Organic materials have attracted attention for thermoelectric materials reusing low-temperature waste heat. For the thermoelectric performance enhancement of organic materials, the introduction of inorganic nanowires is effective due to the percolation effect. In this study, we synthesized Cu2Se NWs by the photoreduction method and prepared poly(3,4-ethylenedioxythiophene):poly (styrene sulfonate) (PEDOT:PSS) thin films containing Cu2Se NWs by spin-coating PEDOT:PSS and Cu2Se NWs alternatively. The composite films exhibited a drastic increase in electrical conductivity at more than 40 wt % Cu2Se, and the Cu2Se amount threshold was in good agreement with surface structures as observed by a scanning electron microscope. This indicates that the percolation effect of connected Cu2Se NWs brought high electrical conductivity. As a result, the composite thin films exhibited a higher power factor than the PEDOT:PSS film. This power factor enhancement by the percolation effect would be expected to contribute to the development of thermoelectric performance enhancement for organic materials.
Organic materials have attracted attention for thermoelectric materials reusing low-temperature waste heat. For the thermoelectric performance enhancement of organic materials, the introduction of inorganic nanowires is effective due to the percolation effect. In this study, we synthesized Cu2Se NWs by the photoreduction method and prepared poly(3,4-ethylenedioxythiophene):poly (styrene sulfonate) (PEDOT:PSS) thin films containing Cu2Se NWs by spin-coating PEDOT:PSS and Cu2Se NWs alternatively. The composite films exhibited a drastic increase in electrical conductivity at more than 40 wt % Cu2Se, and the Cu2Se amount threshold was in good agreement with surface structures as observed by a scanning electron microscope. This indicates that the percolation effect of connected Cu2Se NWs brought high electrical conductivity. As a result, the composite thin films exhibited a higher power factor than the PEDOT:PSS film. This power factor enhancement by the percolation effect would be expected to contribute to the development of thermoelectric performance enhancement for organic materials.
Thermoelectric conversion is expected
as one of the energy harvesting
techniques. Thermoelectric conversion efficiency is represented by ZT (=S2σT/κ), where S is the Seebeck coefficient, σ
is the electrical conductivity, κ is the thermal conductivity,
and T is the absolute temperature.[1,2] For
high thermoelectric performance, high S and σ
and low κ are required. While the trade-off relationship of
the above three parameters has been bottlenecked for improving thermoelectric
performance, to remove the bottleneck, nanostructuring is an effective
approach.[3] The nanostructure interface
can bring phonon scattering, leading to κ reduction,[4−15] which can control thermal flow[16−19] and affect the carrier scattering
mechanism, leading to S enhancement, such as the
energy filtering effect.[20−22]It is effective to introduce
inorganic nanostructures for improving
the thermoelectric performance of organic materials, such as poly(3,4-ethylenedioxythiophene):poly
(styrene sulfonate) (PEDOT:PSS), which have attracted attention for
low-temperature waste heat due to their low cost, eco-friendliness,
and flexibility.[23−31] Especially, the introduction of one-dimensional nanostructures,
such as carbon nanotubes or Te nanowires, effectively enhanced the
thermoelectric power factor (S2σ)
of PEDOT:PSS due to the formation of a conductive path.[32,33]Cu2Se is also a promising candidate for inorganic
nanostructures
because it is low cost, has abundant elements, and exhibits high thermoelectric
performance depending on its crystal structure. Bulk α-Cu2Se has recently been found to exhibit a high average ZT of 0.68 near RT (RT-390 K).[34] It is also worth noting that
this α-phase tends to be contaminated with a small amount of
the β-phase, resulting in lower ZT due to higher
carrier concentration than the optimal value.[35] Therefore, it is expected to enhance the thermoelectric performance
of PEDOT:PSS by the introduction of Cu2Se nanowires (NWs).
Although Cu2Se NWs have been synthesized by various methods,
it is difficult to maintain only the α-phase even at RT when Cu2Se were nanostructured.[36−38] This is because increasing Cu vacancies distorted the structures
of the α-phase until rearrangement of the β-phase is energetically
favorable due to the larger contribution of the surface energy to
the total energy of formation than that of bulk.[39]In this study, we synthesized α-Cu2Se NWs by the
photoreduction method and evaluated the thermoelectric properties
of PEDOT:PSS/Cu2Se NW composite thin films with various
amounts of Cu2Se NWs. In previous reports, we demonstrated
the synthesis of size-controlled Cu nanoparticles by the photoreduction
method,[40−43] where the slow reaction can control the morphology of copper nanoparticles.[42] We applied the above method to the synthesis
of α-Cu2Se NWs. The slow reaction can be expected
to control the Cu vacancies, leading to the synthesis of Cu2Se NWs. As a result, the composite thin films exhibited a higher
thermoelectric power factor (S2σ)
than pristine PEDOT:PSS thin films due to the percolation effect of
NWs. This study would be expected to contribute to the development
of thermoelectric performance enhancement for organic materials.
Experimental Section
Synthesis of Cu2Se NWs
Se NWs were synthesized
by the following method.[44] SeO2 (25 mg, FUJIFILM Wako Pure Chemical Corporation) and β-cyclodextrin
(50 mg, FUJIFILM Wako Pure Chemical Corporation) were dissolved in
10 mL of Milli-Q water and stirred with ultrasonication for 10 min.
The solution was slowly added to an l-ascorbic acid solution
prepared with l-ascorbic acid (0.2000 g, Wako Pure Chemical
Corporation) and Milli-Q water (10 mL) and stirred for 4 h. The mixed
solution was centrifuged and the resulting precipitates were washed
with EtOH and Milli-Q water several times alternately. The precipitates
were redispersed in EtOH and stirred for 4 h, forming Se NWs as precipitates.The Se NWs (2.0 mg) were dispersed in a copper acetate solution
prepared by dissolving 50.6 μmol of copper acetate in an aqueous
solution containing 1 mL of ethanol. The total volume of the dispersion
thus obtained was adjusted to 10 mL by Milli-Q water. The adjusted
dispersion was irradiated by UV light (Hamamatsu Photonics: L9588-01A)
for 2 h with stirring, and Cu2Se NWs were obtained as precipitates.
Preparation of PEDOT:PSS Thin Films Containing Cu2Se NWs
The fabrication process of PEDOT:PSS thin films containing
Cu2Se NWs is schematically shown in Figure . First, a pH-neutral PEDOT:PSS solution
(100 μL, N-1005, Orgacon) was dropped, spin-coated (1500 rpm,
45 s), and annealed (80 °C, 20 min) on a glass substrate of 10
mm × 10 mm, which was cleaned and hydrophilized by piranha solution
(a mixture of H2SO4 and H2O2). The PEDOT:PSS layer was formed in this way. Second, Cu2Se NWs (0.18 mg) dispersed in ethanol (30 μL) were deposited,
spin-coated, and annealed (80 °C, 5 min) on the substrate. The
NW layer was accumulated n times. Finally, the PEDOT:PSS
solution (100 μL) was dropped, spin-coated, and annealed (80
°C, 20 min) on the substrate again. The thin film thus obtained
is abbreviated as NW-n in this paper. NW-0 (without
Cu2Se NWs) was prepared by spin-coating PEDOT:PSS once.
The reference thin film was also prepared using EtOH solution without
Cu2Se NWs instead of the EtOH dispersion of Cu2Se NWs (“NW-0-EtOH-8”). The crystal structures of NWs
and thin films were characterized by X-ray diffraction (XRD) with
an X-ray diffractometer (Rigaku, Smartlab) and scanning electron microscopy
(SEM)–energy-dispersive X-ray spectroscopy (EDX) with a field
emission SEM (Hitachi High-Technologies, S-5500), respectively.
Figure 1
Fabrication
process of PEDOT:PSS thin films containing Cu2Se NWs on
a glass substrate.
Fabrication
process of PEDOT:PSS thin films containing Cu2Se NWs on
a glass substrate.
Evaluation of the Weight Percent of Cu2Se NWs
The weight percent of Cu2Se NWs in NW-n (W) was calculated
bywhere NCu, NSe, and NS are the
amounts of Cu, Se, and S atoms in the thin films quantitatively analyzed
by EDX, respectively; MCu and MSe are the atomic weights of Cu and Se, respectively; MPedot is the average formula weight of PEDOT:PSS
per one S atom and was estimated as 161 considering the weight ratio
of PEDOT and PSS (1:1.2).
Evaluation of Thermoelectric Properties
Electrical
conductivity σ was calculated from the sheet resistance measured
by the van der Pauw method and the thickness measured by cross-sectional
SEM images using the cutoff sample. The Seebeck coefficient S (=ΔV/ΔT)
was calculated from the voltage difference (ΔV) and temperature difference (ΔT) measured
by a handmade system, which was calibrated with a ZEM-3 (ADVANCE RIKO),
as shown in Figure S1. For calibration
of S, a 5.0 vol % PEDOT:PSS/DMSO thin film was also
prepared by spin coating (1500 rpm, 45 s) and annealing (180 °C,
20 min). It is considered that the difference between the measured
values by the handmade system and the ZEM-3 is due to the difference
in the S values of thermocouples. These thermoelectric
properties were measured at RT.
Results and Discussion
Figure a shows
the powder XRD pattern for the obtained Cu2Se NWs. The
distinct peaks indicated by rhombic marks (◆) were found to
be assigned to monoclinic α-Cu2Se. Since the observed
pattern was entirely different from that for as-prepared Se NW precipitates
assigned to a hexagonal Se (Figure S2a),
Se NWs were considered to be completely reacted with Cu2+ ions. No peaks originating from metallic Cu at 43.3°, Cu2O at 36.4°, or CuO at 35.5° were observed (JCPDS
file no. 5-0667 and 48-1548). No peak originating from β-Cu2Se at 44.7° was also observed; β-Cu2Se is not the preferable phase for thermoelectric materials because
it has a higher carrier concentration than α-Cu2Se,
leading to a low Seebeck coefficient at RT.[45] The XRD patterns of α-Cu2Se
were maintained for 2 weeks after synthesis, indicating that the α-phase
was stable at RT (Figure S3). Figure b shows
the SEM image for the obtained α-Cu2Se. As with Se
NWs (Figure S2b), the one-dimensional nanostructures
were observed and the diameter and length of the NWs were 300 ±
100 nm and 10 ± 5 μm, respectively. Since these values
were almost the same as those of the Se NWs, it is considered that
α-Cu2Se was formed directly on the Se NWs by photoreduction.
This is confirmed more clearly by elemental map images of EDX shown
in Figure c–e.
Cu species are found to be distributed along Se species on NWs. In
addition, the composition ratio of Cu and Se was estimated to be 2.0:1
by the quantitative analysis of EDX and was almost the same as the
stoichiometric ratio of Cu2Se. These results indicate that
single-phase α-Cu2Se was formed by the present method.
Figure 2
(a) Powder
XRD pattern of Cu2Se NWs. (b) SEM image of
Cu2Se NWs. (c–e) SEM–EDX images of Cu2Se NWs. (c) High-magnification SEM image, and elemental mapping
images of (d) Cu and (e) Se.
(a) Powder
XRD pattern of Cu2Se NWs. (b) SEM image of
Cu2Se NWs. (c–e) SEM–EDX images of Cu2Se NWs. (c) High-magnification SEM image, and elemental mapping
images of (d) Cu and (e) Se.Figure a shows
the cross-sectional SEM image of PEDOT:PSS thin films containing Cu2Se NWs abbreviated as NW-8. The pattern changes drastically
on the upper and lower sides of the straight line indicated by the
arrow. Considering that the pattern at the lower side looks monotonic,
the lower side is a glass substrate. Contrary, the upper side looking
complicated is a thin film. The thickness of the thin film was regarded
as that of the upper side and was estimated to be ∼600 nm.
The thicknesses for NW-n are shown in Figure S4 as a function of the number of NW layers,
and their values are listed in Table S1. The thickness is found to be almost proportional to the number
of NW layers. This dependence indicates that the amount of deposited
NWs by the spin-coating process was constant in each layer. In addition,
the amount of thickness increase was less than 400 nm in the present
preparation range. Considering that the average diameter of NWs was
300 nm, the NWs were planarly located in the thin film even though
the spin-coating process was repeated.
Figure 3
(a) Cross-sectional and
(b) surface SEM images of NW-8. The inset
in (a) is a photo image of the thin film. In (a), the arrow represents
the interface between the thin film and the glass substrate. (c–f)
SEM–EDX images of the thin films. (c) High-magnification SEM
image, and elemental mapping images of (d) Cu, (e) Se, and (f) S.
These images were obtained from the surface of the thin film. In (c),
the arrows represent the core part of the NW. (g) Line profiles fitted
by the Gaussian function in (d–f) for line segments A–B
in (c), where the profiles were normalized by each maximum peak intensity.
(a) Cross-sectional and
(b) surface SEM images of NW-8. The inset
in (a) is a photo image of the thin film. In (a), the arrow represents
the interface between the thin film and the glass substrate. (c–f)
SEM–EDX images of the thin films. (c) High-magnification SEM
image, and elemental mapping images of (d) Cu, (e) Se, and (f) S.
These images were obtained from the surface of the thin film. In (c),
the arrows represent the core part of the NW. (g) Line profiles fitted
by the Gaussian function in (d–f) for line segments A–B
in (c), where the profiles were normalized by each maximum peak intensity.The surface structure of NW-8 was observed by SEM,
as shown in Figure b. This SEM image
shows that NWs with a length of 10 ± 5 μm appeared in the
thin film. Considering that the size of these NWs was almost the same
as that of Cu2Se NWs observed in Figure b, the Cu2Se NWs were found to
be introduced into the thin film. Looking at the enlarged SEM image
(Figure c), it seemed
that core–shell-like NWs with core parts of 350 nm indicated
by arrows and shell parts of 750 nm were formed. By comparing this
SEM image with elemental maps shown in Figure d–f, it is found that Cu and Se atoms
are densely distributed along the NWs, while S atoms are distributed
broader than Cu and Se atoms and even also sparsely their outside.
To clarify the constituent element of core–shell NWs, line
profiles in Figure d–f were obtained for line segments A–B in Figure c. The raw data of
line profiles (Figure S5) were fitted by
the Gaussian function and the fitted profiles were normalized by each
maximum peak intensity, which is shown in Figure g. These profiles show that the profiles
of Cu and Se from Cu2Se NWs corresponded to the core parts
of NW indicated by arrows, while that of S from PEDOT:PSS corresponded
to the entire NWs, indicating that the core part was Cu2Se NWs and the shell part was PEDOT:PSS. Additionally, almost only
S was detected in the PEDOT:PSS region without NWs. These results
indicated that Cu2Se NWs were covered with PEDOT:PSS.Figure a shows
the amount of Cu2Se (wt %) as a function of the number
of Cu2Se NW layers. The amount of Cu2Se increased
as the number of NW layers increased, which indicates that the amount
of Cu2Se in PEDOT:PSS thin films can be controlled by the
number of NW layers. While one may wonder why the trend was not linear,
this can be explained by the relative increase in NW layers against
the static PEDOT:PSS layer. The mass ratio of NWs and the PEDOT:PSS
layer is given by , where mNW is
the mass of a single NW layer and mPedot is the mass of the PEDOT:PSS layer. Using W1, W can be simply
expressed asThe Cu2Se amounts thus estimated
are also plotted in Figure a. Compared with the estimated values, the experimental values
were qualitatively reproduced well, although they were slightly smaller
than the estimated values. This difference is probably due to the
loss caused by being blown away by a part of the sample during the
spin-coating process.
Figure 4
(a) Amount of Cu2Se NWs (wt %) in PEDOT:PSS
thin films
as a function of the number of NW layers. The Cu2Se NW
amounts were quantitatively analyzed by EDX. (b) σ, (c) S, and (d) S2σ of PEDOT:PSS
thin films containing Cu2Se NWs as a function of the Cu2Se NW amount (wt %). The sample of 0 wt % Cu2Se
NWs indicates the reference thin film of PEDOT:PSS without Cu2Se NWs. The dashed line in (b) is the fitted curve, which
is applied to experimental data with eq . The fitting parameters were σ0 and Wc. The chain line in (d) is a guide to the eye.
(a) Amount of Cu2Se NWs (wt %) in PEDOT:PSS
thin films
as a function of the number of NW layers. The Cu2Se NW
amounts were quantitatively analyzed by EDX. (b) σ, (c) S, and (d) S2σ of PEDOT:PSS
thin films containing Cu2Se NWs as a function of the Cu2Se NW amount (wt %). The sample of 0 wt % Cu2Se
NWs indicates the reference thin film of PEDOT:PSS without Cu2Se NWs. The dashed line in (b) is the fitted curve, which
is applied to experimental data with eq . The fitting parameters were σ0 and Wc. The chain line in (d) is a guide to the eye.As shown in Figure b, thermoelectric properties of NW-n were evaluated
at RT as a function of Cu2Se amounts (wt
%). Electrical conductivity σ of the thin films drastically
increased at more than 40 wt %, while almost constant σ was
obtained at less than 40 wt %. At 60 wt % corresponding to NW-14,
σ was 490 S cm–1, which was ∼530 times
larger than that of NW-0. The high σ values of the composite
thin films were maintained for at least 2 weeks after synthesis (Figure S6), indicating that the thin film was
stable. Considering that Cu2Se NW films without PEDOT:PSS
exhibited a higher σ of ∼1200 S cm–1 than the PEDOT:PSS thin film (Supporting Information), this σ enhancement was due to the introduction of a high-σ
material (Cu2Se NWs). Figure S7 shows carrier concentration and hall mobility as a function of a
number of NW layers obtained by Hall measurement. The carrier concentration
increased by orders of magnitude as the number of NW layers increased,
while the hall mobility was almost constant. This indicated that the
increase of σ by the introduction of Cu2Se NWs was
due to the enhancement of the carrier concentration. The origin of
the drastic increase was discussed in the next paragraph. Figure c shows the Seebeck
coefficient S as a function of Cu2Se amounts
(wt %). S of the thin films decreases at more than
40 wt %, while S is almost constant at less than
40 wt %. The power factor S2σ of
NW-8 exhibits the highest value of 0.62 μW m–1 K–2 at 53 wt %, which is ∼10 times larger
than that of NW-0. The effect of σ increase was larger than
that of S decrease, although S decreased
by the introduction of Cu2Se NWs, leading to S2σ enhancement.Here, we discuss the origin
of the drastic increase of conductivity
σ as observed in Figure b. At first, since the structural change of PEDOT:PSS by the
introduction of Cu2Se NWs can affect the conductivity,
the Raman spectrum was observed, as shown in Figure S8. The peak profile of the Raman spectrum was almost the same
as that of a reference film fabricated using the EtOH solution without
Cu2Se NWs instead of the EtOH dispersion of Cu2Se NWs (NW-0-EtOH-8) including the region between 1400 and 1550 cm–1 due to C=C symmetric stretching vibration.
The peak profile of NW-8 was also consistent with other reports.[46] This suggested that the chemical structure of
PEDOT:PSS was not affected by the introduction of Cu2Se
NWs. In other words, the Cu2Se NWs were highly probable
to influence the drastic increase of σ.As the amount
of NWs increases in the thin film, the number of
connections between NWs increases quadratically. The connected NWs
make a conductive path, leading to the drastic increase of σ
due to the so-called percolation effect. For percolation theory, σ
is represented with the weight fraction W of fillers
and the percolation threshold Wc in three-dimensional
systems as follows:In eq , σ quadratically increases when W exceeds Wc.(47−49) We fitted the experimental data
by eq . The fitted line
(dashed line) is shown in Figure b, where fitting parameters Wc and σ0 were 45 wt % and 4640 S cm–1, respectively. This fitted line was in good agreement with our experimental
values.To support the value of the percolation threshold, morphological
changes in the thin film were observed from surface SEM images, as
shown in Figure S9a–c. For NW-1,
Cu2Se NWs form relatively small aggregates, which are isolated
and distributed on the thin film without being connected to each other.
In contrast, for NW-8, Cu2Se NWs form larger aggregates,
which are connected to each other everywhere. These connected Cu2Se NWs can cause the formation of a carrier conductive path
of Cu2Se NWs, leading to a drastic increase in σ.
To discuss the connection probability of NWs, the area of connected
NWs was calculated by regarding them as one aggregate. Since the number
of NW connections depends on the size of the aggregate, the connection
probability of NWs can be discussed using the area of connected NWs.
The area was calculated by ImageJ from monochrome surface images (Figure S9d–f), where the NW region was
white and the other region was black. The conversion from surface
SEM images to monochrome images was also done by ImageJ. The total
area of Cu2Se NWs in the range of the SEM image size was
plotted as a function of the number of NW layers, as shown in Figure a. The total area
increased in proportion to the number of NW layers, where the total
area was able to be linearly fitted, as shown in Figure a. This result indicates that
the value of the area correctly represents the amount of Cu2Se NWs in the thin film. Here, the maximum area was also extracted,
which is defined as the largest area of connected Cu2Se
NWs in the range of the SEM image size, as shown in Figure S9a–c. The maximum area increases as the amount
of connection increases, namely, the maximum area reflects the connection
probability. Figure b shows that the maximum area drastically starts to increase at around
45 wt %. Since this tendency of the maximum area was similar to that
of σ (Figure b), the maximum area was fitted by the function analogous to eq as follows:where Wc is the
percolation threshold used in eq and A is a fitting parameter. The fitted
line (dashed line) in Figure b reproduced the observed maximum area well. This result indicates
that a percolation threshold Wc of 45
wt % obtained from σ is consistent with the structural observation.
These results support the drastic increase of σ due to the percolation
effect of Cu2Se NWs.
Figure 5
(a) Total area of Cu2Se NWs
in the range of 172 μm
× 216 μm corresponding to the SEM image size of Figure S8 as a function of the number of NW layers.
The dashed line is a linearly fitted line. (b) Maximum area (Max.
area) of connected NWs as a function of Cu2Se amounts (wt
%). The area of each connected NWs was calculated by regarding them
as one aggregate. Then, the maximum area in (b) is defined as the
largest area in the range of the SEM image size in Figure S9. The dashed line is a fitted line by eq with fitting parameter A and fixed parameter Wc (=45
wt %). The fitted A was 1.49 × 105 μm2.
(a) Total area of Cu2Se NWs
in the range of 172 μm
× 216 μm corresponding to the SEM image size of Figure S8 as a function of the number of NW layers.
The dashed line is a linearly fitted line. (b) Maximum area (Max.
area) of connected NWs as a function of Cu2Se amounts (wt
%). The area of each connected NWs was calculated by regarding them
as one aggregate. Then, the maximum area in (b) is defined as the
largest area in the range of the SEM image size in Figure S9. The dashed line is a fitted line by eq with fitting parameter A and fixed parameter Wc (=45
wt %). The fitted A was 1.49 × 105 μm2.It was previously reported that an energy barrier
at the PEDOT:PSS/Cu2Se interface was qualitatively discussed.[38] High-energy carriers can pass through the barrier,
while
the low-energy carrier cannot pass, which can cause the energy filtering
effect, leading to S enhancement. While the σ
of the composite thin films “drastically” increased
(Figure b), S “gradually” decreased (Figure c). This “gradual”
change can be due to the inclusion of the S enhancement
effect by the energy filtering effect.To evaluate the ZT of the composite thin films,
changes in κ values were discussed qualitatively because the
measurement in the in-plane direction was challenging. Since the κ
of bulk Cu2Se (1 W m–1 K–1)[50] is known to be 5 times higher than
that of PEDOT:PSS (0.2 W m–1 K–1),[51] the κ of the PEDOT:PSS/Cu2Se NWs composite thin films is estimated to be up to 5 times
higher than that of the PEDOT:PSS thin film. Even under this maximum
estimation, considering the observed 10 times enhancement of S2σ, there is still 2 times enhancement
of ZT. In practice, the κ of Cu2Se NWs is expected to be reduced from bulk Cu2Se due to
the nanostructural effect: phonon scattering at nanostructure interfaces.
Therefore, the ZT of the composite thin film is more
than twice as higher as that of the PEDOT:PSS thin film.
Conclusions
Cu2Se NWs with a diameter of
300 ± 100 nm and a
length of 10 ± 5 μm were synthesized by the photoreduction
method. Composite thin films of Cu2Se NWs and PEDOT:PSS
were prepared by spin-coating PEDOT:PSS and Cu2Se NWs alternatively.
Conductivity σ for the composite thin films was 530 times higher
than that for the PEDOT:PSS thin films. The σ of the composite
thin films drastically increased at more than 40 wt % in Cu2Se amounts, and this tendency can be quantitatively explained by
the percolation effect. Consequently, the power factor S2σ for the composite thin films was higher than
that for PEDOT:PSS thin films. This S2σ enhancement by the percolation effect would be expected to
contribute to the development of thermoelectric performance enhancement
for organic materials.
Authors: Kevin C See; Joseph P Feser; Cynthia E Chen; Arun Majumdar; Jeffrey J Urban; Rachel A Segalman Journal: Nano Lett Date: 2010-10-05 Impact factor: 11.189
Authors: Sasanka Deka; Alessandro Genovese; Yang Zhang; Karol Miszta; Giovanni Bertoni; Roman Krahne; Cinzia Giannini; Liberato Manna Journal: J Am Chem Soc Date: 2010-07-07 Impact factor: 15.419
Authors: Akram I Boukai; Yuri Bunimovich; Jamil Tahir-Kheli; Jen-Kan Yu; William A Goddard; James R Heath Journal: Nature Date: 2008-01-10 Impact factor: 49.962