Graphene-based van der Waals heterostructures are promising building blocks for broadband photodetection because of the gapless nature of graphene. However, their performance is mostly limited by the inevitable trade-off between low dark current and photocurrent generation. Here, we demonstrate a hybrid photodetection mode based on the photogating effect coupled with the photovoltaic effect via tunable quantum tunneling through the unique graphene/Bi2Se3 heterointerface. The tunneling junction formed between the semimetallic graphene and the topologically insulating Bi2Se3 exhibits asymmetric rectifying and hysteretic current-voltage characteristics, which significantly suppresses the dark current and enhances the photocurrent. The photocurrent-to-dark current ratio increases by about a factor of 10 with the electrical tuning of tunneling resistance for efficient light detection covering the major photonic spectral band from the visible to the mid-infrared ranges. Our findings provide a novel concept of using tunable quantum tunneling for highly sensitive broadband photodetection in mixed-dimensional van der Waals heterostructures.
Graphene-based van der Waals heterostructures are promising building blocks for broadband photodetection because of the gapless nature of graphene. However, their performance is mostly limited by the inevitable trade-off between low dark current and photocurrent generation. Here, we demonstrate a hybrid photodetection mode based on the photogating effect coupled with the photovoltaic effect via tunable quantum tunneling through the unique graphene/Bi2Se3 heterointerface. The tunneling junction formed between the semimetallic graphene and the topologically insulating Bi2Se3 exhibits asymmetric rectifying and hysteretic current-voltage characteristics, which significantly suppresses the dark current and enhances the photocurrent. The photocurrent-to-dark current ratio increases by about a factor of 10 with the electrical tuning of tunneling resistance for efficient light detection covering the major photonic spectral band from the visible to the mid-infrared ranges. Our findings provide a novel concept of using tunable quantum tunneling for highly sensitive broadband photodetection in mixed-dimensional van der Waals heterostructures.
Light
detection over a wide spectral range, from the visible to
the mid-infrared, has a great potential for numerous photonic and
optoelectronic applications. In this scenario, graphene can provide
a versatile platform for broadband photodetection due to its gapless
electronic band structure.[1−4] However, its low absorption and fast recombination
of photogenerated carriers result in low photocurrent with comparably
large dark current.[5−7] These limitations present major challenges, restraining
the practical applications of photodetectors based on graphene. Various
methods have been introduced to overcome limitations by enhancing
the light absorption of graphene-based photodetectors, including plasmonic
nanostructures[8] and quantum dots.[9] Although these approaches have unique advantages,
their photodetection is limited to a short spectral range because
of the sharp resonant absorption.[10,11]Hybrid
graphene systems combined with mixed-dimensional materials
for high-sensitivity broadband light detection have emerged from recent
developments by assembling materials into van der Waals heterostructures.[12,13] In graphene-based van der Waals heterostructures, semiconducting
two-dimensional transition-metal dichalcogenide materials are typically
used as they exhibit superior light–matter interaction properties
that allow for enhanced light absorption. However, the absorption
is limited within the visible spectral range due to their band gap.[14] Combining graphene with narrower band gap materials
has been proposed for broader light absorption despite the large dark
current.[15−17] Among them, most of the studies using topological
insulators focused on the formation of graphene/topological insulator
heterostructures to induce the photogating effect, utilizing the novel
properties of topological insulators such as graphene-like hexagonal
symmetry, direct narrow band gap, and ultrafast photocurrent along
the surface.[18,19] As a material candidate to form
van der Waals heterostructures with graphene, topological insulators
have advantages beyond the aforementioned properties. For example,
compared to black phosphorus, which is similar to a topological insulator
in terms of band gap and electrical properties such as mobility and
carrier multiplication, the surface oxidation of black phosphorus
is related to the degradation mechanism and environmental instability,[20] while the surface oxidation of the topological
insulators serves to protect the surface states.[21,22] Moreover, since the topological insulators are Dirac fermion materials
like graphene, a Dirac-source field-effect transistor can be realized
with the graphene/topological insulator heterostructures.[23]Recent studies reported the control over
the dark current in graphene-based
photodetectors by introducing an interlayer (e.g., h-BN) tunneling
barrier with enhanced photodetectivity.[5−7] However, the photodetection
performance using this method is highly sensitive to the size, thickness,
and quality of the interlayer, which makes the fabrication process
challenging. As an alternative pathway free from introducing an interlayer,
the natural oxidation layer rapidly formed on the surface of topological
insulators[21,22] in the ambient environment can
be utilized as the tunneling barrier.[24−26] In particular, the thickness
of the oxidation layer of the topological insulators is saturated
within a few hours after exfoliation, and the oxidation process is
significantly delayed over time so that a uniform oxidation layer
can be obtained over the entire surface.[21,22]Here, we demonstrate that the naturally formed oxidation layer
at the graphene/Bi2Se3 heterointerface enables
incorporation of the quantum tunneling effect into the photodetection
mechanism, as evidenced by the transition of charge carrier transport
mechanisms from direct tunneling to Fowler–Nordheim (FN) tunneling
and/or thermionic emission. In our device architecture, the photogating
effect in the graphene/Bi2Se3 heterochannel
is coupled to the photovoltaic effect through the rectifying tunneling
junction. This significantly enhances the photodetection performance,
which is fundamentally different from the typical graphene-based photodetectors
previously reported.[1−4] Accordingly, the normalized photocurrent-to-dark current ratio (NPDR)
is enhanced by around an order of magnitude via electrical tuning
of tunneling resistance for detection of light covering the major
photonic spectral region from the visible to the mid-infrared wavelengths.
Our work provides a new perspective on both the tunneling dark current
suppression and the efficient photocurrent generation for various
photonic and optoelectronic applications.
Results and Discussion
Graphene/Bi2Se3 Heterojunction Device
Our Dirac-source
field-effect transistor based on a lateral heterochannel
and a vertical tunneling junction is realized by the graphene/Bi2Se3 heterostructure (see the methods/experimental
section for the fabrication details). As shown in Figure a, our devices feature
a long striped graphene channel in contact with a Bi2Se3 flake on the side. Graphene acts not only as a passivation
layer to protect the tunneling junction but also as an efficient charge
carrier transport channel. The insulating bulk states of the bottom
Bi2Se3 flake combined with the top Al2O3 insulating layer enable us to investigate the mechanism
of carrier transport through the interfacial barrier between the conducting
Dirac surface states of graphene and Bi2Se3.
The device is characterized by optical microscopy (Figure b) and Raman spectroscopy (Figures c,d and S1). The Eg2 peak intensity mapping image
of the Bi2Se3 flake (marked with the red dashed
square in Figure b)
is shown in Figure c. The Raman signal of the Bi2Se3 flake on
the graphene/Bi2Se3 heterojunction region is
almost similar to that on the region without the graphene layer (see Figure S1a). On the other hand, the 2D peak intensity
mapping image of graphene, as shown in Figure d, is not revealed on the heterojunction
region since the Raman signal of graphene is significantly reduced
on the heterojunction region compared to that on the region without
the Bi2Se3 flake (see Figure S1b).
Figure 1
Graphene/Bi2Se3 heterojunction device.
(a)
Schematic illustration of the device structure. (b) Optical microscope
image of the graphene/Bi2Se3 heterochannel.
The red dashed square represents the heterojunction region. The white
dashed square outlines the graphene channel. (c,d) Raman mapping images
for the Eg2 peak intensity of Bi2Se3 (c) and the 2D peak intensity of graphene (d). (e) Atomic force
microscopy (AFM) image (left) and its line scan profiles (right).
The black arrows (right panel) indicate the thicknesses of the Bi2Se3 flake and graphene layer. (f) X-ray photoemission
spectroscopy (XPS) spectra measured on Bi2Se3 with Bi 5d (left) and Se 3d (right) peaks. The oxidation peaks (Bi2O3 and SeO2) are indicated by the blue
arrows.
Graphene/Bi2Se3 heterojunction device.
(a)
Schematic illustration of the device structure. (b) Optical microscope
image of the graphene/Bi2Se3 heterochannel.
The red dashed square represents the heterojunction region. The white
dashed square outlines the graphene channel. (c,d) Raman mapping images
for the Eg2 peak intensity of Bi2Se3 (c) and the 2D peak intensity of graphene (d). (e) Atomic force
microscopy (AFM) image (left) and its line scan profiles (right).
The black arrows (right panel) indicate the thicknesses of the Bi2Se3 flake and graphene layer. (f) X-ray photoemission
spectroscopy (XPS) spectra measured on Bi2Se3 with Bi 5d (left) and Se 3d (right) peaks. The oxidation peaks (Bi2O3 and SeO2) are indicated by the blue
arrows.The graphene layer covering the
surface around the edge of Bi2Se3 flake can
be clearly identified by the AFM
images, as shown in Figures e and S2. The average thicknesses
of the graphene and Bi2Se3 flakes, measured
by AFM, are ∼1.3 and 29.2 nm, respectively (see the Supporting Information for more details on the
AFM)[27−29].Figure f shows
the XPS on Bi2Se3 (Bi: 5d and Se: 3d) taken
after 24 h from exfoliation. The observed oxidation peaks corresponding
to Bi2O3 (at around 26 and 29 eV) and SeO2 (at around 59 eV) represent the existence of the oxidation
layer naturally formed on the Bi2Se3 surface.[22] The intensity of the SeO2 peak is
much lower than that of the Bi2O3 peak, indicating
that the dominant oxidation layer formed on the Bi2Se3 surface is Bi2O3 rather than SeO2 due to the Se vacancies on the Bi2Se3 surface.[30−32] Note that the oxidation time of 24 h after exfoliation
under ambient conditions is set to utilize the uniform oxidation layer
with the stabilized thickness. Although the formation of the native
oxidation layer is very fast at the initial stage after exfoliation,[21,22] its thickness is known to saturate since the oxidation process is
significantly delayed over time due to the interplay between surface
exposure and oxygen incorporation.[22] The
thickness of the oxidation layer is estimated as ∼2 nm (±0.2
nm).[21,22,24−26]
Tunable Quantum Tunneling through the Heterointerface
The
van der Waals heterostructures can enable versatile functionalities
with higher performance than each material in the van der Waals heterostructures.[12,13] First, we investigated the current–voltage (I–V) characteristics of the graphene/Bi2Se3 heterojunction by choosing different metal
electrodes (see the methods/experimental section for the measurement details). When the source and drain are applied
across the graphene/Bi2Se3 heterointerface (defined
as graphene-Bi2Se3), the I–V curves exhibit the nonlinear I–V relationship (Figure S3c) due
to charge carrier transport through the graphene/Bi2Se3 heterointerface. The asymmetric rectifying behavior indicates
that the tunneling junction is formed at the interface, and the tunneling
barrier heights are asymmetric. The hysteresis effect of I–V curves arises from charge trapping at
the interface. For comparison, we also measure a reference graphene
transistor (defined as graphene&Bi2Se3),
where both source and drain are applied to the graphene channel that
partially covers the Bi2Se3 flake (see the Supporting Information for details on the measurement
configuration with different electrodes). The I–V curves, as shown in Figure S3a, reveal the typical Ohmic behavior in the reference graphene transistor.To understand the mechanism of asymmetric rectifying and hysteretic
characteristics of the graphene-Bi2Se3, as shown
in Figure a,b, the IDS–VDS curve
(drain–source current IDS as a
function of drain–source voltage VDS) at gate–source voltage VGS =
0 V is divided into nine steps, which are marked by Roman numerals
from I to IX. Each step represents the transition point, where the
transport mechanism changes and the resistance state switches to different
resistance states. The oxidation layer naturally formed on the Bi2Se3 surface is known to act as a tunneling barrier
in contact with graphene.[21,22,24−26] The tunneling resistance is closely related to the
potential barrier at the interface and the electronic density of states
in graphene and Bi2Se3. Hence, the shape deformation
of the asymmetric tunneling barrier will have a great influence on
the tunneling current across the interface. The energy band alignments
before equilibrium and between each step is drawn in Figure c based on the estimation of
the dominant transport mechanism, as shown in Figure , by fitting Figure a to the direct or FN tunneling equations[33−36] (see the Supporting Information for details
on the FN tunneling plot analysis). The detailed descriptions for
the hysteretic I–V characteristics
and charge carrier trapping processes at the graphene/Bi2Se3 interface can also be found in the Supporting Information.[37,38] Further details on
the energy band alignment are fully discussed in the Supporting Information.[30−32,39−46]
Figure 2
Tunneling
through the heterointerface and transition of carrier
transport mechanisms. (a) IDS–VDS curve of the graphene-Bi2Se3 at VGS = 0 V, which consists
of nine different operation regimes from I to IX. (b) Color plots
of IDS depending on VDS and VGS. The white dotted
arrow in (b) represents the path of steps in the IDS–VDS curve (a). (c)
Energy band alignments of the graphene/Bi2Se3 interface before equilibrium and between each step (ΦDirac,Gr: work function of intrinsic graphene when the Fermi
level is at Dirac point, ΔEF: Fermi-level
shift from the Dirac point of graphene, Eg,Bi: Bi2O3 band gap,
χBi: Bi2O3 electron affinity, and Eg,Bi: Bi2Se3 band gap). The
gray and brown areas represent the van der Waals gap and Bi2O3 layer, respectively. The color of arrows represents
the carrier transport mechanisms (magenta: direct or FN tunneling,
red: thermionic emission, and blue: trapped hole release or tunneling),
and the thickness of arrows indicates the relative amount of current.
The red and blue circles are electron and hole carriers, respectively.
The red, green, and blue dashed lines represent the Dirac point of
graphene, the Fermi-level of graphene or Bi2Se3, and the conduction or valence band edge of Bi2Se3, respectively.
Figure 3
Asymmetric tunneling
barrier heights. (a–h) FN plots of
the graphene-Bi2Se3 for VDS > 0 (a–d) and VDS <
0 (e–h). (i,j) Band alignments across the graphene/Bi2Se3 interface when the FN tunneling occurs in VDS > 0 (i) and VDS < 0 (j). Each barrier height is extracted from (b,f) respectively.
Tunneling
through the heterointerface and transition of carrier
transport mechanisms. (a) IDS–VDS curve of the graphene-Bi2Se3 at VGS = 0 V, which consists
of nine different operation regimes from I to IX. (b) Color plots
of IDS depending on VDS and VGS. The white dotted
arrow in (b) represents the path of steps in the IDS–VDS curve (a). (c)
Energy band alignments of the graphene/Bi2Se3 interface before equilibrium and between each step (ΦDirac,Gr: work function of intrinsic graphene when the Fermi
level is at Dirac point, ΔEF: Fermi-level
shift from the Dirac point of graphene, Eg,Bi: Bi2O3 band gap,
χBi: Bi2O3 electron affinity, and Eg,Bi: Bi2Se3 band gap). The
gray and brown areas represent the van der Waals gap and Bi2O3 layer, respectively. The color of arrows represents
the carrier transport mechanisms (magenta: direct or FN tunneling,
red: thermionic emission, and blue: trapped hole release or tunneling),
and the thickness of arrows indicates the relative amount of current.
The red and blue circles are electron and hole carriers, respectively.
The red, green, and blue dashed lines represent the Dirac point of
graphene, the Fermi-level of graphene or Bi2Se3, and the conduction or valence band edge of Bi2Se3, respectively.Asymmetric tunneling
barrier heights. (a–h) FN plots of
the graphene-Bi2Se3 for VDS > 0 (a–d) and VDS <
0 (e–h). (i,j) Band alignments across the graphene/Bi2Se3 interface when the FN tunneling occurs in VDS > 0 (i) and VDS < 0 (j). Each barrier height is extracted from (b,f) respectively.
Coupling the Photogating Effect with the
Photovoltaic Effect
Most graphene-based photodetectors generally
focus on one photodetection
mechanism: photovoltaic effect, photogating effect, photo-thermoelectric
effect, and bolometric effect, due to their inherent limitations.[1−4] On the contrary, in our device, the photogating effect is coupled
to the photovoltaic effect through the rectifying tunneling junction
across the graphene/Bi2Se3 heterointerface,
which is supported by the observation of asymmetric rectifying and
hysteretic I–V characteristics,
as shown in Figure a,b. The photogating effect is known to stem from the change in channel
resistance and carrier density due to photogenerated carriers, which
can be induced by charge trapping at or charge transfer across the
interface.[47−49] Some of the photogenerated carriers accumulated at
the trap states can act as an external bias voltage to shift the Fermi-level
of graphene, and the other carriers injected into graphene or Bi2Se3 will contribute to the photocurrent. On the
other hand, the photovoltaic effect is driven by separating photogenerated
electron–hole pairs through the rectifying junction, which
can be further controlled by tuning the tunneling resistance.[5−7] Before exploring the photogating effect, we first characterized
the enhanced photocurrent with the photovoltaic effect, owing to the
rectifying tunneling junction, as shown in Figure S3. Interestingly, under the same condition of light illumination
(at a wavelength of 532 nm with a laser power of 10 μW) focused
onto the same graphene/Bi2Se3 heterojunction
region, much higher photocurrent is realized through the graphene/Bi2Se3 heterointerface (Figure S3f, graphene-Bi2Se3), as compared to
the reference graphene transistor (Figure S3e, graphene&Bi2Se3). This is because the
photocurrent generated in the reference graphene transistor is hindered
by the carrier recombination within the graphene channel, while the
photocurrent of the rectifying tunneling junction formed through the
graphene/Bi2Se3 heterointerface is enhanced
with the photovoltaic effect.We also find that the tunneling
resistance can be significantly tuned by varying VDS in our graphene/Bi2Se3 heterochannel
due to the strong coupling between the photogating and photovoltaic
effects. Here, two different VDS (0.5
and 1.5 V) are chosen to define the high and low tunneling resistance
states. Both exhibit high photocurrents, but dark currents are obtained
to be considerably different for a proper comparison. Note that this
is based on the color plots of IPC, as
shown in Figure a,
where IPC = Ilight – Idark is the photocurrent, Ilight is the drain–source current under
light illumination, and Idark is the drain–source
current in the dark. In addition, it is found to be more effective
for modulating the tunneling resistance by tuning positive VDS along the Bi2Se3 side,
due to the lower barrier height for electrons on the graphene side
than that toward the Bi2Se3 side, as estimated
in Figure . The operation
principle is described in Figure b,c, incorporating the tunneling process into the photodetection
mechanism. At the high tunneling resistance state (Figure b, VDS = 0.5 V), the direct tunneling from graphene to Bi2Se3 will be substantially blocked by the tunneling barrier under
the dark condition, while the photoexcited electrons in graphene can
be easily injected into Bi2Se3 over the low
barrier height. On the other hand, at the low tunneling resistance
state (Figure c, VDS = 1.5 V), the dark current ascribed to the
FN tunneling and thermionic emission will exceed the current due to
photoexcited electrons. As a result, the dark current will be obtained
to be extremely lower in the high tunneling resistance state (Figure b) than that in the
low tunneling resistance state (Figure c). As shown in Figure d, the scanning photocurrent measurements are carried
out to investigate the spatial photoresponse in the graphene/Bi2Se3 heterojunction at VDS = 0.5 V (at a wavelength of 532 nm with a laser power of 100 μW).
The photocurrent generation is pronounced around the heterojunction
region especially near the edge of the graphene channel overlapping
the Bi2Se3 flake, confirming the major photocurrent
generation originating from the heterointerface due to the built-in
electric fields applied across it.
Figure 4
Tunable photoresponse across the graphene/Bi2Se3 heterointerface. (a) Color plots of IPC depending on VDS and VGS. (b,c) Operation principle of
the photodetection
mechanism. ΔEF0 and ΔEF are the Fermi-level shift from the Dirac point
of graphene in the dark and under light illumination, respectively.
(d) Photocurrent mapping plot measured near the heterojunction at VDS = 0.5 V applied across the graphene/Bi2Se3 heterointerface and VGS = 0 V under 532 nm light illumination (100 μW). The
blue, white, and yellow dotted lines outline the graphene layer, Bi2Se3 flake, and Ti/Au electrodes, respectively.
(e,f) IDS–VGS curves at VDS = 0.5 (e) and VDS = 1.5 (f) in the dark or under light illumination
over a wide range of wavelengths (532, 730, 1550, and 4000 nm) with
a power of 10 μW. The black arrow in (a) represents the selected VDS (0.5 and 1.5 V) for descriptions in (b,c)
and IDS–VGS curves in (e,f).
Tunable photoresponse across the graphene/Bi2Se3 heterointerface. (a) Color plots of IPC depending on VDS and VGS. (b,c) Operation principle of
the photodetection
mechanism. ΔEF0 and ΔEF are the Fermi-level shift from the Dirac point
of graphene in the dark and under light illumination, respectively.
(d) Photocurrent mapping plot measured near the heterojunction at VDS = 0.5 V applied across the graphene/Bi2Se3 heterointerface and VGS = 0 V under 532 nm light illumination (100 μW). The
blue, white, and yellow dotted lines outline the graphene layer, Bi2Se3 flake, and Ti/Au electrodes, respectively.
(e,f) IDS–VGS curves at VDS = 0.5 (e) and VDS = 1.5 (f) in the dark or under light illumination
over a wide range of wavelengths (532, 730, 1550, and 4000 nm) with
a power of 10 μW. The black arrow in (a) represents the selected VDS (0.5 and 1.5 V) for descriptions in (b,c)
and IDS–VGS curves in (e,f).
Optical Switching Ratio Enhancement
The transfer curves
(IDS as a function of VGS) of the graphene/Bi2Se3 heterointerface
in the dark and under light illumination at various wavelengths of
532, 730, 1550, and 4000 nm with a light power of 10 μW are
shown in Figure e
(VDS = 0.5 V) and Figure f (VDS = 1.5
V). The graphene/Bi2Se3 heterochannel operates
as a field-effect transistor, where the carrier mobility depends on
the tunneling resistance. The high (VDS = 0.5 V) and low (VDS = 1.5 V) tunneling
resistance states lead to the different average carrier mobilities
of 36.8 and 103.2 cm2 V–1 s–1 for holes and 12.6 and 64.1 cm2 V–1 s–1 for electrons at room temperature, respectively.
From the shift of VDirac, we estimated
that the photogating effect is attributed to the trapping of photogenerated
carriers at the graphene/Bi2Se3 interface (see
the Supporting Information for details
on the photogating effect due to the trapping of photogenerated carriers).
As shown in the transfer curves, there are almost no hysteresis effects
for the VGS sweep, thanks to the Al2O3 top passivation layer,[50] implying that charge trapping at the graphene/Bi2Se3 interface only occurs during the VDS sweep. In particular, the tunneling dark current is obtained to
be quite low, as shown in Figure e, giving rise to noticeable enhancement of the optical
switching ratio (Ilight/Idark). At VGS = 0 V, although
the photocurrents (IPC = Ilight – Idark), as
shown in Figure e,f,
are similar to each other, the dark current is measured to be much
larger in Figure f
than that in Figure e. This is consistent with the interpretation provided in Figure b,c. The zero-crossing
point of IPC, where Ilight = Idark, does not appear
in Figure e, indicating
that the photovoltaic effect contributes to the ratio of Ilight to Idark. Unlike the
photogating effect in which one type of photogenerated carriers should
be captured in trap states, the photovoltaic effect requires the efficient
separation of created electron–hole pairs. Our results suggest
that the tunneling junction in the graphene/Bi2Se3 heterochannel can be utilized to couple the photogating effect with
the photovoltaic effect to enhance the optical switching ratio by
tuning the tunneling resistance.Depending on the tunneling
resistance, the electrically tunable photoresponse of graphene-Bi2Se3 is confirmed by photoresponsivity (Figure a, R = IPC/Peffective) and photodetectivity (Figure b, ), where Peffective is the effective
light power illuminated onto the actual photoactive
area Aactive after considering the input
beam waist, and the total area of graphene channel and Bi2Se3 flake to avoid the overestimation of photodetectivity.
The photodetectivity of the graphene/Bi2Se3 heterointerface
(Figure b) can be effectively maximized by tuning VDS to 0.5 V (the high tunneling resistance state). On
the contrary, the photoresponse characteristics of the reference graphene
transistor (Figure S4c,d) is almost unchanged
between VDS = 0.5 and 1.5 V. In other
words, the light absorption in the graphene/Bi2Se3 heterostructure does not guarantee the high photodetectivity. This
highlights that the charge carrier transport through the graphene/Bi2Se3 tunneling junction is of great importance to
couple the photogating effect with the photovoltaic effect in the
graphene/Bi2Se3 heterochannel for highly sensitive
photodetection.
Figure 5
Photoresponse characteristics depending on tunneling resistance.
(a,b) Photoresponsivity (a) and photodetectivity (b) plots of the
graphene-Bi2Se3 as a function of VGS at VDS = 0.5 and 1.5 V
over a wide range of wavelengths (532, 730, 1550, and 4000 nm) with
an incident light power of 10 μW. (c) Responsivity dependence
on incident light intensity. The black dashed lines are the linear
fitting to the data. (d) NPDR and photodetectivity as a function of
wavelength at VDS = 0.5 and 1.5 V. The
turquoise dashed circle in (c) represents the group of light intensities
used in (d).
Photoresponse characteristics depending on tunneling resistance.
(a,b) Photoresponsivity (a) and photodetectivity (b) plots of the
graphene-Bi2Se3 as a function of VGS at VDS = 0.5 and 1.5 V
over a wide range of wavelengths (532, 730, 1550, and 4000 nm) with
an incident light power of 10 μW. (c) Responsivity dependence
on incident light intensity. The black dashed lines are the linear
fitting to the data. (d) NPDR and photodetectivity as a function of
wavelength at VDS = 0.5 and 1.5 V. The
turquoise dashed circle in (c) represents the group of light intensities
used in (d).The dependence of photoresponsivity
on light intensity (I) at VDS = 0.5 V and VGS = 0 V is plotted
in Figure c (see the Supporting Information for details on the relation between light power
and responsivity).[51]Figure d shows that the tunneling resistance at
which the values of NPDR and photodetectivity become maximum can be
electrically tuned. The NPDR are enhanced from ∼1.4 ×
104, 6.6 × 103, 3.8 × 103, and 1.1 × 103 W–1 (at VDS = 1.5 V) to ∼2.2 × 105, 1.1 × 105, 3.5 × 104, and 8.0 ×
103 W–1 (at VDS = 0.5 V) by effectively suppressing the tunneling dark current.
The idea of tuning the tunneling resistance for enhancing the photodetectivity
offers a new insight to realize the broadband photodetection by coupling
the photogating effect with the photovoltaic effect.[52]In other studies, several attempts have been made
to control the
dark current by utilizing the ultrathin interlayer such as Ta2O5[5] and h-BN[6,7] as the tunneling barrier. However, their tunneling resistance has
been usually controlled by the interlayer thickness, which was set
during the fabrication process. In our work, the unique band alignment
across the graphene/Bi2Se3 interface[30−32,43−46] leads to the transition from
direct tunneling at the low bias voltage (high tunneling resistance
state) to FN tunneling and/or thermionic emission at the high bias
voltage (low tunneling resistance state), as described in Figure b,c. This allows
us to modulate the tunneling dark current just by varying the bias
voltage across the graphene/Bi2Se3 junction.
As an alternative pathway free from an artificial introduction of
an interlayer at the interface, our findings demonstrate a new perspective
of utilizing the oxidation layer naturally formed at the graphene/Bi2Se3 interface for both dark current reduction and
efficient photocurrent generation. We confirmed that the naturally
formed oxidation layer can act as a tunneling barrier. We further
observed the tunable tunneling resistance and offered direct evidence
for the asymmetric tunneling barrier heights using the tunneling equations.[33−36] An additional advantage of utilizing the naturally formed oxidation
layer is that this approach is not limited by the size, thickness,
and quality of the interlayer so that large-scale devices are achievable
as long as Bi2Se3 is large enough, making the
entire fabrication process simple. This is similar to the current
silicon technology, where naturally formed silica plays a key role.
Another novelty of our work is describing the transition of charge
carrier transport mechanisms through the graphene/Bi2Se3 interface, which is essential for coupling between photogating
and photovoltaic effects. To the best of our knowledge, the hysteresis
effect of I–V curves in graphene/Bi2Se3 heterojunction is first observed in this work,
implying the trapping of charge carriers at the interface. This observation
suggests that the trap-assisted photogating effect can be induced
in the graphene/Bi2Se3 heterochannel by trapping
of photogenerated carriers,[47−49] which can be coupled with the
photovoltaic effect to effectively enhance the photocurrent owing
to the rectifying tunneling junction.[5−7]
Conclusions
Based on the asymmetric tunneling barrier formed at the graphene/Bi2Se3 interface,[24−26] we have explored a breakthrough
way to improve the photoresponse characteristics of the graphene/Bi2Se3 heterochannel by suppressing the tunneling
dark current and injecting the photogenerated carriers. We have found
that the tunneling resistance of the graphene/Bi2Se3 heterojunction can be tuned to couple the photogating effect
with the photovoltaic effect in the graphene/Bi2Se3 heterochannel. The transition of charge carrier transport
mechanisms through the graphene/Bi2Se3 interface
is a key signature to modulate the optical switching ratio.[5−7] The practical application to improve the device performance through
the interface engineering (e.g., asymmetric tunneling barrier height,
interface-trap density, and Dirac surface states) or the material
combination (e.g., other topological insulators or other materials
of small band gap), which is beyond the scope of this study, will
be a promising research direction. This study will provide useful
information for designing novel photodetectors for highly sensitive
broadband photodetection.
Methods/Experimental
Section
Sample Preparation and Device Fabrication
Our heterojunction
phototransistor was fabricated by integrating graphene and Bi2Se3 into van der Waals heterostructures. The Bi2Se3 flakes were mechanically exfoliated from bulk
material and transferred onto the highly doped Si substrates with
a 285 nm thick SiO2 layer preprocessed with solvent cleaning
and O2 plasma treatment. The Bi2Se3 flake surface was naturally oxidized under ambient conditions for
24 h. Owing to the rapid surface oxidation of topological insulators,[17,21,22] there was no need to introduce
an additional interlayer such as an insulating layer grown by atomic
layer deposition (ALD) or h-BN layer before the graphene transfer.
In order to form several heterostructures on each substrate at the
same time, large-area monolayer graphene grown by chemical vapor deposition,
purchased from Graphenea, was wet-transferred onto the substrates.[39−42] For the complete and smooth coverage of the graphene layer over
the entire Bi2Se3 flake, we selected the Bi2Se3 flakes with a few tens of nanometer thick,
which allowed us to minimize the defects caused by the steep surface
morphology around the flake edges. Each graphene channel was patterned
to a regular shape with electron beam lithography (EBL, Vistec EBPG
5000) and reactive ion etching (Oxford Instruments PlasmaLab 80 Plus).
The lateral heterochannel was defined to be the patterned graphene
ribbon and transferred Bi2Se3 flake, while the
vertical tunneling junction was formed in the overlapping regions.
The heterojunction area was estimated to range from 50 to 100 μm2, with an average of 83.7 μm2. Ti/Au electrodes
of 5/75 nm were patterned with EBL and deposited through electron
beam evaporation (MASA IM-9912) followed by a lift-off process. The
metal electrodes on the graphene channel and Bi2Se3 flakes were patterned to be orthogonal and parallel to the
graphene channel, respectively. As a passivation layer, a 10 nm thick
layer of Al2O3 grown by ALD (ALD, Beneq TFS-500)
at 150 °C was used to prevent the surface modification from the
adhesion of oxygen or water molecules. After completing the device
fabrication, an optical microscope (Olympus BX60) and Micro-Raman
(WITec Alpha 300 RA+) system using 532 nm continuous wave laser were
used to characterize the graphene/Bi2Se3 heterostructure.
The graphene covering the Bi2Se3 flake edge
was identified by AFM Dimension Icon (Bruker). XPS was performed on
the large area Bi2Se3 flakes using a Kratos
Axis Ultra ESCA spectrometer with a monoenergetic Al Kα (1486.96
eV) source. The pass energy was ∼20 eV, and the X-ray spot
size was ∼200 μm. Since X-rays penetrate only the top
few layers of flakes, the XPS is useful for quantitative analysis
of the surface chemical composition (the outer few nanometers) regardless
of the flake thickness.
Experimental Details and Electro-Optical
Measurement Setup
The sample holder was designed in a size
fitting into a fixing
holder in a probe stage. After device fabrication, the device chips
were mounted onto each printed circuit board (PCB) attached to the
sample holder and wire-bonded to the PCB. All the electrical measurements
were carried out in an optical microscope (WITec Alpha 300 RA+) or
a home-built femtosecond laser based microscopic system with two sourcemeters
(Keithley 2400 and 2401) at room temperature under ambient conditions.
The gate voltage was applied to the Si substrate, while the source
and drain voltages were applied to the metal electrodes connected
to the graphene channel or Bi2Se3 flakes. The
photocurrent measurements covering from the visible range to near-infrared
range were conducted in the WITec system combined with two sourcemeters.
The light beams from continuous wave lasers at 532 nm (WITec focus
innovations), 730 nm (Thorlabs MCLS1), and 1550 nm (Photonetics) were
focused onto the heterojunction through an objective lens (100×,
NA = 0.75). The optical microscopy platform system allowed us to focus
the laser beam on desired positions in the sample. The diameters of
the light spot were around 0.87, 1.18, and 2.49 μm, respectively.
The photocurrent measurements in the mid-infrared range were conducted
in a home-built femtosecond laser-based microscopic system combined
with two sourcemeters. The duration and repetition rate of the incident
pulse were 230 fs and 2 kHz. The laser at 4000 nm is focused to cover
the graphene/Bi2Se3 heterojunction region by
a parabolic mirror. The diameter of the light spot was ∼20
μm.
Authors: Desheng Kong; Judy J Cha; Keji Lai; Hailin Peng; James G Analytis; Stefan Meister; Yulin Chen; Hai-Jun Zhang; Ian R Fisher; Zhi-Xun Shen; Yi Cui Journal: ACS Nano Date: 2011-05-23 Impact factor: 15.881
Authors: Gerasimos Konstantatos; Michela Badioli; Louis Gaudreau; Johann Osmond; Maria Bernechea; F Pelayo Garcia de Arquer; Fabio Gatti; Frank H L Koppens Journal: Nat Nanotechnol Date: 2012-05-06 Impact factor: 39.213
Authors: Lukas Braun; Gregor Mussler; Andrzej Hruban; Marcin Konczykowski; Thomas Schumann; Martin Wolf; Markus Münzenberg; Luca Perfetti; Tobias Kampfrath Journal: Nat Commun Date: 2016-10-31 Impact factor: 14.919