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Fig. 9.26 Temperature dependence of the magnetic susceptibility of [Pt
2
(MeCS
2
)
4
I]
1
(1)[
31
]
and nearest-neighbor interdimer Coulomb repulsion (
V
). Since only the charge
degree of freedom is lost while the spin degree of freedom is maintained below
T
M-S
, Kitagawa et al. have concluded that
the semiconducting state can be
considered to be a 4
k
F
CDW, that is a Mott
Hubbard insulator in a half-filled
band with magnetic disorder and often lead to a SDW or spin-Peierls ground state
at low temperatures [
31
]. Such the Mott
Hubbard transition usually shows no
w
M
since it is a crossover-type transition from the itinerant-
electron (Pauli) paramagnetism to localized-electron paramagnetism.
obvious anomaly in
9.2.7.2
[Pt
2
(EtCS
2
)
4
I]
1
(2)
The temperature dependence of the magnetic susceptibility of [Pt
2
(EtCS
2
)
4
I]
1
(2)
is shown in Fig.
9.27
[
32
]. The magnetic susceptibility in the metallic state above
T
M-S
ΒΌ
10
5
emu mol
1
. The low susceptibility is
consistent with Pauli paramagnetism as one may expect for a conductor. Since this
compound shows no obvious anomaly in
205 K is of the order of ca. 1
w
M
with the metal-semiconductor transi-
tion, the Mott
Hubbard transition (4
k
F
-CDW) is considered to be a plausible
origin of the metal-semiconductor transition, similar to compound 1.However,the
solid-state properties of 2 cannot be perfectly understood by a simple 1D band model.
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