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2013 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim 4678
www.MaterialsViews.com
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Gustavo E. Fernandes,* Jin Ho Kim, Ashok K. Sood, and Jimmy Xu
1. Introduction
Carbon nanotube (CNT) nanocomposites have attracted con-
siderable attention in recent years because of their potential
applications in electronics and sensing.
[1]
Electromagnetic
radiation sensing via bolometeric operation
[2]
is one emerging
application for these materials.
[3,4–6]
Bolometers operate via
thermotransduction–electromagnetic radiation is absorbed and
converted into heat, which in turn changes the bolometer mate-
rial's electrical resistivity according to the temperature coeffi-
cient of resistance (TCR). It has been shown that the responses
of thin CNT films to electromagnetic radiation is dominated by
bolometric effects.
[7]
Thin membranes of CNTs and CNT nano-
composites with polymers and other materials have much to
offer in terms of bolometric sensing.
[4]
They display strong and
broad-band absorbance, which enables detection over broad
ranges of the electromagnetic spectrum.
[8]
Their electrical and
thermal conductivities can be tailored by appropriate selection
of CNT chirality (semiconducting, metallic, or ratios thereof),
type (single walled or multi-walled), doping and structure (e.g.,
crystalline vs. polycrystalline).
[9]
In addition, CNT membranes
are known to have large strength-to-
weight ratios,
[10]
which may facilitate
the fabrication of robust standalone sus-
pended structures that are required for
heightened heat sensitivity. CNTs are also
chemically inert to a large variety of chem-
ical species.
[11]
Currently, reported TCR
values for CNT membranes and nano-
composites are in the neighborhood of
-0.5%/ °C near room temperature,
[3,4,12]
while infrared responsivities as large as
500 V/W have been reported.
[7]
These fig-
ures still compare unfavorably with those
for vanadium oxide, the leading platform
for uncooled bolometric detection, in
which TCR values in excess of 3%/ °C
[13]
and responsivities in the tens of MV/W
have been observed.
[14]
σ = σ
0
e
- (T
0
/ T )
α
(1)
The electrical resistance of a membrane of randomly dis-
persed CNTs is known to be dominated by the tunneling of elec-
trons between nearby CNTs.
[15]
This type of electrical transport
is commonly described in the framework of the variable range
hopping VRH model,
[16,17–20]
according to which the conduc-
tivity of a CNT membrane is given by Equation (1), where T
0
is
an activation energy (in units of temperature), T is the tempera-
ture, and α is given by 1/( d+1), where d is the dimensionality
that characterizes transport (e.g., α = 1/4 in three dimensions,
1/3 in two dimensions and 1/2 in one dimension).
[19]
T
0
con-
tains information about the tunneling process,
[20]
including the
mean CNT-CNT tunneling barrier height and width, and the
mean contact area. T
0
also contains, via the permittivity, infor-
mation about the properties of the non-conductive medium
that fills the space between CNTs, as will be discussed in more
detail later. A general expression for the TCR can be easily
derived from Equation 1, and is given by
TCR =
α
T
2
T
0
T
α -1
- T
0
TT
0
(2)
where T′
0
is the derivative of T
0
with respect to T. It is clear
from Equation (2) that the TCR, having terms proportional
to both T
0
and T′
0
, could be enhanced via nanoengineering
of these two parameters. One way to accomplish such a task
is via incorporation of non-conductive polymers into the CNT
film. Polymers having strongly temperature dependent prop-
erties, such as large thermal expansion coefficient or large
temperature dependence of the permittivity could be particu-
larly good candidates. In addition, polymers that experience
Giant Temperature Coefficient of Resistance in Carbon
Nanotube/Phase-Change Polymer Nanocomposites
The temperature coefficient of resistance of a carbon nanotube nanocom-
posite with the non-conductive phase-change hydrogel Poly(N-isopropy-
lacrylamide) is studied. This nanocomposite is found to achieve the largest
reported temperature coefficient of resistance, ≈-10%/ °C, observed in carbon
nanotube-polymer nanocomposites to date. The giant temperature coeffi-
cients of resistance results from a volume-phase-transition that is induced by
the humidity present in the surrounding atmosphere and that enhances the
temperature dependence of the resistivity via direct changes in the tunneling
resistance that electrons experience in moving between nearby carbon nano-
tubes. The bolometric photoresponses of this new material are also studied.
The nanocomposite’s enhanced responses to temperature and humidity give
it great potential for sensor applications and uncooled infrared detection.
DOI: 10.1002/adfm.201300208
Dr. G. E. Fernandes, Dr. J. H. Kim, Prof. J. Xu
Brown University
School of Engineering
Providence, RI 02912, USA
E-mail: gustavo_fernandes@brown.edu
Dr. A. K. Sood
Magnolia Optical Technologies Inc.
52-B Cummings Park, Woburn, MA 01801, USA
Adv. Funct. Mater. 2013, 23, 4678–4683