WS2 Lateral Heterostructures

Jul 20, 2016 - ... LeeHu Young JeongHyunsik ImHyeon Suk ShinStephen M. MorrisSeungNam ChaJung Inn SohnJong Min Kim .... Kun Chen , Xi Wan , Jianbin Xu...
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Diffusion-Mediated Synthesis of MoS/WS Lateral Heterostructures Kevin Bogaert, Song Liu, Jordan Chesin, Denis Titow, Silvija Gradecak, and Slaven Garaj Nano Lett., Just Accepted Manuscript • DOI: 10.1021/acs.nanolett.6b02057 • Publication Date (Web): 20 Jul 2016 Downloaded from http://pubs.acs.org on July 20, 2016

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Diffusion-Mediated Synthesis of MoS2/WS2 Lateral Heterostructures

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Kevin Bogaert1, 2†, Song Liu1†, Jordan Chesin2, Denis Titow2, 3, Silvija Gradečak2*,

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Slaven Garaj1, 4, 5*

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of Singapore, 6 Science Drive 2, Singapore, 117546

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2

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Technology, Cambridge, MA 02139

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Department of Chemistry, Justus-Liebig-University, Giessen, Germany, 35394

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Department of Physics, National University of Singapore, 2 Science Drive 3, Singapore,

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117542

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Singapore, 117575

Centre for Advanced 2D Materials and Graphene Research Centre, National University

Department of Materials Science and Engineering, Massachusetts Institute of

Department of Bioengineering, National University of Singapore, 9 Engineering Drive 1,

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These authors contributed equally to this work.

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Abstract: Controlled growth of two-dimensional transition metal dichalcogenide (TMD)

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lateral heterostructures would enable on-demand tuning of electronic and optoelectronic

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properties in this new class of materials. Prior to this work, compositional modulations in

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lateral TMD heterostructures have been considered to depend solely on the growth

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chronology. We show that in-plane diffusion can play a significant role in the chemical

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vapor deposition of MoS2/WS2 lateral heterostructures leading to a variety of non-trivial

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structures whose composition does not necessary follow the growth order. Optical,

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structural, and compositional studies of TMD crystals captured at different growth

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temperatures and in different diffusion stages suggest that compositional mixing vs.

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segregation are favored at high and low growth temperatures, respectively. The observed

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diffusion mechanism will expand the realm of possible lateral heterostructures,

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particularly ones that cannot be synthesized using traditional methods.

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Keywords: Transition metal dichalcogenides, heterostructures, diffusion, chemical vapor deposition

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Table of Contents Graphic

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Two-dimensional (2D) transition metal dichalcogenides (TMDs) are atomically thin

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direct bandgap semiconductors with high carrier mobilities, visible light direct bandgaps,

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high on/off current ratios, and unique excitonic, valleytronic, and spintronic properties.1–4

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TMDs have a hexagonal graphene-like structure consisting of transition metal atoms (M

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= Mo, W, etc.) on non-neighboring sites covalently bonded to a stacked pair of chalcogen

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atoms (X = S, Se, or Te) on the alternate sites resulting in the MX2 chemical formula.

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Because of the similarity in their crystal structure and lattice constants, alloyed TMD

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materials across the entire compositional range have been theoretically predicted5,6 – and

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several of these have been synthesized5,7–13 – allowing for continuous bandgap

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modulations.

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In analogy to conventional semiconductors, more complex heterostructures based on 2D

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TMDs would expand the realm of possible device architectures, particularly because

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different TMD materials could have opposing levels of intrinsic doping. Both vertical and

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lateral heterostructures have been suggested and recently demonstrated.14–22 The vertical

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heterostructures, consisting of stacked layers of different materials, can be made via

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growth or via mechanical exfoliation and stacking. The lateral heterostructures,

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consisting of in-plane domains of different materials, must be grown to ensure proper

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chemical and structural matching at the interface. Despite these additional requirements,

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lattice continuity of lateral heterostructures yields superior in-plane electronic properties,

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including excellent current rectification behavior and photocurrent generation

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characteristics.16,18 Furthermore, lateral in-plane heterostructures can act as intrinsic p-n

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junctions and have arbitrarily tuned bandgaps via alloying. Several chalcogen-changing

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(e.g. MoS2/MoSe2 or WS2/WSe2), metal-changing (e.g. MoS2/WS2 or MoSe2/WSe2), and

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dual-changing (e.g. MoS2/WSe2) lateral heterostructures grown by chemical vapor

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deposition (CVD) have been recently reported.14–20

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Understanding the mechanisms that govern the growth of pure and multi-phase TMDs

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will be critical for engineering more advanced heterostructures with controlled properties.



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In one-step growth processes, two metallic precursors are simultaneously present in the

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reaction chamber during the growth; after the growth the material with higher vapor

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pressure and nucleation rate is found in the core of the 2D crystal.10,11,14,15,19,22,23 In

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two-step growths, the core domain of the first material is grown first, followed by the

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exchange of precursors and the growth of the ring of the second material.16–18,20,24 It has

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been suggested that the growth chronology is the determining factor in radial domain

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distribution and that each subsequent growth step simply adds material onto the existing

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crystal edge. In this work, however, we show that the growth chronology is not the sole –

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and sometimes not the governing – factor that determines the resulting structure. We

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report a two-step growth process in which MoS2 is found in the core and it is surrounded

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by a WS2 ring, opposite from the order in which the precursors were introduced into the

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CVD chamber. We propose a new thermodynamically-driven heterostructure synthesis

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model that utilizes in-plane diffusion to minimize crystal energy at the growth

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temperature. This micro-scale diffusion is unique to synthesis of 2D materials regardless

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of the growth method that can enable new opportunities (e.g. synthesis of new

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heterostructures) and/or should be considered in optimizing growth of 2D structures that

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require abrupt interfaces.

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Figure 1. Proposed growth stages of MoS2/Mo1-xWxS2 heterostructures (W atoms are

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shown in green, Mo atoms are red, S atoms are black). WS2 crystals are first grown at

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1100°C (Stage I). MoS2 is then formed at the crystal edge after the growth temperature is

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reduced and MoO3 is introduced into the growth chamber (Stage II). Depending on the

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substrate growth temperature during the MoS2 growth step, the crystal forms either a

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phase-segregated heterostructure with a Mo-core at low temperatures (Stage III-L) or a

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near-uniform Mo1-xWxS2 alloy at high temperatures (Stage III-H).

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Our two-step atmospheric pressure CVD heterostructure growth procedure employs a

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succession of the growth processes developed for the individual growth of high-quality

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MoS2 and WS2 2D crystals (experimental details are provided in Supporting Information).

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We first synthesized monolayer and few-layer WS2 crystals at the growth temperature (!)

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𝑇!

= 1100 °C using WO3 and sulfur powders (Figure 1, Stage I). The presence of WS2

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crystals and their purity were confirmed by Raman spectroscopy and PL and the samples

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were then reintroduced to the CVD reactor (Figures S2, S3, and S4a-c in Supporting

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Information). In the second step, WO3 was replaced by MoO3 and the growth processes

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were performed at temperatures between 𝑇!

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optimal for single-phase MoS2 growths (Figure 1, Stage II). As we discuss later on, the

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structure of the resulting heterostructures consistently show a strong dependence on the

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growth temperature: heterostructures grown at 𝑇!

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MoS2 core surrounded by an Mo1-xWxS2 ring (Figure 1, Stage III-L), whereas higher

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growth temperatures between 𝑇!

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Mo1-xWxS2 alloy throughout the entire crystal (Figure 1, Stage III-H).

(!)

= 650 − 710 °C , which would be

(!)

(!)

= 650 °C consisted of a distinct

= 680 − 710 °C yielded a more evenly distributed

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An optical image of a representative Stage III-L heterostructure crystal grown at 650 °C

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(Figure 2a) shows two domains forming a triangular core-ring structure. The thickness of

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the crystal measured by atomic force microscopy (AFM) was determined to be

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approximately 2.5 nm, corresponding to 3 TMD layers, with no significant topological

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variations between the core and the ring. To investigate the source of the optical contrast,

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we performed Raman spectroscopy measurements along the radial direction of the

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heterostructure (Figure 2b). Throughout the paper, we will use A and E to refer to the

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! 𝐴′! and 𝐸′ vibrational modes in odd layer number crystals and 𝐴!! and 𝐸!!

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vibrational modes in even layer number crystals, respectively. Interestingly, the MoS2 E

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(382 cm-1) and A (407 cm-1) Raman peaks dominate the spectrum in the core and no WS2

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peaks were detected in this area despite the fact that WS2 was grown first. Two sets of

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in-plane E and out-of-plane A peaks, which can be ascribed to WS2 and MoS2-derived

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vibrational modes, coexist in the outer ring area, indicating that this region is a

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Mo1-xWxS2 alloyed structure. Moving away from the crystal center, the relative intensity

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of WS2 E mode (352 cm-1) decreases, whereas WS2 A mode (417 cm-1) increases,

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indicating a compositional gradient with decreasing x (decreasing W composition). In

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addition to the intensity variations, the MoS2 E and A mode peaks down shift to lower

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wavenumbers (373 cm-1 and 395 cm-1, respectively) and broaden in the alloyed

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Mo1-xWxS2 outer ring. This behavior can be attributed to localized strain and disorder in

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an alloy of two domains with different lattice constants, consistent with those observed in

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other Mo1-xWxS2 alloy crystals.18,22

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(!)

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Figure 2. (a) Optical image of a typical heterostructure grown at 𝑇!

= 650 °C (Stage

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III-L) reveals a distinct core-ring structure. AFM cross-sectional contour shows the

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height of the crystal to be 2.5nm. Scale bar is 5 µm. (b) Raman spectra collected at the

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points marked in Figure 2a. The dashed lines show the wavenumber shift of the A and E

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modes of WS2 and MoS2, respectively.

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To understand the spatial compositional variations in the core-ring structure, we

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performed Raman surface mapping (Figure 3). In agreement with our spot Raman

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measurements, the intensity of E and A vibrational modes (Figures 3a and b, respectively)

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corresponding to pure MoS2 are localized in the core, whereas E and A vibrational modes

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of WS2 (Figures 3c and d, respectively) are localized in the ring. The observed radial

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decrease of the WS2 E peak intensity towards the edge of the crystal can be attributed to

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the corresponding decrease in W composition. However, the opposite trend observed for

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the WS2 A is likely due to a peak convolution between A vibration modes of MoS2 and

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WS2, as observed previously.7 This observation is supported by the fact that the intensity

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of the E and A vibrational modes of the alloy-shifted MoS2 (Figures 3e and f,

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respectively) increase near the outer edge of the crystal, indicating a higher composition

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of Mo in this region of the Mo1-xWxS2 ring. Figure 3g summarizes these findings in a

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composite Raman map, which can be directly correlated with the contrast features

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observed in the scanning electron microscope (SEM) secondary electron image of the

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same crystal (Figure 3h). The secondary electron image indicates that the variation in the

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work function – and therefore composition change – exists between the core and outer

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ring, corroborating the Raman results. Finally, the compositional segregation was

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confirmed by energy-dispersive x-ray spectroscopy (EDS) measurements (Supporting

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Information, Figure S5).

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Figure 3. Raman and secondary electron images of the same crystal shown in Figure 2

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(Stage III-L). MoS2 (a) E (382 cm-1) and (b) A (407 cm-1) mode intensity maps showing

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pure MoS2 composition in the core of the crystal, despite the fact that MoS2 was grown in

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the second step. WS2 (c) E (352 cm-1) and (d) A (417 cm-1) mode intensity maps showing

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strong localization of WS2 in the crystal ring. Alloy-shifted MoS2 (e) E (373 cm-1) and (f)

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A (395 cm-1) mode intensity maps showing that the ring is composed of an Mo1-xWxS2

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alloy. (g) Raman composite map calculated from (a-f) where green color intensity

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corresponds to the sum of intensities of MoS2 A and alloyed MoS2 E peaks, and red

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corresponds to the intensity of the WS2 E peak. The dark yellow (ocher) color of the

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crystal edge identifies an alloy of MoS2 (red) and WS2 (green). (h) SEM secondary

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electron image of the same crystal. Scale bar is 5 µm.

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Taken together, optical, Raman, and SEM results show that the final composition

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distribution in the TMD heterostructure is independent of the growth order. We note that

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similar results were obtained on a number of crystals from the same substrate, and

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therefore Figures 2 and 3 are representative of the specific growth conditions. Our results

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are unexpected, as they are the first observation of a micron-scale diffusion of metals in

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the TMD crystallites during the heterostructure growth. In all of the previously reported

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two-step CVD growths, the first deposited TMD forms the core of the lateral

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heterostructure, and the edge atoms serve as preferential sites for epitaxial growth of the

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second TMD that forms the ring.16–18,20,24 In our case, however, MoS2 is deposited after

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WS2 and yet, an inverted heterostructure and alloying are observed.

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To gain insights into the growth mechanism and investigate the role of the growth

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parameters on the apparent substitution of W atoms in the core with Mo, we performed a

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series of two-step growths with different MoS2 deposition parameters (Supporting

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Information, Table S1). Figure 4 shows optical, AFM, and Raman characterization results

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of a sample grown using a higher growth temperature during the MoS2 deposition

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(𝑇!

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characteristic MoS2 and WS2 vibrational modes were obtained (Figure 4a-d), and are

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summarized in the composite Raman map (Figure 4e). The Raman results indicate higher

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concentration of WS2 in the outer ring, while MoS2 is present across the entire crystal.

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The optical image (Figure 4f) shows relatively uniform crystals and the corresponding

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AFM line-scan indicates that the crystal is a bilayer with the thickness of 1.5 nm (AFM

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height image is provided in Supporting Information, Figure S6a).

(!)

= 680 °C vs. 650 °C). As in the previous case, Raman intensity maps of the



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Figure 4. Raman intensity maps of the (a) E and (b) A modes of MoS2 and (c) E and (d)

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A modes of WS2 of a triangular heterostructure grown with a second step CVD growth

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temperature of 680 °C (Stage III-H). (e) Raman composite map calculated from (a-d)

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where green represents the MoS2 A mode, and red represents the WS2 A mode. (f)

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Optical image with the height profile from the corresponding AFM image. Scale bar is 5

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µm.

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Although Raman studies provide a useful insight into the overall structure of the TMD

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materials, they offer limited precision in quantifying composition of the Mo1-xWxS2

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alloys.7 Other techniques, such as photoluminescence (PL) spectroscopy, could refine

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Raman results regarding the composition of lateral heterostructures. We used two

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complementary techniques, AFM phase imaging and PL mapping (Figure 5a and b,

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respectively), to analyze the same Stage III-H crystal shown in Figure 4. Despite the

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fundamental differences between these two techniques, they reveal qualitatively similar

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results that are a sensitive measure of the composition variation within the material from

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the center to the edge of the crystal. Both show a high-contrast interface separating the

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core and ring with different alloy composition, situated approximately 3.5 µm from the

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crystal core (Figure 5c). The AFM phase image was generated by monitoring the phase

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of the oscillating AFM tip; as the composition of the crystal changes, the resulting strain

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in the crystal causes a phase shift. Figure 5b shows the map of the PL emission peak

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wavelength within the crystal and the extracted radial distribution of the measured PL

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peak wavelengths is shown in Figure 5c. The PL peaks of pure MoS2 and WS2 are

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centered at 680 nm and 620 nm, respectively; the deviation from these values can

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therefore be directly translated into the compositional information (Figure 5c).5 We note

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that this translation does not account for any additional doping, strain, or other factors

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that may contribute to shifts in the PL emission peak. Therefore, the computed alloy

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compositions (Figure 5c) should be interpreted only qualitatively. In agreement with our

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Raman data, the PL map and composition plot indicate that the entire crystal is a

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Mo1-xWxS2 alloy with a MoS2-dominant center and a slightly higher concentration of WS2

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in the outer regions. This claim is further supported by EDS measurements (Figure S7 in

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Supporting Information). In contrast to the segregated core-ring structure of the Stage

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III-L crystals (Figures 2 and 3), these Stage III-H crystals are relatively uniform – the

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composition varies over a range between 43% and 56% and the interface could not be

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observed in Raman or optical images.

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Figure 5. (a) AFM tapping mode phase image from the crystal shown in Figure 4. (b) PL

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map of the same crystal, darker color represents MoS2 and lighter color represents WS2.

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(c) PL emission peak and computed W composition at varying distances from the crystal

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core along the yellow arrow shown in Figure 5b. W composition values are calculated

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from the PL emission peak data.5 Scale bar is 5 µm.

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In addition to the radial changes observed in AFM and PL images (Figures 5a and b),

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straight, discontinuous lines can be seen extending from the center to the three corners of

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the triangular crystal (darker lines in AFM image, lighter in PL image). These lines are

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attributed to strain-related micro-tearing, caused by the difference in the coefficients of

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thermal expansion between the crystal and its substrate. Intra-grain boundaries are

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formed during the cooling stage, which affect optical and electronic properties of the

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crystal observed as a drop in PL amplitude in pure MoS2 and WS2 crystals25–27. In the

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case of heterostructures, we observe not only the drop in PL intensity (Figure S6b in

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Supporting Information), but also as a noticeable shift in PL peak wavelength consistent

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with higher W composition (Figure 5b). These results suggest that W preferentially

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diffuses to these intra-grain boundaries, further supporting our observation of the W

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micro-scale in-plane diffusion toward the crystal edges (internal or external).

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To understand the interplay between the segregation and mixing observed for different

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MoS2 growth temperatures, we performed a score of crystal growth experiments with

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varying MoS2 growth parameters to capture different stages of the Mo atomic diffusion

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process. From these experiments detailed in Figures S4 and S8 in Supporting Information,

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we stipulate the following growth model: WS2 crystals form on the substrate during the

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first growth step (Stage I in Figure 1). In the second growth step, MoS2 nucleates directly

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at the activated WS2 edge but the overall size and thickness of the crystal do not change

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(Stage II in Figure 1). Then, as inter-diffusion occurs, the Mo atoms substitute some or

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effectively all of the W atoms at the core of the crystal (Stage III-H or III-L in Figure 1,

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respectively). Because the final morphology is determined by the initial WS2 crystal,

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regardless of its thickness, it can be concluded that the Mo atoms participate in intra-layer

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diffusion, from the edge to the core, substituting W atoms at the M sites of the MX2

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lattice to form a tunable alloy structure.

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The substantial effect of the inter-diffusion is sensitive to the growth temperature. Two

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distinct heterostructures observed at different growth temperatures, as discussed above,

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indicate that thermodynamic and kinetic effects compete in determining the final

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structure and composition of the TMD lateral heterostructures. At higher temperatures

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(e.g. 𝑇!

(!)

= 680 °C or 710 °C), the alloy has a more even distribution of Mo and W

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atoms without domain separation (Stage III-H in Figure 1). The entropic contribution to

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the Gibbs free energy becomes increasingly important with the increased temperature. As

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such, mixing is favored and the crystal approaches a homogeneous Mo0.5W0.5S2

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stoichiometry.28–30 At lower temperatures (e.g. 𝑇!

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with a sharp interface separating it from the alloyed ring (Stage III-L in Figure 1). In that

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regime, the enthalpic contribution causes segregation into separate domains. Because

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MoS2 has a lower Gibbs energy of formation than WS2, the Mo coalesces into the core to

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minimize its interfacial energy.31 We note that similar thermodynamically-driven effects

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leading to alloying vs. phase segregation may play a role in chalcogen-modified

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systems.32

(!)

= 650 °C), MoS2 forms the core

20 21

Others have alluded to possible temperature-dependent domain separation in the

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Mo1-xWxS2 heterostructure system,22 but previous experiments involved a one-step

23

growth, thus making it impossible to decouple the WS2 and MoS2 growth processes. As

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such, two-domain lateral heterostructures with a distinct interface were attributed to the

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different lifetimes of the metal precursors (MoO3/MoO2 vs WO3) present during different

26

stages of the sulfurization step, in agreement with the commonly accepted growth

27

mechanism.14,15,22 Our two-step growth reveals another important mechanism in TMD

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heterostructure growth in which the final structure is a thermodynamically-driven process

2

and independent of the growth chronology. We note that a two-step WS2/MoS2 growth

3

with WS2 localized in the core was recently reported by Heo et al.20 However, their

4

growth was performed at low pressure, whereas our growth was performed at

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atmospheric pressure, a condition that may affect the nucleation and growth kinetics of

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the crystal edge, as well as the relative availability of metal and sulfur precursors. For

7

example, the growth rate observed by Heo et al. was approximately ten times larger than

8

in our case, allowing the outer ring of MoS2 to reach a critical size to stabilize before Mo

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atoms could diffuse inward.

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In conclusion, we report a thermodynamically-driven TMD lateral heterostructure

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synthesis via two-step CVD growth. The resulting core-ring crystal structure does not

13

reflect the growth sequence, but is sensitive to temperature, favoring mixing at high

14

temperatures and compositional segregation at lower temperatures. The Mo atoms are

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absorbed at the edge of a WS2 crystal and diffused throughout the crystal. The resulting

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crystals consist of either distinctive MoS2 core at low growth temperatures, or a rather

17

uniform alloy at higher growth temperatures. The observed atom diffusion from the edge

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to the center in the structure offers an opportunity to synthesize the advanced

19

heterostructure architectures with controlled properties. It could also provide an effective

20

method to incorporate new transition metals into TMDs that have been theorized to exist,

21

but impossible to synthesize using current techniques. These materials in turn can

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introduce unique physical properties to the field of 2D materials and open up exciting

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opportunities for investigating the contact interaction and carrier dynamics to create

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high-performance functional devices.

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Associated Content

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Supporting Information Available: Details of the chemical vapor deposition growth



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process, characterization and data analysis methods, additional WS2 and heterostructures

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growth results. This material is available free of charge via the Internet at

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http://pubs.acs.org.

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Author Information

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Corresponding Authors

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*Email: [email protected], [email protected]

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Notes

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The authors declare no competing financial interest.

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Acknowledgements

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The work in Singapore was supported by National Research Foundation, Prime Ministers

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Office, Singapore, under its Fellowship Program (Award No. NRF-NRFF2012-09). Work

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at MIT was supported by the Center for Excitonics, an Energy Frontier Research Center

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funded by the US Department of Energy, Office of Basic Energy Sciences under Award

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Number DE-SC0001088. This work made use of Shared Experimental Facilities provided

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by the MIT Center for Materials Science and Engineering (CMSE), supported in part by

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the MRSEC Program of the National Science Foundation under award number

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DMR-0213282. Any opinions, findings and conclusions are those of the authors and do

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not necessarily reflect those of NSF or DOE.

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