• Chinese Physics B
  • Vol. 29, Issue 8, (2020)
Jiansheng Dong and Gang Ouyang
Author Affiliations
  • Key Laboratory of Low-Dimensional Quantum Structures and Quantum Control of Ministry of Education, Key Laboratory for Matter Microstructure and Function of Hunan Province, Synergetic Innovation Center for Quantum Effects and Applications (SICQEA), Hunan Normal University, Changsha 410081, China
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    DOI: 10.1088/1674-1056/ab9440 Cite this Article
    Jiansheng Dong, Gang Ouyang. Thickness-dependent structural stability and transition in molybdenum disulfide under hydrostatic pressure[J]. Chinese Physics B, 2020, 29(8): Copy Citation Text show less
    (a) The schematic diagrams of atomic arrangement of 2Hc- and 2Ha-MoS2 structures, where the Mo and S atoms are represented by blue and yellow balls, respectively. (b) Pressure-dependent variations of lattice parameter a, intralayer S–S distance c, and Mo–S bond length d. (c) Bond angles θ and ψ as a function of pressure. (d) Interlayer distance t as a function of pressure.
    Fig. 1. (a) The schematic diagrams of atomic arrangement of 2Hc- and 2Ha-MoS2 structures, where the Mo and S atoms are represented by blue and yellow balls, respectively. (b) Pressure-dependent variations of lattice parameter a, intralayer S–S distance c, and Mo–S bond length d. (c) Bond angles θ and ψ as a function of pressure. (d) Interlayer distance t as a function of pressure.
    (a) Pressure-dependent unit volume of MoS2 in both 2Hc and 2Ha phases. (b) Pressure-dependent relative Gibbs free energy of 2Ha- and 2Hc-MoS2 phases. (c) Phase diagram of MoS2 from 2Hc-to-2Ha as a function of thickness. The solid line is the dividing line.
    Fig. 2. (a) Pressure-dependent unit volume of MoS2 in both 2Hc and 2Ha phases. (b) Pressure-dependent relative Gibbs free energy of 2Ha- and 2Hc-MoS2 phases. (c) Phase diagram of MoS2 from 2Hc-to-2Ha as a function of thickness. The solid line is the dividing line.
    (a) The pressure-dependent energy gain of single Mo–S bond including bond stretching, bond angle distortion, and electrostatic interaction energies. (b) The pressure-dependent interlayer interaction energy of an S atom in 2Hc and 2Ha phases. (c) The metallization transition of MoS2 as a function of layer number. The solid line is the dividing line. The inset is the pressure-dependent bandgaps for monolayer, bilayer, bulk 2Hc- and 2Ha-MoS2.
    Fig. 3. (a) The pressure-dependent energy gain of single Mo–S bond including bond stretching, bond angle distortion, and electrostatic interaction energies. (b) The pressure-dependent interlayer interaction energy of an S atom in 2Hc and 2Ha phases. (c) The metallization transition of MoS2 as a function of layer number. The solid line is the dividing line. The inset is the pressure-dependent bandgaps for monolayer, bilayer, bulk 2Hc- and 2Ha-MoS2.
    Phase diagram of MoS2 under the condition of hydrostatic pressure. The blue line represents the boundary between 2Hc and 2Ha phases. There is no interlayer interaction in monolayer represented by 2H phase. The semiconductor to metal transition is separated by the red line, while the pale green region denotes semiconducting.
    Fig. 4. Phase diagram of MoS2 under the condition of hydrostatic pressure. The blue line represents the boundary between 2Hc and 2Ha phases. There is no interlayer interaction in monolayer represented by 2H phase. The semiconductor to metal transition is separated by the red line, while the pale green region denotes semiconducting.
    Phase transition typesMonolayerBilayerTrilayerBulk
    2Hc-to-2Haour results34.830.620.6
    previous results36.0d19.0a, 23.0b, 26.6b, 20.5c
    Semiconducting-to-metallicour results65.037.933.421.0
    previous results67.9e39.2e29.5e19.0a, 22.3e
    Table 1. Calculated transition pressure (in GPa) of two types of phase transitions of MoS2 for different cases.
    Jiansheng Dong, Gang Ouyang. Thickness-dependent structural stability and transition in molybdenum disulfide under hydrostatic pressure[J]. Chinese Physics B, 2020, 29(8):
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