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Figure 6.35.
ρ
( T ) curves of thin TTF-TCNQ films grown at ( 1a and 1b ) T sub =
RT
and T ann
350 K. The measurements were
performed using the four contacts low-frequency lock-in technique with 10
350 K and ( 3 ) T sub
325 K and T ann
A for
µ
1a and 0.1
A for 1b and 3 . Reprinted from Journal of Solid State Chemistry , Vol.
168, J. Fraxedas, S. Molas, A. Figueras, I. Jimenez, R. Gago, P. Auban-Senzier
and M. Goffman, Thin films of molecular metals: TTF-TCNQ , 384-389, Copyright
(2002), with permission from Elsevier.
µ
350 K ( 3 ). The conduction barrier energy E a can be obtained from the
Arrhenius plot: E a
T ann
8 and 295.4 K for the nominally identical samples 1a
and 1b (grown in different experiments) and 273.7 K for sample 3 . Earlier reported
E a values for oriented thin TTF-TCNQ films lie between 170 and 580 K (Reinhardt
et al. , 1980; de Caro et al. , 2000a). The decrease of E a upon increase of T sub is in line
with the increase in size of the microcrystals, which reduces the number of grain
boundaries. The obtained
296
.
1
cm 1 ) are comparable
σ RT values (2
RT <
10
1 cm 1 )
(Reinhardt et al. , 1980; Sumimoto et al. , 1995; Figueras et al. , 1999; de Caro
et al. , 2000a), the conductivity of the films resulting from a random contribution of
σ a and
with earlier determinations on thin TTF-TCNQ films (1
RT <
30
σ b values.
A detail of the
( T ) curve is displayed for sample 3 in Fig. 6.36. The non-linear
increase of resistivity below c . 50 K corresponds to the metal-insulator Peierls
transition. The Peierls transition is more readily observed for the E a
ρ
273
.
7K
sample because of its lower activation energy as compared to the c . E a
296 K
samples.
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