Matteo
Gardella
a,
Giorgio
Zambito
a,
Giulio
Ferrando
a,
Francesco
Bisio
b,
Maria Caterina
Giordano
*a and
Francesco
Buatier de Mongeot
*a
aDipartimento di Fisica, Università di Genova, 16146 Genova, Italy. E-mail: giordano@fisica.unige.it; buatier@fisica.unige.it
bCNR-SPIN, Corso Perrone 24, 16152 Genova, Italy
First published on 27th April 2024
In recent years, high-quality transition metal dichalcogenide layers and their van der Waals heterostructures, based on either mechanical exfoliation or chemical vapor deposition, have been successfully employed for the fabrication of electronic and optoelectronic devices, demonstrating their potential towards the integration or replacement of traditional semiconductor technologies. However, these fabrication techniques rely on single flakes with limited size on the scale of tens of micrometers. Here, we propose a large-scale growth process based on physical deposition that enables uniform coverage over cm2 areas. This method allows us to fabricate a large area prototype van der Waals heterostructure by vertically stacking in sequence few-layer WS2–MoS2 films, forming a type-II heterojunction which shows enhanced photocatalytic dissociation efficiency compared to a reference MoS2 film. Upon addition of a bottom graphene transparent electrode and a top Au contact, under illumination conditions we find evidence of photovoltage and photocurrent generation, thus demonstrating the potential of our large-scale 2D-TMD growth process in view of scalable, self-powered photoconversion applications.
Among these, transition metal dichalcogenides (TMDs) are 2D layered semiconductors of particular interest due to their thickness-dependent optoelectronic properties, with an indirect-to-direct band gap transition going from the bulk to a single monolayer.13 Their high optical absorption coefficient, combined with suitable energy band gap values in the 1–2 eV range, makes them promising materials for photonics and photoconversion applications.14–19
Owing to the atomically smooth surfaces originating from in-plane fully saturated covalent bonds, TMDs as well as other two-dimensional materials can be vertically stacked to form the so-called van der Waals (vdW) heterostructures.20–22 In such a configuration, novel properties emerge from the band structure coupling of the different layers, offering the possibility to arbitrarily tailor the optoelectronic properties of the resulting metamaterial.23,24
The possibility to devise ultra-thin self-powered photonic devices using 2D materials has been recently shown in van der Waals (vdW) metal–semiconductor–metal devices with engineered band alignment and in vdW MXene-silicon photodetectors.25,26 Indeed, photon-to-current energy conversion in TMD-based heterostructures can be achieved at zero bias if the final energy band structure of the vdW 2D heterojunction intrinsically promotes the spatial separation of differently charged photoexcited carriers. A relevant example of this charge transfer effect has been recently demonstrated in the case of type-II vdW heterojunctions formed by MoS2–WS2, both in the monolayer regime and in the few- and multi-layer regime,27–29 thanks to the staggered band alignment between the component layers.30,31
Additionally, charge separation leads to a longer lifetime of carriers, which can be exploited, for example, to enhance photocatalytic dissociation reactions of organic pollutants.32,33 Since atomically thin 2D TMD films are endowed with an extremely high surface-to-volume ratio, it is thus straightforward to foresee the potential of large area TMD-based heterostructures in photo-to-chemical energy conversion applications.34–36 Although the coupling of different TMD monolayers is particularly exciting for optoelectronic applications, in the case of van der Waals heterostructures based on few-layer TMDs, the increased thickness enables a higher optical absorption and hence an enhanced photoconversion efficiency.
Despite the photoconversion properties of these 2D materials being promising, the scalability of this scheme towards real-world devices is still very poor since the devices are typically based on exfoliated 2D semiconductor layers that form micrometric flakes. The limited size of these materials and their random distribution on the surface intrinsically limit the device area and require complex, low-throughput alignment procedures for the fabrication of vdW heterostructure devices at the micro-scale.22
To make real-world applications of TMD-based devices possible, development of scalable growth approaches is mandatory. Large area growth techniques are actively investigated, ranging from printable nanosheet inks in view of flexible and wearable electronics to chemical vapor deposition,37–39 and a continuous effort is put in the search for wafer-scale homogeneous growth techniques with thickness control, enabling the application of 2D materials in circuit integration.40–42 At the same time, development of large area transparent electrodes, such as those based on graphene, is crucial for the growth of van der Waals heterostructures and for the fabrication and interconnection of TMD-based devices.43–45
In this work, we develop large area physical deposition of 2D TMD films based on ion beam sputtering and recrystallization in a sulfur enriched atmosphere. In order to increase the weak photon absorption of monolayer thick TMD devices – in the 10% range – we opted for type-II heterojunctions formed from few-layer TMDs.27–29 Vertical stacks of WS2 and MoS2 polycrystalline layers in a superstrate configuration are deposited on top of a commercial transparent conductive graphene electrode transferred on a silica (SiO2) substrate. Upon illumination of the large area type-II heterojunction formed from the two TMD layers, we observe photovoltage and photocurrent. A further indirect experimental demonstration of the favorable band alignment is derived from photocatalytic dissociation of an organic pollutant such as methylene blue (MB). Indeed, due to the increased photocarrier lifetime resulting from physical separation of holes and electrons in type-II heterojunctions, the large area WS2–MoS2 stacked layers are more effective in promoting a higher MB photodissociation rate compared to the individual TMD layers. These results demonstrate the potential of our scalable approach for TMD-based van der Waals heterostructures in self-powered electronics.
In view of light harvesting applications, we chose a transparent 12 × 25 mm2 SiO2 wafer as the supporting substrate. In order to electrically connect the TMD heterostructure on its back side and fabricate a large-scale device, we deposited a commercial bilayer graphene electrode (Graphenea) by a wet transfer process in deionized water, as highlighted in Fig. 1a and described in detail in ESI† section S1.46 The graphene transparent electrode, which covers an area of about 1 cm2, is evident in the photograph of the silica substrate. In Fig. 1b, we show the characteristic Raman spectrum of the graphene bilayer after the transfer process, highlighting the presence of characteristic vibrational modes located at 1589 cm−1 and 2690 cm−1, which correspond to the G and 2D bands, respectively.47 A very small peak can also be observed at 1350 cm−1 which is related to defects and disorder in the graphene layer. Its reduced area in comparison with the G and 2D bands indicates a high quality material.48Fig. 1c shows an optical extinction spectrum acquired on the as-transferred bilayer graphene. Extinction in the visible range is about 5%, in agreement with the expected theoretical absorption value of 4.6% for bilayer graphene.49 The high transparency of graphene is crucial for its application as a transparent window layer when photonic devices are arranged in a superstrate configuration.
Physical deposition of a few-layer MoS2 film supported on a SiO2–graphene stack (sketch in Fig. 1d) has been achieved by developing an ion beam sputtering deposition process from a stoichiometric MoS2 target in an ultra high vacuum chamber (see the Methods section). To sequentially stack the different TMD layers, we designed a custom deposition set-up that allows the substrate to be oriented towards multiple TMD sputtering targets mounted on a linear translation stage (see ESI† section S2, Fig. S2a for more details). To optimize the quality of these TMD layers, which are amorphous after the deposition process, we perform a high temperature (750 °C) recrystallization process in a sulfur-enriched argon atmosphere to preserve their stoichiometry (see ESI† section S2, Fig. S2b). In this way, high-quality, 4 nm thick MoS2 films in the semiconducting 2H-phase are formed, as demonstrated by the micro-Raman spectrum reported in Fig. 1e, which clearly shows the characteristic E12g and A1g vibrational modes corresponding to the in-plane and out-of-plane vibrations of the molybdenum and sulfur sub-lattices, located at 378 cm−1 and 404 cm−1, respectively.50 The difference in the spectral positions of the two Raman peaks reads about 26 cm−1, confirming the growth of a few-layer MoS2 film.
Optical extinction measurements were performed across the UV-VIS-NIR spectral range on the same MoS2–graphene sample. The results are presented in Fig. 1f. The spectrum acquired on the stacked MoS2–graphene (green trace) highlights the presence of the characteristic excitonic features, which further confirm the formation of a 2H-MoS2 semiconducting phase. A and B excitons are detected at about 677 nm and 629 nm, respectively, whereas the band nesting regions of C and D excitonic resonances are detected in the 400–450 nm spectral range.51
We used the same physical deposition approach for the large area growth of a 4 nm thick WS2 film on top of a graphene layer (sketch in Fig. 1g). The micro-Raman spectrum reported in Fig. 1h shows the characteristic vibrational in-plane mode E12g and out-of-plane mode A1g located at 354 cm−1 and 418 cm−1, respectively, thus confirming the identification of a few-layer WS2 film in the 2H-semiconducting phase.52
The optical extinction spectrum, reported in Fig. 1i, further supports the growth of few-layer WS2 films in the semiconducting 2H-phase. The spectrum is characterized by the main excitonic features of WS2 detected at about 630 nm (A exciton), 530 nm (B exciton, very shallow mode) and in the spectral range of 400–450 nm (C and D transitions of the band nesting region).53 A comparison between the extinction spectrum of MoS2 (Fig. 1f) and the spectrum of WS2 (Fig. 1i) allows the strong similarity of the band structure of the two TMD materials to be highlighted in a direct manner, which are characterized by a very similar optical bandgap in the range of 1.3–1.4 eV for the few-layer regime.54,55
Having demonstrated the capability to grow by physical deposition the individual TMD and graphene layers placed deterministically on the silica wafer substrate, we then fabricated a large area van der Waals MoS2–WS2 heterostructure partly coating a transparent conductive graphene electrode by sequential deposition of a 4 nm thick WS2 film and a 2 nm thick MoS2 film, followed by a single recrystallization step at 750 °C (see ESI† section S2). According to the literature, with a WS2 monolayer being 0.66 nm thick56 and a MoS2 monolayer being 0.65 nm thick,57 we obtained a heterostructure based on six layers of WS2 and three layers of MoS2. Fig. 2a shows a photograph of the sample, where the graphene electrode is highlighted by the dashed blue rectangle. As a result, we achieved vertical stacking of graphene, WS2 and MoS2 layers over a 0.9 × 1.0 cm2 area. The photograph also shows the two macroscopic Au metal electrodes deposited via ion beam sputtering to complete this large area prototype device. The two contacts are respectively located on the uncoated edge of the graphene electrode (back contact) and on the MoS2–WS2–graphene stack (top contact, which also acts as an optical reflector). A 2 nm thin Ti adhesion layer was added beneath the Au contacts by ion beam sputtering deposition. Cross section sketches of the vdW heterostructure device have been added to clarify the device geometry, designed for direct contact of graphene and for avoiding shunts between graphene and MoS2. In the top sketch of Fig. 2a, a cross sectional view of the device along the horizontal direction (dashed black line) is represented, showing the vertical stacking of graphene, WS2 and MoS2. The left sketch, on the other hand, represents a cross sectional view of the device along the vertical direction (dashed red line). In the sketch, we do not include the 2 nm Ti adhesion layer between Au and MoS2 since the drawing is already intricated. The adopted geometry with vertical stacking of polycrystalline TMD layers and electrodes takes its cue from conventional design of polycrystalline photovoltaic devices and is particularly advantageous because it selects charge transport in the vertical direction across single crystalline TMD domains (typical sizes of crystalline domains determined by TEM on similar TMD samples are in the range of 30–40 nm (ref. 39)). Conversely, charge transport across lateral heterojunctions would suffer from increased resistance at the grain boundaries of the polycrystalline TMD films.
Fig. 2b presents the Raman characterization of the TMD heterostructure, showing a spectrum acquired on the vertically stacked MoS2 and WS2 layers (blue trace). The dashed lines have been added to the graph to help identify the spectral fingerprints belonging to the individual MoS2 (green) and WS2 (red) layers. The Raman spectrum of the TMD heterostack shows the presence of the well separated E12g modes corresponding to WS2 and MoS2, and of the A1g modes which are partly overlapped, thus confirming that the thermal annealing process is effective in recrystallizing also the WS2 layer buried below the MoS2 layer. The Raman spectrum acquired on the bare graphene, close to the Au back contact (black trace), shows no spectral fingerprints of TMDs, hence demonstrating that the physical deposition process here described enables on-demand deposition of 2D TMD semiconducting layers with a deterministic geometry defined by a proximity stencil mask. This is at variance with TMD deposition achieved by conventional CVD procedures, which results in the growth of randomly nucleated flakes.58
This approach is advantageous in the more general context of photocatalytic applications, where a key goal is to achieve a single-step and scalable synthesis of large area MoS2/WS2 heterostacks independently from the interconnection to top and bottom contacts. The robustness of our physical growth technique is confirmed by the experimental evidence shown in ESI† section 3.
Fig. 2c reports the extinction spectrum acquired in correspondence to the vertically stacked MoS2–WS2–graphene van der Waals heterostructure (blue trace) shown in Fig. 2a and b. A direct comparison with the extinction spectra of bare graphene (black) and WS2–MoS2 stacked layers without graphene (magenta) confirms that the graphene bilayer does not contribute with relevant spectral features to the observed extinction. Due to the spectral overlap of the dominant excitonic features of the individual TMD layers, the optical response of the vertical heterostructure does not clearly resolve the individual components shown in Fig. 1. In view of photoconversion applications, we highlight the substantial increase in the optical extinction with respect to the individual TMD layers, exceeding 60% in correspondence to the band nesting region (C, D excitons around 400 nm) and reaching 30% in correspondence to the A exciton (optical transitions around 650 nm).
The optoelectronic response of this large area heterostructure device has been investigated by photovoltage and photocurrent measurements under controlled illumination conditions, with the light beam impinging from the side of the transparent silica support (superstrate configuration). Due to the type-II band structure of the TMD pair, the built-in voltage is expected to promote vertical separation of the photogenerated charges of opposite sign across the van der Waals interface.27–29 The effective active area of the TMD heterostructure, where vertical transport occurs, is determined by the top Au/Ti contact defined by sputtering deposition through a proximity mask. In the current implementation, the top contact active area approximately spans across 2 × 4 mm2. However, we emphasize that for the heterostructure shown in Fig. 2a, the active area could be easily scaled up by enlarging the Au top electrode area to entirely cover the region of the graphene back contact coated by the TMD stack. We further highlight that the currently achievable size of the TMD heterostructures is only limited by the lab-scale prototype set-up employed for ion beam sputtering deposition and by the size of the transferred graphene back contact. Straightforward scalability at the wafer level (4′′ and beyond) is at hand since no fundamental constraints of the TMD physical deposition process are foreseen and larger CVD graphene layers can be transferred on demand.
In a first set of photoconversion experiments, a collimated broadband halogen light source covering the vis-NIR spectral range was employed to illuminate the active area of the van der Waals heterojunction. Fig. 3a reports the photovoltage VOC(t) acquired under open-circuit conditions as a function of time under alternating on–off illumination conditions, and for different illumination power density levels as measured by a thermopile power meter (see the Methods section for further details). The voltage response of the TMD heterojunction follows a first-order trend, with a characteristic time constant τ of about 16 seconds, as shown in more detail in ESI† section S3.
In a second run of measurements, performed under steady illumination conditions, we detect the photovoltage saturation value VOC,ss finding a linear trend as a function of the incident optical power, as demonstrated by the plot in Fig. 3b. An open-circuit photovoltage as high as 40 μV is measured for homogeneous illumination of the device at an optical intensity of 252 mW cm−2. A blue bar is added to the graph to highlight the noise level of the measurements.
In a similar way, the net short-circuit photocurrent ΔISC was measured at different stationary illumination power levels. The results reported in Fig. 3c show an approximately linear dependence of ΔISC from the illumination power density P, with a net photocurrent increase of up to 2 nA in correspondence to the optical power density P = 236 mW cm−2. As with the photovoltage, the blue bar in the graph indicates the noise level after subtraction of a 0.4 nA offset determined under dark conditions.
To evaluate the spectral responsivity of the device under monochromatic illumination conditions, a monochromatized xenon light source was employed for photoexcitation under stationary illumination conditions at different wavelengths λ, spanning from about 470 nm to 770 nm. The optical power density P(λ) was acquired with a calibrated photodiode power meter. The current/power spectral responsivity SR(λ) = ΔISC(λ)/P(λ), derived from the measured short circuit photocurrent and the optical power, is plotted in Fig. 3d (black squares). The spectral responsivity sharply increases as the wavelength decreases from the near-IR across the TMD optical bandgap. This corresponds to the spectral region of excitonic transitions where optical absorption is higher.
In an independent way, we determine the spectral dependence of optical reflectivity R(λ) of the TMD heterostructure using a reflection/backscattering fibered probe. Since the reflectivity measurement is performed by illuminating from the SiO2 side, in correspondence to the Au contact which acts as a back-reflector, light transmission and scattering from the flat interfaces can be neglected and spectral absorption A(λ) can be derived from the reflection spectrum according to A(λ) = 100% − R(λ). The maximum of the absorption spectrum plotted in Fig. 3d (red line) is found at around 500 nm wavelength and closely matches the spectral trend of the current/power spectral responsivity.
The observation of a net photocurrent and photovoltage in our proof-of-concept large area TMD heterojunction provides an indirect confirmation of a type-II band alignment which is required for self-powered photoconversion, in agreement with previous reports on few-layer TMD heterojunctions pairs.28,29 The conduction band minimum (CBM) and valence band maximum (VBM) energy levels of TMDs are dependent on the number of layers. Generally speaking, as the number of layers is reduced, the VBMs of all TMDs move downward (lower in energy), whereas the CBMs move upward (higher in energy), both of which can be understood on the basis of quantum confinement arguments. First-principles and DFT evaluations of TMD energy bands show that WS2–MoS2 heterojunctions have a type-II band alignment both in the monolayer regime and in the bulk regime.59 In the specific case of our heterostructure (6ML WS2/3ML MoS2), from the layer-dependent TMD band calculations reported in ref. 60 we can derive that CMBs read −4.06 eV and −4.34 eV for WS2 and MoS2, respectively, while VBMs read −5.05 eV and −5.40 eV. This corresponds to a valence band offset of 0.34 eV and a conduction band offset of 0.29 eV, as expected for type-II heterostructures.
A straightforward comparison of the electro-optical performance of MoS2/WS2 heterostructure devices based on univocal efficiency/performance parameters is a non-trivial task due to the strong dissimilarity of the fabrication procedures (exfoliated flakes vs. large area techniques), device area, illumination conditions, etc., as listed in ref. 61 and in more recent references.27,62–68
We also stress that the absolute photocurrent and photovoltage values which have been measured in our proof-of-concept TMD heterojunction are far too low for any realistic electro-optical photoconversion application. This limitation is primarily due to the very high series resistance of the graphene bilayer back contact, in the range of 20 kΩ (more details in ESI† section S4). In fact, if we consider a simple Shockley equivalent circuit of the heterojunction, the high parasitic resistance forward polarizes the inner junction responsible for recombination in the TMD material, thus hampering the photocurrent and photovoltage output.69 Further developments, which go beyond the scope of our paper, will require optimization of the back transparent conductive contact since optimization of graphene transfer and of the TMD growth process can reduce graphene sheet resistance, which contributes to the photovoltage and photocurrent deterioration.
Concerning the top Au/Ti/MoS2 contact, we also notice that band structure calculations and experimental data for ideal TMD layers produced by exfoliation, highlight the presence of an additional Schottky barrier which hinders charge injection efficiency.70,71 However, when contacts are made between more defective MoS2 interfaces, such as those produced by CVD, and Ti/Au electrodes are obtained by more energetic sputtering deposition, the Schottky barrier is substantially lowered due to the higher density of interface defects, and the metallization of the MoS2/Au contact is effective.72–74 The latter conditions apply to our case since both MoS2 and metal contacts are deposited by sputtering, nevertheless future efforts to further optimize the top contact could exploit semimetals (Bi and Sb for example)75,76 or other electrodes like indium alloy.77,78
Independently from the optimization of the electro-optical parameters, the possibility to vertically stack the TMD layers by physical deposition methods which are scalable to the wafer-level proves crucial in view of large area applications, such as photocatalytic water splitting and water remediation.34 In these applications, the overall throughput and efficiency are affected by the active semiconductor area. Additionally, the type-II heterojunction configuration promotes photo-induced charge separation and boosts the absorption of solar light from UV to visible light, leading to improved efficiency.36,79
Here, as a case study, we studied the photobleaching reaction of methylene blue (MB), a polluting organic molecule commonly employed as fabric dye or as a pharmaceutical, in the presence of different TMD samples immersed in MB solution. We fabricated a bilayer heterostack composed of a thicker WS2 layer (12 nm) coated by a thinner MoS2 outer layer (2 nm) and compared its photocatalytic performance with that of an individual 8 nm thick MoS2 reference layer, with an average optical absorption comparable to the WS2–MoS2 heterostack. We also compared the reactivity with that of an individual 12 nm thick WS2 reference layer (the same thickness as in the heterostack).
The experimental set-up is sketched in Fig. 4a: a cuvette containing the MB solution and the TMD sample is illuminated by monochromatized light together with a blank reference cuvette containing only the MB solution. In Fig. 4b, the optical transmission spectrum for the initial MB solution at a concentration C0 = 1.3 × 10−5 mol L−1 is reported (blue curve). A double dip is observed in the spectral region from 550 nm to 700 nm, corresponding to the characteristic absorption peaks of MB.80 Almost full transmittance is observed for shorter and longer wavelengths, respectively. By monitoring the different evolution of MB concentration as a function of the photon exposure dose in the case of different TMD samples, it is then possible to evaluate the photocatalytic performance of the samples (see the Methods section and ESI† section 6 for further details).
Fig. 4b also reports the optical transmission spectra of different TMD samples. The red curve represents the optical transmission of the bilayer heterostack. The optical spectrum is dominated by the spectral features of the thicker WS2 layer, showing the characteristic excitonic modes at 630 nm (A exciton) and 540 nm (B exciton) and the band nesting region in the 400–450 nm spectral region. Finally, the green line refers to the individual MoS2 sample transmission spectrum and shows the characteristic A and B excitons (at 675 nm and 625 nm, respectively) and the band nesting region at 400–450 nm. As already mentioned, the thickness of the MoS2 layer has been chosen in order to achieve equivalent optical absorption to the heterostack, and in turn a similar density of photogenerated charges in the two samples. Since the MB solution is in contact with the same MoS2 outer surface in both cases, and with the optical absorption in the two samples being comparable, we can infer the contribution of charge separation in the type-II heterojunctions from the difference in photocatalytic performances between the two samples.
For the MB photobleaching experiments, we illuminated the cuvettes containing the MB solution and the TMD samples with monochromatized light at a wavelength of 450 nm (25 nm bandwidth). As shown by the yellow band in the transmission spectra in Fig. 4b, such a wavelength on one side ensures the maximum reactivity from the TMD samples in correspondence to the band nesting region, where the optical absorption is higher, and at the same time reduces MB self-degradation because the molecule weakly absorbs light in the selected spectral region.
The results of the MB photodegradation experiments are reported in Fig. 4c. The black squares represent the decrease in MB concentration due to self-bleaching under illumination when no TMD is added as a photocatalyst. The red circles and blue triangles describe the experiments in the presence of pure WS2 and MoS2 layers, respectively. Both TMD pure layers promote photodegradation, which is comparatively stronger in the MoS2 case.81 Finally, the purple triangles describe the photobleaching experiment in the case of the MoS2–WS2 heterojunction, evidencing that the MB degradation rate is the highest among the possible TMD configurations, i.e. a factor 2.0 higher than for WS2 and 1.3 higher than for MoS2 films of comparable active area. Comparison with the latter sample is particularly relevant since they have in common the same MoS2 outer interface, which determines an equivalent surface chemistry. Since the optical extinction of the two samples at 450 nm wavelength is comparable (Fig. 4b), it is possible to directly evaluate the enhancement of MB photobleaching induced by the van der Waals heterostructure.82 The type-II band alignment of the WS2 and MoS2 layers (sketch in the inset of Fig. 4c) in fact ensures a longer lifetime of the photogenerated carriers in the case of the heterostructure, since the built-in field at the interface drives spatial separation of electrons towards MoS2 and holes towards WS2.83
To compare more quantitatively the photocatalytic activity of the samples, we calculate the kinetic constant k according to the first order reaction kinetic law, where C is the MB concentration as a function of the time t and C0 is the concentration of MB at the beginning of the exposure. Due to the low photon doses used, the exponential law can be approximated to first order by a linear law as reported in ESI† Fig. S7. In Fig. 4d, we plot the kinetic constants evaluated for the different samples, concluding that the WS2–MoS2 stack is significantly more reactive compared to both a layer of WS2 and MoS2.
The observed enhanced photobleaching from TMD heterostructures is in qualitative agreement with the electro-optical measurements demonstrating photocurrent and photovoltage, and both stem from the type-II band alignment of the TMD pair which makes self-powered photoconversion applications possible.
In view of prospective alternative applications, the more general impact and scalability of our approach for the fabrication of large area TMD-devices are also derived from the possibility to grow TMD heterojunctions based on different chalcogens, e.g. selenides84 or tellurides.85 This would require (i) switching to a different TMD sputtering target for the physical deposition of the TMD solid precursor film and (ii) optimizing the recrystallization in a chalcogenide atmosphere using a dedicated tubular furnace.
Deposition of the top contacts proceeds under the same experimental conditions via ion beam sputtering deposition, employing as targets Ti and Au foil of high purity.
The concentration evolution of MB molecules in water solution (C0 = 1.3 × 10−5 mol L−1) as a function of the photon exposure dose is evaluated by measuring the characteristic transmittance of the solution in a quartz cuvette at a wavelength of 660 nm, in correspondence to the maximum of MB absorbance (see ESI† section S6 for more details). Exposures are performed under monochromatic illumination at 450 nm (see ESI† section S6 for more details).
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d3lf00220a |
This journal is © The Royal Society of Chemistry 2024 |