2018
DOI: 10.1038/s41565-018-0138-7
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Band structure engineering of 2D materials using patterned dielectric superlattices

Abstract: The ability to manipulate electrons in two-dimensional materials with external electric fields provides a route to synthetic band engineering. By imposing artificially designed and spatially periodic superlattice potentials, electronic properties can be further altered beyond the constraints of naturally occurring atomic crystals. Here, we report a new approach to fabricate high-mobility superlattice devices by integrating surface dielectric patterning with atomically thin van der Waals materials. By separatin… Show more

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Cited by 211 publications
(208 citation statements)
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“…1 of Ref. 20. The bottom gate capacitance therefore shows a spatial modulation with a square lattice symmetry, as shown in the lower left inset of With the electrostatically simulated position-dependent back gate capacitance per unit area C bg (x, y), contributing carrier density n bg (x, y) = [C bg (x, y)/e]V bg , together with the uniform n tg , the resulting superlattice potential is given by U s (x, y) = − sgn[n(x, y)]hv F π|n(x, y)| with n = n bg + n tg , in order to set the global transport Fermi level at zero [46].…”
Section: B Gate-controlled Superlatticesmentioning
confidence: 98%
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“…1 of Ref. 20. The bottom gate capacitance therefore shows a spatial modulation with a square lattice symmetry, as shown in the lower left inset of With the electrostatically simulated position-dependent back gate capacitance per unit area C bg (x, y), contributing carrier density n bg (x, y) = [C bg (x, y)/e]V bg , together with the uniform n tg , the resulting superlattice potential is given by U s (x, y) = − sgn[n(x, y)]hv F π|n(x, y)| with n = n bg + n tg , in order to set the global transport Fermi level at zero [46].…”
Section: B Gate-controlled Superlatticesmentioning
confidence: 98%
“…A more flexible approach to design artificial graphene superlattice structures for band structure engineering was pursued with the realization of electrostatic gating schemes [20]. To create an externally controllable periodic potential, the most intuitive way is to pattern an array of periodic fine metal gates on top of the graphene sample [42,43].…”
Section: B Gate-controlled Superlatticesmentioning
confidence: 99%
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“…Furthermore, since the unique properties of 2D crystals stem from the periodicity of their atomic structure, free carriers and polariton species populating such materials are highly susceptible to the perturbation of the crystalline atomic structure. Therefore, properties of polaritons in 2D materials can be engineered at the quantum level via: (1) vertical stacking of vdW crystals, which leads to a hybridization of polariton species or control over the level of their anisotropy; (2) imposing a superlattice periodicity on 2D materials, which causes significant alteration on the polariton characteristics in nontrivial manner …”
Section: Polaritonic Dispersion Engineering In Van Der Waals Crystalsmentioning
confidence: 99%