173103-2
Berčič et al.
Appl. Phys. Lett. 88, 173103 ͑2006͒
FIG. 3. The resistance change as a function of time in pressed pellets of
Mo S I for pristine samples ͑open circles͒ and after one wetting/drying
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cycle ͑filled squares͒. The annealed samples have a dramatically reduced
humidity dependence ͑solid and dashed line͒.
FIG. 1. ͑a͒ Scanning electron micrograph ͑SEM͒ of the Mo S I . ͑b͒ The
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connected to a saturated water vapor bath at 30 °C, and the
resistivity was monitored as a function of time. The results,
shown in Fig. 3, show that the pristine ͑unannealed͒ samples
display a rapid change of resistance when exposed to mois-
ture within the first minute, after which time the resistance
saturates at a value which is approximately 10% higher than
in a dry atmosphere. One might expect that the presence of
water inside the sample should have a shorting effect, which
would result in a decrease in the resistivity. Instead, the re-
sistivity increases, suggesting that water has an effect in re-
ducing the interbundle conductivity, similar to the effect of
iodine. Remarkably, the effect of moisture under identical
conditions on the annealed sample is much smaller, being
less than 1% indicating that interstitial material ͑removed
upon annealing͒ has an important role in determining the
overall network resistance and suggests that pre-existing io-
dine in pristine samples increases the sensitivity to water. To
see if the moisture effect is reversible, we have subsequently
dried the exposed sample in an oven at 50 °C for 10 h. The
resistivity change upon exposure was then remeasured. From
the results, shown in Fig. 3, it appears that the change of
moisture-induced resistivity ⌬R/R is very similar before and
after cycling, although a small increase in absolute value is
observed after the first cycle which is attributed to inevitable
irreversible changes of interbundle contacts resulting from
temperature/moisture cycling.
room temperature conductivity 300 as a function of annealing temperature
T . ͑c͒ Current-voltage characteristic of bulk Mo S I for pristine ͑line͒ and
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annealed samples at 500, 700, and 900 °C. No discernible difference is
observed after annealing. ͑d͒ An XRD diffraction pattern of the measured
sample shows no trace of impurities and no detectable change of structure,
only a slight change in peak intensities after annealing.
The dependence of 300K on T is shown in Fig. 1͑b͒.
A
In Fig. 2, we show the temperature dependence of the
resistivity of the as-grown and annealed material. We clearly
observe thermally activated conductivity behavior from 50 K
to room temperature. ͑Below 50 K, the resistance becomes
too high to measure reliably͒. Figure 2͑b͒ shows that the
behavior very closely follows an exponential law of the form

= exp-͑T /T͒ , where =1/4 is characteristic of three-
0
0
dimensional Mott variable range hopping ͑VRH͒ ͑Ref. 9͒ for
the pristine sample, and remarkably, =1/2 for the annealed
samples ͓Fig. 2͑d͔͒. The latter exponent is characteristic of
one-dimensional VRH. Repeated measurements on different
samples reveal identical temperature behavior, consistently
showing a cross over from =1/4 to =1/2 upon annealing
at 700 °C and above.
Since the pellets contain some empty space, it might be
expected that water vapor, or other gases may permeate into
the network voids, which may cause a change in the inter-
wire and interbundle contact resistivity. As an example, to
test the pressed pellet sensitivity to water molecules, we have
performed measurements of the resistivity under saturated
water vapor conditions. The sample was placed in a chamber
When trying to understand the origin of the observed
behavior, both interwire and interbundle transport need to be
considered. Band structure calculations on Mo S I suggest
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that the material is best described as a highly anisotropic
5
semimetal. Narrow bands cross the Fermi energy EF for
wave vectors along the nanowire ͑i.e., crystal c͒ axes, while
no band crossings exist perpendicular to the nanowire axis
͑
along a or b͒. This implies that coherent electron transport is
not possible perpendicular to the nanowire axis. Along the c
axis ͑i.e., along the nanowire͒, coherent transport may also
be strongly subject to localization due to the highly one-
dimensional character of these materials. Thus, the electron
transport properties of extended networks are expected to be
dominated by interbundle and interwire hopping. The obser-
vation of VRH temperature dependence with a three-
dimensional exponent =1/4 is thus not surprising, and
similar behavior has also been observed previously in CNT
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networks. It is somewhat surprising that the exponent
changes upon high-temperature annealing to =1/2. Which
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could, according to theory, be attributed to a change of di-
FIG. 2. Resistivity as a function of temperature of bulk Mo S I : ͑a͒ For
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mensionality from three to one dimensions. The change of
dimensionality could be understood in terms of the removal
of atoms at contact points in between nanowires, which play
pristine samples, and ͑c͒ for annealed samples ͑T =700 °C and 900 °C͒.
A
͑
b͒, ͑d͒ By using proper scaling, we show that VRH-like behavior is obeyed
over a wide range of temperatures for both, but with different exponents:
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=1/4 for pristine samples, and =1/2 for annealed samples. a role of conducting ͑tunnelling͒ bridges between nanowires.
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