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1 Electronic Supplementary Material (ESI) for Physical Chemistry Chemical Physics. This journal is the Owner Societies 2018 Supporting Information Role of Anderson Rule in Determining Electronic, Optical and Transport Properties of Transition-metal Dichalcogenides Heterostructures Ke Xu 1, Yuanfeng Xu 1, Hao Zhang 1, Bo Peng 1, Hezhu Shao 2, Gang Ni 1, Jing Li 1, Mingyuan Yao 1, Hongliang Lu 3, Heyuan Zhu 1 and Costas M. Soukoulis 4,5 1 Department of Optical Science and Engineering, Key Laboratory of Micro and Nano Photonic Structures (MoE) and Key Laboratory for Information Science of Electromagnetic Waves (MoE), Fudan University, Shanghai , China. 2 Ningbo Institute of Materials Technology and Engineering, Chinese Academy of Sciences, Ningbo , China 3 State Key Laboratory of ASIC and System, Institute of Advanced Nanodevices, School of Microelectronics, Fudan University, Shanghai , China 4 Department of Physics and Astronomy and Ames Laboratory, Iowa State University, Ames, Iowa 50011, USA 5 Institute of Electronic Structure and Laser (IESL), FORTH, Heraklion, Crete, Greece (Dated: August 21, 2018)
2 2 TABLE S1. Monolayer MX 2 system and band gaps, optimized lattice constant a (Å), Young s modulus Y(N/m) and Poisson s ratio v, electron and hole effective masses along armchair direction, deformation potential constants for CBM and VBM along armchair direction. Other theoretical data are also listed in parentheses for comparison System E PBE g (ev) a(å) Y(N/m) v m e(m 0 ) m h (m 0) D e l D h l MoS ( ) 3.18 ( ) ( ) 0.25 ( ) 0.48 ( ) 0.59 ( ) MoSe ( ) 3.32 ( ) ( ) 0.23 ( ) 0.59 ( ) 0.68 ( ) MoTe ( ) 3.55 ( ) ( ) 0.24 ( ) 0.61 ( ) 0.72 ( ) WS ( ) 3.18 ( ) ( ) 0.21 ( ) 0.33 ( ) 0.42 ( ) WSe ( ) 3.31 ( ) ( ) 0.23 ( ) 0.36 ( ) 0.46 ( ) WTe ( ) 3.55 ( ) ( ) 0.20 ( ) 0.29 ( ) 0.39 ( )
3 3 WS 2 FIG. S1. Band structures of the vdw MX 2 heterostructures with AA and AB stacking types.
4 4 Energy (ev) Q W: 5d Mo: 4d Se: 4p x +4p y Se: 4p z +4p z Q FIG. S2. Band structures of the AA and AB stacking vdw MoSe 2 heterostructures and atomic orbital weights in the energy bands. The blue and orange circles represent d orbitals of the cations. The green and red circles represent p x + p y and p z orbitals of the anions, respectively. The size of each circle is proportional to the weight of the atomic orbital.
5 5 WS 2 -WeS 2 -WTe 2 FIG. S3. Band structures under HSE06 hybrid functional of the vdw MX 2 heterostructures with AA and AB stacking types.
6 6 WS 2 -WeS 2 -WTe 2 FIG. S4. Band calculations with SOC of the vdw MX 2 heterostructures with AA and AB stacking types.
7 7 160 D l (CBM) C (N/m) (a) (b) D l (VBM) (c) m* e (m 0 ) (d) m* h (m 0 ) MoS2 MoSe2 MoTe2 WS2 WSe2 WTe2 MoS2-WSe2 MoS2-WS2 WS2-WSe2 MoSe2-WS2 MoSe2-WSe2 MoS2-MoSe2 MoTe2-MoSe2 MoTe2-WSe2 MoTe2-WTe2 WTe2-MoSe2 WTe2-WSe2 (f) FIG. S5. The calculations of the three factors (elastic modulus, deformation potential (DP) constant and the effective mass ) for carrier mobility along armchair of monolayer MX 2 and the vdw MX 2 heterostructures.
8 8 TABLE S2. The calculated elastic constants of the vdw MX 2 heterostructures in units of N/m calculated using PBE functional and the formation energy. System Stacking type C 11 C 12 C 44 E(eV) MoS 2 (II) AA AB MoS 2 (II) AA AB WS 2 (II) AA AB MoSe 2 (II) AA AB MoSe 2 (II) AA AB MoS 2 (II) AA AB MoTe 2 (II) AA AB MoTe 2 (II) AA AB MoTe 2 (II) AA AB MoTe 2 (I) AA AB MoTe 2 -WTe 2 (II) AA AB WTe 2 (III) AA AB WTe 2 (II) AA AB WTe 2 (III) AA AB WTe 2 (I) AA AB
9 9 REFERENCE 1 Fan Zeng, Wei-Bing Zhang, and Bi-Yu Tang. Electronic structures and elastic properties of monolayer and bilayer transition metal dichalcogenides MX2 (m = mo, w; x = o, s, se, te): A comparative firstprinciples study. Chinese Physics B, 24(9):097103, sep Filip A. Rasmussen and Kristian S. Thygesen. Computational 2d materials database: Electronic structure of transition-metal dichalcogenides and oxides. The Journal of Physical Chemistry C, 119(23): , jun H. Y. Lv, W. J. Lu, D. F. Shao, Y. Liu, S. G. Tan, and Y. P. Sun. Perfect charge compensation in WTe2for the extraordinary magnetoresistance: From bulk to monolayer. EPL (Europhysics Letters), 110(3):37004, may 2015.
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