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S.-Y. Zhang et al. / Inorganica Chimica Acta 363 (2010) 3784–3789
late)2(H2O)2 [33]. The susceptibility (C = 3.12 cm3 K molꢁ1 and
h = ꢁ28.2 K) suggests weak antiferromagnetic coupling within the
chain. Another similar conclusion was reported for {[Co(d-
pyo)(1,4-bdc)(H2O)2][Co(H2O)6](1,4-bdc)ꢀH2O}, dpyo = 4,40-bipyri-
dyl N,N0-oxide [34]. However, when the environment of Co(II) ion
is heavily distorted from an octahedron these values can show
The best fit (as shown in Fig. 3(a)) using a least-squares analy-
sis led to D = ꢁ0.47 cmꢁ1
,
g = 2.30, zJ0 = ꢁ0.48 cmꢁ1 and R =
1.6 ꢂ 10ꢁ4. The negative zJ0 value indicates weak antiferromagnetic
interactions between Co(II) ions.
A similar attempt was also performed to the data of 2, but the
result is not satisfactory. The magnetic data of 2 were fitted by
using a simple phenomenological Eq. (2) [36–38],
major deviations. For
a tetrahedral Co(II) ion, as found in
Co2(2,20-bpdc)2(dpa)2, where bpdc is biphenyldicarboxylate, C =
2.47 cm3 K molꢁ1 and h = ꢁ1.2(2) K [35]. From the comparison of
these simple cases that for tetrahedral system we usually find
the expected values while for octahedral systems the absolute val-
ues are much higher, especially h values.
Since the environment of the high-spin Co(II) ion for 1 is tetra-
hedral, zero field splitting of the 4A2 ground state may play a major
effect with the quenched orbital momentum. The magnetic suscep-
tibility data were first treated by a mononuclear Co(II) mode in the
crystal field, then magnetic interactions between the Co(II) ions are
further considered as a molecular field approximation. The total
equation is
vMT ¼ A expðꢁE1=kTÞ þ B expðꢁE2=kTÞ
ð2Þ
Here, A + B equals the Curie constant, and E1, E2 represent the
‘activation energies’ corresponding to the spin–orbit coupling and
the magnetic exchange interaction, respectively. The fitting of the
experimental data using this model (as shown in Fig. 3(b)) gives
A + B = 3.42 cm3 molꢁ1 K, ꢁE1/k = ꢁ103.75 K, ꢁE2/k = ꢁ1.6 K with
R = 8.1 ꢂ 10ꢁ5. The A + B, ꢁE1/k and ꢁE2/k values of the complex
are of the same magnitude as those values in previously reported
cobalt complexes [36–39]. The ꢁE2/k value of ꢁ1.6 K is corre-
sponding to J = ꢁ3.2 K according to the Ising chain approximation,
which indicates antiferromagnetic interactions of Co(II) ions in 2.
The magnetic interactions of Co(II) ions in 2 is much stronger than
1, which is consistent with the different bridge ligands (the bridge
of 2 is CoꢀꢀꢀO–C–OꢀꢀꢀCo, and that of 1 is CoꢀꢀꢀO–(C)4or5–OꢀꢀꢀCo).
Nb2g2z 1 þ 9expðꢁ2D=kTÞ
vll
¼
¼
ꢂ
4kT
1 þ expðꢁ2D=kTÞ
Nb2g2x
kT
4
1 þ ð3 xÞ½1 ꢁ expðꢁ2xÞꢃ
v?
ꢂ
ðx ¼ D=kTÞ
1 þ expðꢁ2xÞ
4. Conclusion
vco ¼ ðvll þ 2v?Þ=3
Co=½1 ꢁ vCoð2zJ0=Ng2b2Þꢃ
ð1Þ
Two new Co(II) coordination polymers with 5,6-dimethyl-1H-
benzoimidazole and aromatic carboxylic acid were synthesized
and characterized. 1 exhibits 1D ladder-like chain linked by BTA4ꢁ
ions, which further assemble into 3D supermolecular structure
vM
¼
v
through
p–p interactions and hydrogen bond interactions, while
2 shows a 2D layer linked by carboxylate groups. The magnetic
studies revealed the presence of antiferromegnetic interactions be-
tween the adjacent Co(II) ions.
Acknowledgement
This work was support by the National Natural Science
Foundation of China (No. 20801028), the NSF of Tianjin (Nos.
09JCYBJC04000 and 08ZCGHHZ01100), MOE (No. 20070055046)
of China, and the National Innovation Projects for the Undergradu-
ates of China.
Appendix A. Supplementary material
CCDC 743079 and 743080 contain the supplementary crystallo-
graphic data for this paper. These data can be obtained free of
charge from The Cambridge Crystallographic Data Centre via
ated with this article can be found, in the online version, at
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