2020
DOI: 10.1103/physrevapplied.13.024003
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Identically Sized Co Quantum Dots on Monolayer WS2 Featuring Ohmic Contact

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Cited by 6 publications
(7 citation statements)
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“…Additionally, the Co-QDs exhibit bright dots with a height of 0.33 nm at occupied states (Figure c) while showing dark dots with a depth of 0.17 nm at unoccupied states (Figure d). These special morphological features dependent on the bias polarity were also discovered in Fe and other alkali metal atoms on a MoS 2 substrate. According to the previous report, the Co-QD possesses four Co atoms with one on the top and three on the bottom, forming a pyramid magic structure (Figure a).…”
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confidence: 62%
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“…Additionally, the Co-QDs exhibit bright dots with a height of 0.33 nm at occupied states (Figure c) while showing dark dots with a depth of 0.17 nm at unoccupied states (Figure d). These special morphological features dependent on the bias polarity were also discovered in Fe and other alkali metal atoms on a MoS 2 substrate. According to the previous report, the Co-QD possesses four Co atoms with one on the top and three on the bottom, forming a pyramid magic structure (Figure a).…”
mentioning
confidence: 62%
“…These special morphological features dependent on the bias polarity were also discovered in Fe and other alkali metal atoms on a MoS 2 substrate. 25−27 According to the previous report, 27 the Co-QD possesses four Co atoms with one on the top and three on the bottom, forming a pyramid magic structure (Figure 1a).…”
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confidence: 77%
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“…All the configurations are relaxed to optimize the vdW interaction between WSSe and CrN, the optimized interlayer distance (d), charge transfer from CrN (Q) and magnetic moment of WSSe (M w ) are provided in table 1. To evaluate the stability of the heterostructures, the binding energies are calculated through the equation: [34], where E WSSe/CrN , E CrN and E WSSe denote the energies of WSSe/CrN heterostructures, freestanding monolayer CrN and WSSe, respectively. All calculated binding energies are negative (seeing table 1), indicating good stability of the stacking structures.…”
Section: Geometry and Stability Of The Heterostructuresmentioning
confidence: 99%