Density Functional Theory Investigations of Carbon Nanotube Unzipping on Cu(111)

The mechanism of carbon nanotube unzipping on a Cu(111) surface was investigated using density functional theory calculations. Optimized structures of armchair and zigzag carbon nanotubes of various sizes were considered, and their energies were compared to those of corresponding planar graphene nan...

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Main Authors: Alexandr Alexeev, Sergey N. Filimonov
Format: Article
Language:English
Published: MDPI AG 2024-12-01
Series:Surfaces
Subjects:
Online Access:https://www.mdpi.com/2571-9637/7/4/69
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author Alexandr Alexeev
Sergey N. Filimonov
author_facet Alexandr Alexeev
Sergey N. Filimonov
author_sort Alexandr Alexeev
collection DOAJ
description The mechanism of carbon nanotube unzipping on a Cu(111) surface was investigated using density functional theory calculations. Optimized structures of armchair and zigzag carbon nanotubes of various sizes were considered, and their energies were compared to those of corresponding planar graphene nanoribbons. The results demonstrate that the flat configuration on the Cu(111) surface is energetically more favorable than the tubular one. As the nanotube diameter increases, the energy difference between the tubular and flat forms decreases due to the reduction in curvature of the nanotubes. Additionally, the energy gain associated with the transformation from nanotubes to nanoribbons is more significant for the zigzag-type structure than for the armchair-type one, suggesting that zigzag carbon nanotubes open more readily on Cu(111). Hypothetical intermediate states in the nanotube-to-nanoribbon transformation were also explored, providing valuable insights into the mechanism of this process.
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spelling doaj-art-284fe3fbe3e04824a2a5b427a2d052282025-08-20T02:57:01ZengMDPI AGSurfaces2571-96372024-12-01741052105910.3390/surfaces7040069Density Functional Theory Investigations of Carbon Nanotube Unzipping on Cu(111)Alexandr Alexeev0Sergey N. Filimonov1Department of Physics, National Research Tomsk State University, 36 Lenin Ave., 634050 Tomsk, RussiaDepartment of Physics, National Research Tomsk State University, 36 Lenin Ave., 634050 Tomsk, RussiaThe mechanism of carbon nanotube unzipping on a Cu(111) surface was investigated using density functional theory calculations. Optimized structures of armchair and zigzag carbon nanotubes of various sizes were considered, and their energies were compared to those of corresponding planar graphene nanoribbons. The results demonstrate that the flat configuration on the Cu(111) surface is energetically more favorable than the tubular one. As the nanotube diameter increases, the energy difference between the tubular and flat forms decreases due to the reduction in curvature of the nanotubes. Additionally, the energy gain associated with the transformation from nanotubes to nanoribbons is more significant for the zigzag-type structure than for the armchair-type one, suggesting that zigzag carbon nanotubes open more readily on Cu(111). Hypothetical intermediate states in the nanotube-to-nanoribbon transformation were also explored, providing valuable insights into the mechanism of this process.https://www.mdpi.com/2571-9637/7/4/69carbon nanotubegraphenegraphene nanoribboncopperDFT
spellingShingle Alexandr Alexeev
Sergey N. Filimonov
Density Functional Theory Investigations of Carbon Nanotube Unzipping on Cu(111)
Surfaces
carbon nanotube
graphene
graphene nanoribbon
copper
DFT
title Density Functional Theory Investigations of Carbon Nanotube Unzipping on Cu(111)
title_full Density Functional Theory Investigations of Carbon Nanotube Unzipping on Cu(111)
title_fullStr Density Functional Theory Investigations of Carbon Nanotube Unzipping on Cu(111)
title_full_unstemmed Density Functional Theory Investigations of Carbon Nanotube Unzipping on Cu(111)
title_short Density Functional Theory Investigations of Carbon Nanotube Unzipping on Cu(111)
title_sort density functional theory investigations of carbon nanotube unzipping on cu 111
topic carbon nanotube
graphene
graphene nanoribbon
copper
DFT
url https://www.mdpi.com/2571-9637/7/4/69
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