S. Naiya et al. / Polyhedron 73 (2014) 139–145
141
Table 2
a difference Fourier map and refined with distance constraints.
Dimensions in the metal coordination spheres of both the complexes.
Absorption corrections were carried out for 1 using ABSPACK
[40] and for 2 using SADABS programs [41].
Compound
1
2A
2B
Refinements were carried out on F2 with SHELXL97. Other pro-
grams used were, PLATON 99 [42], ORTEP-32 [43] and WinGX system
Ver-1.64 [44]. Data collection, structure refinement parameters
and crystallographic data for complexes 1 and 2 are given in
Table 1.
Bond length (Å)
Fe1–O4
Fe1–O11
Fe1–N1
Fe1–N19
2.031(2)
1.922(3)
2.032(3)
2.135(3)
2.248(3)
2.007(3)
1.932(3)
1.943(3)
2.047(4)
2.110(3)
2.186(3)
2.032(3)
1.941(3)
1.941(3)
2.072(4)
2.095(4)
2.216(4)
2.012(3)
Fe1–N22
Fe1–O4_a
Bond angle (°)
O4–Fe1–O11
O4–Fe1–N1
O4–Fe1–N19
O4–Fe1–N22
O4–Fe–O4_a
O11–Fe–N1
O11–Fe1–N19
O11–Fe1–N22
O4_a–Fe1–O11
N1–Fe1–N19
N1–Fe1–N22
O4_a–Fe1–N1
N19–Fe1–N22
O4_a–Fe1–N19
O4_a–Fe1–N22
3. Results and discussion
90.87(1)
98.26(13)
95.53(15)
164.81(14)
96.90(13)
75.46(16)
90.89(14)
86.77(13)
164.82(13)
96.53(15)
98.72(14)
88.42(14)
169.04(15)
78.35(13)
89.77(13)
86.52(13)
96.30(13)
94.51(14)
164.93(12)
101.27(11)
91.06(11)
74.23(11)
95.23(12)
85.34(11)
162.68(11)
99.50(11)
92.97(13)
87.21(12)
91.14(12)
77.40(12)
173.34(11)
97.59(11)
The two new Fe(III) complexes [FeL1(N3)(OMe)]2 (1) and [FeL2
(N3)2(OH)2]2ꢀH2O (2) have been prepared with the tridentate Schiff
base ligands HL1 and HL2, respectively, following a similar method:
iron(III) nitrate was allowed to react with the corresponding Schiff
base and sodium azide in 1:1:2 M ratios in methanol at ambient
conditions. The compositions and structures of the compounds
are somewhat different. Although in both of them, one deproto-
nated tridentate Schiff base ligand and one terminal azide ion coor-
dinate to the Fe(III) centre but two Fe(III) centres are bridged by
two methoxido groups and to hydroxide groups in 1 and 2, respec-
tively (Scheme 1).
172.36(14)
98.54(15)
77.45(15)
93.42(15)
86.63(13)
165.03(14)
94.90(13)
92.36(14)
87.33(16)
169.00(15)
78.40(15)
95.30(13)
86.49(15)
Symmetry element a = 1 ꢁ x, ꢁy, 1 ꢁ z for 1, ꢁx, 1 ꢁ y, 1 ꢁ z for 2A, ꢁx, 2 ꢁ y, 1 ꢁ z
for 2B.
3.1. Description of structures of complexes 1 and 2
3.1.1. [FeL1(N3)(OMe)]2 (1)
is 3.220(1) Å and the distance between the two bridging oxygen
atoms is 2.437(4) Å, both of which are comparable with those re-
Both the structures are centrosymmetric dimers in which the
iron atoms have distorted six-coordinate octahedral environments.
Bond lengths and bond angles are given in Table 2. The structure of
1 is shown in Fig. 1 together with the atom numbering scheme in
the metal coordination sphere.
In 1, each iron atom is bonded to three atoms of the meridionally
coordinated tridentate ligand with the following bond lengths: Fe–
O(11) 1.922(3) Å, Fe–N(19) 2.135(3) Å, and Fe–N(22) 2.248(3) Å.
The equatorial plane is completed by a bridging methoxy group
with an Fe–O(4)a a bond length of 2.007(3) Å (symmetry element
a = 1 ꢁ x, ꢁy, 1 ꢁ z). A second methoxy group, O(4) with a bond
length of 2.031(2) Å, and a terminal azido group, N(1) with a bond
length of 2.032(3) Å occupy the axial positions (Fig. 1a). Thus the
two FeIII octahedra are joined together by two bridging methoxy
groups sharing an edge as shown in Fig. 1b. The Fe–Fe separation
ported previously in di-
[30–32]. The -OMe bridge in this complex leads to a perfectly pla-
nar Fe2( -OMe)2 ring as the dimer sits on a crystallographic inver-
l-methoxido bridged diferric complexes
l
l
sion center. In the ring, the Fe–O–Fe angle [105.77(6)°] and O–Fe–O
angle [74.23(6)°] also lie within the ranges of similar compounds
[30–32,45]. The two Fe-l-OMe bond lengths are slightly different
making the Fe2O2 core asymmetric, which is a common feature
for such dimers. The phenyl rings are almost perpendicular to the
Fe2(l-OMe)2 core with a dihedral angle of 86.18°. The longer Fe-
l-OMe [2.032(3) Å] bond is trans to the azido ligand, while the
shorter bond [2.007(3) Å] is trans to the imino nitrogen atom.
In compound 1 there are no significant H-bonds and only the
C–H/
p interactions (between H14 and Cg of phenyl ring of the
neighboring unit with dimension Hꢀ ꢀ ꢀCg⁄ = 2.91 Å, where symme-
try element ⁄ = x, ꢁ1/2 ꢁ y, 1/2 + z) are likely to have significant
influence on the 2D packing of the molecules (Fig. 2).
Table 1
Crystal data and details of structure refinement of complexes 1 and 2.
1
C
2
3.1.2. [FeL2(N3)2(OH)2]2ꢀH2O (2)
Formula
M
Crystal system
Space group
a (Å)
24H36Fe2N10O4
C20H28 Fe2N10O4,H2O
602.24
triclinic
Complex 2 consists of
l-hydroxido bridged dimeric molecules
640.32
monoclinic
P21/c
11.6149(6)
15.9431(6)
7.9325(3)
(90)
101.596(5)
(90)
1438.94(11)
2
1.478
1.057
668
0.054
9648
4154
2853
0.0679, 0.1748
150
(Fig. 3). In the structure of 2 there are two centrosymmetric inde-
pendent dimers, denoted as A and B with similar geometries which
are compared in Table 2. The structure of 2A is shown in Fig. 3.
In complex 2, as in 1, the iron atoms are six-coordinated with
distorted octahedral environments and each metal atom is merid-
ionally coordinated by the three donor atoms of the tridentate
ligand (HL2) with the following bond lengths: Fe–O(11)
1.943(3) Å, Fe–N(19) 2.110(3) Å, and Fe–N(22) 2.186(4) Å (for 2A)
and Fe–O(11) 1.941(3) Å, Fe–N(19) 2.095(4) Å, and Fe–N(22)
2.216(4) Å (for 2B).
The equatorial plane is completed by a bridging hydroxy group
with an Fe–O(4) bond lengths of 1.932(3) Å in 2A and 1.941(4) Å in
2B. Axial positions are occupied by a second hydroxy group, O(4)
(ꢁx, 1 ꢁ y, 1 ꢁ z in A, ꢁx, 2 ꢁ y, 1 ꢁ z in B) with bond lengths of
2.032(3), 2.012(3) Å, and a terminal azido group, N(1) with bond
lengths of 2.047(4),2.072(4) Å in 2A and 2B respectively as usually
found in this type of double hydroxo-bridged Fe(III) dimers. As in 1,
the two FeIII octahedra are joined together by two bridging
ꢀ
P1
9.674(2)
11.715(2)
12.126(3)
80.388(3)
86.153(3)
77.724(3)
1323.3(5)
2
1.512
1.147
620
0.056
10136
5101
2864
0.0523, 0.1
293
b (Å)
c (Å)
a
(°)
b (°)
c
(°)
V (Å3)
Z
Dcalc (g cmꢁ3
)
l
(mmꢁ1
)
F(000)
Rint
Total reflections
Unique reflections
I > 2r(I)
R1, wR2 I > 2
r
(I)
T (K)
Maximum, minimum electron
density (e/Å3)
1.948, ꢁ0.789
0.459, ꢁ0.383