2018
DOI: 10.1021/acsnano.7b08844
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Lithographically Patterned Functional Polymer–Graphene Hybrids for Nanoscale Electronics

Abstract: Two-dimensional (2D) materials are believed to hold significant promise in nanoscale optoelectronics. While significant progress has been made in this field over the past decade, the ability to control charge carrier density with high spatial precision remains an outstanding challenge in 2D devices. We present an approach that simultaneously addresses the dual issues of charge-carrier doping and spatial precision based on a functional lithographic resist that employs methacrylate polymers containing zwitterion… Show more

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Cited by 11 publications
(23 citation statements)
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“…First-principles DFT calculations were performed to gain microscopic insights into graphene/zwitterion interactions. As in our prior work, 30 the DFT calculations employed the key components of the system, namely, the zwitterionic moiety and a graphene sheet supported on a Cu(111) slab (Gr/Cu slab). The two limiting cases of zwitterion adsorption configurations, flat and standing, are illustrated in Figure 3b,c.…”
Section: Resultsmentioning
confidence: 99%
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“…First-principles DFT calculations were performed to gain microscopic insights into graphene/zwitterion interactions. As in our prior work, 30 the DFT calculations employed the key components of the system, namely, the zwitterionic moiety and a graphene sheet supported on a Cu(111) slab (Gr/Cu slab). The two limiting cases of zwitterion adsorption configurations, flat and standing, are illustrated in Figure 3b,c.…”
Section: Resultsmentioning
confidence: 99%
“…, is statistically less likely to be observed (Figure )). For the flat configuration, only a small component of the zwitterion dipole moment is normal to the Gr/Cu slab, resulting in a smaller Δϕ DFT (lower bound). The standing configuration, in contrast, displays the largest possible μ ⊥ and thus the largest Δϕ DFT (upper bound).…”
Section: Resultsmentioning
confidence: 99%
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“…Electron scattering due to imperfections, dopants/impurities, and phonons determine the carrier dynamics in 2D materials. Carrier transport properties can also be engineered by creating potential patterns and quantum confinements, such as through the application of local potentials via STM/AFM tips [10,11], surface functionalization by organic molecules [12][13][14], or through spatial confinement in lateral heterostructures [15]. Density-functional theory (DFT) [16] provides a parameter-free method for electronic structure calculations and the accurate determination of atomistic potentials associated with heterointerfaces, defects, and impurities.…”
mentioning
confidence: 99%