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Piezotronics and piezo-phototronics in two-dimensional materials

Published online by Cambridge University Press:  10 December 2018

Yudong Liu
Affiliation:
Beijing Institute of Nanoenergy and Nanosystems, Chinese Academy of Sciences, China; liuyudong@binn.cas.cn
Erlin Tresna Nurlianti Wahyudin
Affiliation:
Department of Materials Science and Engineering, King Abdullah University of Science and Technology, Saudi Arabia; erlin.nurlianti@kaust.edu.sa
Jr-Hau He
Affiliation:
Department of Electrical Engineering, King Abdullah University of Science and Technology, Saudi Arabia; jrhau.he@kaust.edu.sa
Junyi Zhai
Affiliation:
Micro-/Nanopiezoelectric Materials and Devices Group, Beijing Institute of Nanoenergy and Nanosystems, Chinese Academy of Sciences, China; jyzhai@binn.cas.cn

Abstract

This article discusses recent studies of piezotronics and piezo-phototronics of two-dimensional (2D) materials. Two-dimensional semiconductor materials have demonstrated excellent electronic and optoelectronic properties, and these ultrathin materials are candidates for next-generation devices. Among 2D semiconductors, transition-metal dichalcogenides in particular have large in-place piezoelectricity due to the noncentrosymmetry along the armchair direction. A strong coupling of piezoelectric and semiconducting properties has been reported for Schottky contacts and p–n junctions, even in single-layer materials. Since the carrier concentration of ultrathin 2D materials can be easily modulated by external piezocharges, layered composites of ferroelectric/2D materials also show promising piezotronic and piezo-phototronic properties.

Information

Type
Piezotronics and Piezo-Phototronics
Copyright
Copyright © Materials Research Society 2018 
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Figure 1. (a) Theoretical piezoelectric coefficient d11 (units pm/V) in metal dichalcogenides and Group IV monochalcogenides.5,6 (b) The ball-stick atomic structure of D3h hexagonal and C2v orthorhombic monolayers indicating the armchair and zigzag directions, which are defined as the x and y directions, respectively. Red and blue boxes in (b) represent the unit cell. Reprinted with permission from Reference 6. © 2015 AIP Publishing.

Figure 1

Figure 2. (a) Optical image of a monolayer MoS2 flake with superimposed lattice orientation derived from second-harmonic generation results. Blue and yellow spheres represent Mo and S atoms, respectively. Inset: atomic force microscope image of the flake. Scale bar = 2 µm. (b) A typical flexible device with monolayer MoS2 flake and electrodes at its zigzag edges. Inset: optical image of the flexible device. (c) The asymmetric modulation of carrier transport by strain (S) under opposite drain bias in a monolayer device. (d) Symmetric modulation of carrier transport by strains under opposite drain bias in a bilayer device. (e) Band diagrams explaining the piezotronic behavior observed in a monolayer device due to the changes in the Schottky barrier heights of the unstrained device by tensile (i.e., stretched) and compressive strain-induced piezocharges. Blue and yellow spheres represent Mo and S atoms, respectively. ϕd and ϕs, Schottky barrier heights formed at the drain and source contacts, respectively; ΔEp and ΔEp′ indicate the change in the Schottky barrier height by piezoelectric polarization charges during stretched and compressed strain, respectively. Reprinted with permission from Reference 4. © 2014 Nature Publishing Group.

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Figure 3. (a) Optical micrograph of a flexible single-layer MoS2 photodetector on a poly(ethylene terephthalate) (PET) substrate without strain. Inset: optical image of the flexible optoelectronic device. (b) Photoelectric response of the unstrained monolayer device under different 442-nm light illumination intensities, indicating good light excitation characteristics. The inset: schematic of the MoS2 device under illumination. (c) Strain dependence of photocurrent in the device under an illumination of 4.29 mW cm−2. The insets are device schematics and energy-band diagrams used to explain the working mechanism of the piezo-phototronic response in the monolayer MoS2 photodetector under different strain conditions: (1) unstrained, (2) tensile strain, (3) weak compressive strain, and (4) strong compressive strain.14 An appropriate compressive strain could remarkably increase the photoresponse of the monolayer MoS2 device. Note: Ids, drain-source current; Vds, drain-source voltage bias; Iph, photocurrent; D, drain contact; S, source contact. Reprinted with permission from Reference 14. © 2016 Wiley.

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Figure 4. (a) Dependence of photocurrent on strain at different light power densities in the p–n heterojunction photodetector at voltage bias of 10 V, where the photocurrent was maximumly enhanced by 27 times under 0.65% tensile strain. Inset: schematic diagram of the flexible photodetector based on the p-CuO/n-MoS2 heterojunction under a 532-nm laser illumination.15 (b) Photocurrent of the p–n homogenous photodiode under different static tensile strains at 442-nm light illumination intensity of 0.0085 mW · cm−2. Inset: schematic diagram of monolayer MoS2p–n homogenous diode under light illumination and tensile strain.16 The photocurrent of the homojunction device increased significantly with the increase of strain. (c) Three-dimensional graph showing the current response of the MoS2 humidity sensor under different tensile strains and relative humidities. Inset: Schematic diagrams of the flexible MoS2 device with respect to different tensile strains and relative humidities.17 (d) Three-dimensional schematic diagram of the MoS2-based magnetic-induced piezopotential gated field-effect transistor.21Ids–Vds output characteristics with different magnetic fields under (e) Pup and (f) Pdown states of PMN-PT.21 In these two different states, the magnetic field oppositely modulated the output current of the composite device. Note: Ids, drain–source current; Vds, drain–source voltage bias; Pup, polarization up state; Pdown, polarization down state; PMN-PT, [Pb(Mg1/3Nb)2/3)O3](1−x)-[PbTiO3]x; Terfenol-D, TbxDy1−xFe2 (x ∼ 0.3); N, magnetic North Pole; S, magnetic South Pole; H, magnetic field.