Chemistry Reference
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FIGURE 11.8
Calculated total electron energy of the chain as a function of kink
angle.
band and the maximum found experimentally at 12 eV now corresponds to
the bottom of the forbidden gap (
Figure 11.6(b)
). Thus, the periodic kinks
in a carbon chain are an example of a deformation wave decreasing the
total energy of the chain where the linear sp
1
carbon chains are regularly
separated by carbon atoms in p
2
states. The kink angle
was varied from
zero (for cumulene) to 90
.
11.4.2 EELS M
EASUREMENTS
The EELS results provide reliable information about the density of electrons
in the valence band of solids, electron excitations in solids, and volume den-
sity of the material. The EELS spectrum was obtained from the spectrum of
the 1s carbon photoemission line corresponding to the electron energy of
about 1 keV. We have followed the procedure described in ref. [15] and
removed the elastic 1s line to obtain the loss function in order to evaluate
the energy losses as shown in
Figures 11.9
and
11.10(a)
.
Figure 11.9 shows the EELS spectrum of diamond (dash dotted line)
[16], graphite (dashed line) [17], polyacetylene (dotted line) [15] and oriented
carbon film (solid line). Energy losses were recorded in a low energy region
from zero to 40 eV, which corresponds to both one-particle excitation
and collective excitation modes (plasmons). The loss function is S(E)
¼
"
"
¼ "
1
(E)
þ
"
2
(E) is a complex dielectric function. The
Im(1/
(E)) where
(E)
i
maximum of S(E) at the energy E
3.7 eV corresponds to one particle inter-
bend excitation enhanced by the
p
-plasmon in carbon films. The broad
maximum at energy of 21.8 eV is the
¼
þp
-plasmon excitation energy.
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