Chemistry Reference
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Table 1.3. Classification of some relevant molecules discussed in
the text according to their point groups
Point group
Molecule
C v
CO
D h
H 2 ,N 2 ,C 2 H 2
I h
C 60
C s
EDT-TTF-CN, EDT-TTF-COOH
C 2 v
H 2 O, EDT-TTF,
α
- n T( n odd), DMET, MDT-TSF
C 2 h
α
- n T( n even), DMTTF, BEDT-biTTF
C 3 v
NH 3
D 2 h
TTF, TCNQ, TMTTF, TMTSF, BEDT-TTF, PTCDA,
Ni(dmit) 2 , BEDT-TSF, BDA-TTP, pentacene
D 4 h
CuPc
D 6 h
C 6 H 6
Figure 1.4. BEDT-TTF dimer in the crystal structure of neutral BEDT-TTF.
P 2 1 /
55 . Crystallo-
graphic data from Kobayashi et al ., 1986a. Dimers are contained in the (102)
plane. C and S are represented by black and medium grey balls, respectively.
c
,
a
=
0
.
661 nm, b
=
1
.
398 nm, c
=
1
.
665 nm,
β =
109
.
surface than the perylene core (Hauschild et al ., 2005). The series of unsubstituted
oligothiophenes
- n T exhibits C 2 v and C 2 h symmetry for n odd and n even, respec-
tively. However, for the series of end-capped EC n T the symmetry is reduced by
the non-planar conformation of the terminal cyclohexene rings. Hence the highest
possible symmetries are, depending on the relative conformation of the two cyclo-
hexene rings, C 2 or C s for n odd and C 2 or C i for n even. On the other hand we
observe that functionalization of TTF may result in the loss of the degree of sym-
metry, as exemplified in the series TTF ( D 2 h )
α
EDT-TTF ( C 2 v )
EDT-TTF-CN
( C s ). Functionalization will be discussed in the next chapter.
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