Chemistry Letters Vol.34, No.11 (2005)
1525
low-spin state, Kotani calculated the temperature dependence
of the magnetic moment by taking account of the spin–orbit cou-
pling effect,14 and Buschmann et al. experimentally estimated
the spin–orbit coupling with the Kotani model.15 Although the
molecular symmetry of the [MnIII(Pc)(CN)2] unit is lower than
that of [MnIII(CN)6] and we can not apply the Kotani model to
the [MnIII(Pc)(CN)2] system, the relatively highly symmetrical
ligand field of D4h yields degenerated dxz and dyz orbitals, which
possess two unpaired electrons. This situation would also lead to
the incomplete quenching of the angular orbital moment and the
Figure 3. Absorption spectrum of TPP [MnIII(Pc)(CN)2].
the Pc molecules.
spin–orbit coupling in the [MnIII(Pc)(CN)2] system. Actually,
III
.
Figure 3 represents the UV–vis absorption spectrum for
TPP[MnIII(Pc)(CN)2] in DCM solution. The spectrum is almost
consistent with those previously reported for the analogues.5,6
The Q band, which corresponds to the transition between
HOMO (a1u) and LUMO (eg), is observed at 671 nm. The B
(Soret) band is observed at 325 nm and corresponds to the exci-
tation between NHOMO (a2u) and LUMO (eg). The peak at
614 nm may be assigned to the splitting of the Q band caused
by the vibronic coupling which is characteristic for most metal
phthalocyanine complexes.6,12 The peak around 638 nm could
be attributed to the LMCT (from Pc to dyz or dzx), since the peak
is not observed for closed-shell (dxy)2(dyz)2(dzx)2 complexes
composed of the [FeII(Pc)(CN)2] or [CoIII(Pc)(CN)2] unit.6,10
The peaks around 558, 498, 436, and 388 nm could be also attrib-
uted to the LMCT and/or MLCT bands.6,13
the temperature dependence of ꢁꢃ1 for TPP[Mn (Pc)(CN)2]
DCM resembles that for [(Ph3P)2N]3[MnIII(CN)6] reported by
Buschmann et al. We, therefore, consider that the extraordinary
ꢂeff value and its temperature dependence observed for
TPP[Mn (Pc)(CN)2] DCM should be caused by the spin–orbit
coupling, as seen in the [MnIII(CN)6] system.
III
.
In summary, we have succeeded in solving the crystal struc-
ture of the manganese phthalocyanine complex, TPP[MnIII(Pc)-
.
(CN)2] DCM in the low-spin state (S ¼ 1), for the first time. The
temperature dependence of the magnetic susceptibility suggests
the spin–orbit coupling effect due to the symmetrical ligand field
in this system.
This work was supported in part by Grant-in-Aid for
Scientific Research from the Ministry of Education, Culture,
Sports, Science and Technology of the Japanese Government
and Grant-in-Aid for Scientific Research of Japan Society for
the Promotion of Science.
Figure 4a shows the temperature dependence of the magnet-
ic susceptibility (ꢁ) under an applied field of 1 T for polycrystal-
III
.
lines of TPP[Mn (Pc)(CN)2] DCM. The effective moment
(ꢂeff) and the reciprocal susceptibility (ꢁꢃ1) are also plotted
in Figure 4b. The ꢁꢃ1 data are almost linear above 75 K and
can be fitted by the Curie–Weiss expression. The Curie and
Weiss constants obtained are 1.67 emu K molꢃ1 and 0.84 K,
respectively. The ꢂeff at the room temperature is 3.28 mB, which
is considerably higher than the calculated spin-only value of
2.83 mB for S ¼ 1. Similarly, large values are reported for the
low-spin manganese(III) porphyrin dicyanide complexes, in
which the ꢂeff value is elevated by the spin–orbit coupling effect
and/or magnetic anisotropy.2,3
References and Notes
1
2
L. J. Boucher, Coord. Chem. Rev., 7, 289 (1972).
L. Galich, H. Huckstadt, and H. Homborg, J. Porph. Phthal., 2, 79
(1998).
¨
¨
3
4
A. P. Hansen and H. M. Goff, Inorg. Chem., 23, 4519 (1984).
J. T. Landrum, K. Hatano, W. R. Scheidt, and C. A. Reed, J. Am. Chem.
Soc., 102, 6729 (1980).
5
6
G. Engelsma, A. Yamamoto, E. Markham, and M. Calvin, J. Phys.
Chem., 66, 2517 (1962).
S. Sievertsen, H. Grunewald, and H. Homborg, Z. Anorg. Allg. Chem.,
619, 1729 (1993).
H. A. Rutter and J. D. McQueen, J. Inorg. Nucl Chem., 12, 362 (1960).
The ꢂeff value decreases remarkably below 60 K, a behavior
that is remindful of an intermolecular antiferromagnetic interac-
tion. However, the distance between the Mn ions is extremely
7
8
Crystal data for TPP[MnIII(Pc)(CN)2] DCM: C59H38Cl2N10MnP, tri-
.
ꢁ
ꢀ
ꢀ
ꢁ
clinic, space group P1, a ¼ 13:0468ð9Þ A, b ¼ 22:393ð2Þ A, c ¼
ꢁ
ꢁ
ꢀ
8:9859ð6Þ A, ꢃ ¼ 101:034ð2Þ , ꢄ ¼ 95:391ð2Þ , ꢅ ¼ 74:430 , V ¼
ꢀ
long (8.986 A), and there is no carrier that can mediate the
ꢀ 3
2479:7ð3Þ A , Z ¼ 2, Dcalcd ¼ 1:398 g cmꢃ3, Bruker SMART APEX
system at 293 K, Mo Kꢃ, ꢂ(Mo Kꢃ,) = 4.45 cmꢃ1, 24115 reflections
measured, 12336 independent reflections, 4076 reflections with
I > 2ꢆðIÞ, R ¼ 0:052, RW ¼ 0:086 (12331 reflections refined with
I > 0ꢆðIÞ, 662 variables). CCDC-284241
spin–spin interaction. Thus the antiferromagnetic interaction
should be excluded. For the [Mn(CN)6]3ꢃ compound, which is
one of the rare examples of a manganese(III) complex with a
9
a) J. F. Kirner, W. Dow, and W. R. Scheidt, Inorg. Chem., 15, 1685
(1976). b) R. Mason, G. A. Williams, and P. E. Fielding, J. Chem.
Soc., Dalton Trans., 1979, 676.
10 M. Matsuda, T. Naito, T. Inabe, N. Hanasaki, H. Tajima, T. Otsuka,
K. Awaga, B. Narymbetov, and H. Kobayashi, J. Mater. Chem., 10,
631 (2000).
11 T. Mori, A. Kobayashi, Y. Sasaki, H. Kobayashi, G. Saito, and H.
Inokuchi, Bull. Chem. Soc. Jpn., 57, 627 (1984).
12 T. C. VanCott, J. L. Rose, G. C. Misener, B. E. Williamson, A. E.
Schrimpf, M. E. Boyle, and B. E. Williamson, J. Phys. Chem., 93,
2999 (1989).
13 B. E. Williamson, T. C. VanCott, M. E. Boyle, G. C. Misener, M. J.
Stillman, and P. N. Schatz, J. Am. Chem. Soc., 114, 2412 (1992).
14 M. Kotani, J. Phys. Soc. Jpn., 4, 293 (1949).
15 W. E. Buschmann, L. L.-Sands, A. L. Rheingold, and J. S. Miller,
Inorg. Chim. Acta., 284, 175 (1999).
Figure 4. Temperature dependence of the magnetic susceptibil-
III
.
ity (a) and the magnetic moment (b) for TPP[Mn (Pc)(CN)2]
DCM. The inset shows the reciprocal susceptibility.
Published on the web (Advance View) October 8, 2005; DOI 10.1246/cl.2005.1524