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Fig. 5.18 (a) Polarized Raman spectra obtained from a 1.96 eV excitation for [Pt(chxn)
2
I]I
2
,
[Pt(en)
2
I](ClO
4
)
2
, and [Pt(chxn)
2
I](ClO
4
)
2
.(b) Frequencies of the M-X stretching Raman bands
as a function of the distortion parameter
d
; a: [Pt(chxn)
2
I]I
2
, b: [Pt(en)
2
I](ClO
4
)
2
, c: [Pt(chxn)
2
I]
(ClO
4
)
2
, d: [Pd(en)
2
Br](C
5
-Y)
2
(H
2
O), e: [Pd(chxn)
2
Br]Br
2
, f: [Pd(en)
2
Br](C
5
-Y)
2
(H
2
O), g:
[Pd(en)
2
Br](C
4
-Y)
2
sulfosuccinate)
(a-c and e-h: 293 K and d: 206 K). The
broken line
and the
dashed dotted line
show the frequency of
the coherent oscillation for [Pd(chxn)
2
Br]Br
2
and [Pt(chxn)
2
I]I
2
, respectively
(H
2
O), and h: [Pd(en)
2
Br](ClO
4
)
2
(en
¼
ethylenediamine and Y
¼
o
i
,
t
i
, and
y
i
are
oscillatory components are also shown in Fig.
5.17c
. The evaluated
100 cm
1
, 1.2 ps, and
p
(cosine type) for the high-frequency component and
67 cm
1
, 5 ps and 3/2
(sine type) for the low-frequency one. The excitation-
density dependence of the amplitude for the 100-cm
1
oscillation (triangles in
Fig.
5.16
) is the same as that of the amount of the MH phase characterized by
D
R
(0.54 eV) (open circles). In addition, the oscillation is of cosine type. These results
suggest that the 100-cm
1
oscillation is a displacive-type oscillation associated
with the CDW-MH transition. Since this transition should be accompanied by the
release of the displacements of the I ions, the oscillation can be assigned to the Pt-I
stretching mode in the photogenerated MH domains. As the 67-cm
1
oscillation is
of sine type, it will be due to an impulsive stimulated Raman process.
To clarify the origin for the coherent oscillation with 100 cm
1
in more detail,
we refer to the Raman spectra. In Fig.
5.18a
, the Raman spectrum of [Pt(chxn)
2
I]I
2
is presented together with those of other PtI-chain compounds,
p
½
Pt(en
Þ
2
I
ð
ClO
4
Þ
2
and
ClO
4
Þ
2
. All of the Raman spectra were measured with the back-
scattering configurations and with the polarizations of incident and scattering lights
parallel to 1D chains. A small peak at 67 and 130 cm
1
½
Pt(chxn
Þ
2
I
ð
Þ
2
I]I
2
can be
assigned to the oscillation of the ligand molecules like the case of [Pd(chxn
in [Pt(chxn
Þ
2
Br]Br
2
[
40
]. The bands at 100-120 cm
1
are due to the symmetric Pt-I stretching mode. In
Fig.
5.18b
, the frequency of this mode is plotted as a function of the distortion
parameter
d
by the solid circles.
d
is defined as
d ¼
is the displacement of
the bridging X ions and
L
is the M-M distance). The frequency of the Pd-Br
2
d
/
L
(
d
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