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Nanotubes are named on the basis of a chiral vector (n, m) which denotes which two carbons are superimposed when a sheet of graphene is rolled into a nanotube. Zigzag nanotubes are all of the form (n, 0), whereas armchair nanotubes are all of the form (n, n). Chiral nanotubes are all the nanotubes that are neither zigzag or armchair. Note that nanotubes with Mod(n - m, 3) = 0 are metallic, and Mod(n - m, 3) = 1 and Mod(n - m, 3) = 2 nanotubes are semiconducting and in some instances have been considered as three separate categories of nanotubes instead of two (metallic and semiconducting).
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Nanotubes are named on the basis of a chiral vector (n, m) which denotes which two carbons are superimposed when a sheet of graphene is rolled into a nanotube. Zigzag nanotubes are all of the form (n, 0), whereas armchair nanotubes are all of the form (n, n). Chiral nanotubes are all the nanotubes that are neither zigzag or armchair. Note that nanotubes with Mod(n - m, 3) = 0 are metallic, and Mod(n - m, 3) = 1 and Mod(n - m, 3) = 2 nanotubes are semiconducting and in some instances have been considered as three separate categories of nanotubes instead of two (metallic and semiconducting).
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The van der Waals distance is assumed to be the same between nanotubes as it is for graphene sheets in graphite, 3.35 Å
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The van der Waals distance is assumed to be the same between nanotubes as it is for graphene sheets in graphite, 3.35 Å.
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