 are collected in Tables 10 and 11, respectively. An ORTEP view of
the molecule 4 including numbering scheme is shown in Fig. 4. The
Sn is coordinated to the carbon of two phenyl groups and a tri-
dentate ligand that is bonded to the Sn via a phenolic oxygen O(1),
azomethine nitrogen N(1) and amide oxygen O(2). For compound 4,
the geometry around Sn is a midway between trigonal bipyramidal
3.3. X-ray structure of 1 and 4
The asymmetric unit of 1 contains two different molecules;
a stereoview of the molecules and atomic numbering scheme are
shown in Fig. 2, while crystal data and selected bond lengths and
bond angles are given in Tables 7 and 8, respectively. The structure
of complex 1 consists of a deprotonated ONO dibasic tridentate
ligand bonded to the (CH3)2Sn(IV) moiety via two oxygen and
a nitrogen atom, forming a O2NC2 core around the Sn atom. The
ligand is non-planar, probably due to the steric requirements of
and square-pyramidal as evident from the
s value, 0.5. The equa-
torially positions are occupied by the nitrogen atom and two ipso-
carbon of the phenyl groups; the two oxygen atoms are present at
the apical position. The angle of O(1)Sn(1)O(2) is 157.29(14)ꢂ. Sn(1)
atom form a six membered ring with O(1), C(1), C(6), C(7), N(1)
atoms, while the Sn(1) atom forms a five membered ring with O(2),
C(8), N(2) and N(1) atoms. The SneO(1) and SneO(2) bond lengths
(2.068(3) and 2.140(3) Å) are less than the sum of Van der Waals
radii of Sn and O (2.8 Å). The low values of O(1)eSneN(1), and
O(2)eSneN(1) angles are 84.32ꢂ and 73.04ꢂ, respectively, and are
significantly different to those expected for a regular geometry. The
SneN(1) bond distance, 2.160 Å, is comparable to the sum of
covalent radii of Sn and N (2.15 Å) and has considerably lower value
than the sum of Van der Waals radii (3.75 Å) of the two atoms
suggesting a strong tin-nitrogen bond. The C(1)eO(1) and C(8)e
O(2) bond length (1.313 Å, 1.274 Å) are in agreement with the re-
ported values [31].
the five and six membered chelate rings formed. The
important parameter to decide the geometry of five-coordinated
metal and can be calculated by using equation )/60 [30],
¼ (
where and are the consecutive largest of the basal angles
around the Sn atom. For five-coordinated Sn with a perfect
trigonal-bipyramidal geometry value is one whereas a value of
zero corresponds to a perfect square-pyramidal structure. The two
molecules have a bit different geometry as clear from value, (0.5
and 0.37). The value 0.5 for molecules one indicates a geometry
s value is an
s
b-a
b
a
s
s
s
midway between trigonal bipyramidal and square-pyramidal
while distorted square-pyramidal geometry can be assigned to
the second molecule. The different geometry of molecule 2 from
that of molecule 1 may be due to less crowding of Sn center as
evident from large H3CeSneCH3 angle (155.19ꢂ). The methyl
The packing diagram (Fig. 5) indicates a dimeric structure for
compounds 4 in which the two molecules are linked together via
non-covalent secondary Br—Br intermolecular interactions with
a distance of 3.589 Å. The intramolecular hydrogen bond, H—Br,
Fig. 1. ORTEP drawing of H2Le with the atomic numbering scheme. The dashed line indicates hydrogen bonds.