The band-gap modulation of graphyne nanoribbons by edge quantum entrapment
Using ab initio calculation coupled with the bond-order-length-strength (BOLS) approximation, we investigate the configurations and electronic properties of (α, β)-graphyne nanoribbons (GYNRs) with armchair (AGYNRs) and zigzag (ZGYNRs) edges. Our investigation shows that the armchair-edged β-GYNRs a...
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sg-ntu-dr.10356-865062020-03-07T13:57:29Z The band-gap modulation of graphyne nanoribbons by edge quantum entrapment Liu, Yonghui Bo, Maolin Huang, Yongli Sun, Chang Qing School of Electrical and Electronic Engineering Bond Relaxation Band-gap Using ab initio calculation coupled with the bond-order-length-strength (BOLS) approximation, we investigate the configurations and electronic properties of (α, β)-graphyne nanoribbons (GYNRs) with armchair (AGYNRs) and zigzag (ZGYNRs) edges. Our investigation shows that the armchair-edged β-GYNRs and all α-GYNRs are semiconductors with suitable band-gaps, and that their band-gaps increase as the widths of nanoribbons decrease; on the other hand, zigzag-edged β-GYNRs appear to be zero-band-gap materials. Observation results suggest that (i) atomic undercoordination shortens and stiffens the C–C bond, which contributes to the Hamiltonian and hence widens the band-gap intrinsically; (ii) zigzag-edged β-GYNRs lack a band-gap due to the edge-undercoordinated atoms lacking the energy to open the β-graphyne gap; and (iii) the edge-undercoordination of atoms occurs during charge entrapment. Published version 2018-07-27T04:05:06Z 2019-12-06T16:23:33Z 2018-07-27T04:05:06Z 2019-12-06T16:23:33Z 2018 Journal Article Liu, Y., Bo, M., Sun, C. Q., & Huang, Y. (2018). The band-gap modulation of graphyne nanoribbons by edge quantum entrapment. Nanomaterials, 8(2), 92-. 2079-4991 https://hdl.handle.net/10356/86506 http://hdl.handle.net/10220/45297 10.3390/nano8020092 en Nanomaterials © 2018 The Author(s). Licensee MDPI, Basel, Switzerland. This article is an open access article distributed under the terms and conditions of the Creative Commons Attribution (CC BY) license (http://creativecommons.org/licenses/by/4.0/). 10 p. application/pdf |
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Bond Relaxation Band-gap Liu, Yonghui Bo, Maolin Huang, Yongli Sun, Chang Qing The band-gap modulation of graphyne nanoribbons by edge quantum entrapment |
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Using ab initio calculation coupled with the bond-order-length-strength (BOLS) approximation, we investigate the configurations and electronic properties of (α, β)-graphyne nanoribbons (GYNRs) with armchair (AGYNRs) and zigzag (ZGYNRs) edges. Our investigation shows that the armchair-edged β-GYNRs and all α-GYNRs are semiconductors with suitable band-gaps, and that their band-gaps increase as the widths of nanoribbons decrease; on the other hand, zigzag-edged β-GYNRs appear to be zero-band-gap materials. Observation results suggest that (i) atomic undercoordination shortens and stiffens the C–C bond, which contributes to the Hamiltonian and hence widens the band-gap intrinsically; (ii) zigzag-edged β-GYNRs lack a band-gap due to the edge-undercoordinated atoms lacking the energy to open the β-graphyne gap; and (iii) the edge-undercoordination of atoms occurs during charge entrapment. |
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School of Electrical and Electronic Engineering |
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School of Electrical and Electronic Engineering Liu, Yonghui Bo, Maolin Huang, Yongli Sun, Chang Qing |
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Article |
author |
Liu, Yonghui Bo, Maolin Huang, Yongli Sun, Chang Qing |
author_sort |
Liu, Yonghui |
title |
The band-gap modulation of graphyne nanoribbons by edge quantum entrapment |
title_short |
The band-gap modulation of graphyne nanoribbons by edge quantum entrapment |
title_full |
The band-gap modulation of graphyne nanoribbons by edge quantum entrapment |
title_fullStr |
The band-gap modulation of graphyne nanoribbons by edge quantum entrapment |
title_full_unstemmed |
The band-gap modulation of graphyne nanoribbons by edge quantum entrapment |
title_sort |
band-gap modulation of graphyne nanoribbons by edge quantum entrapment |
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2018 |
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https://hdl.handle.net/10356/86506 http://hdl.handle.net/10220/45297 |
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1681035170988163072 |