2017
DOI: 10.1134/s1063785017070264
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The energy characteristics and structure of carbon nanoscrolls

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Cited by 2 publications
(6 citation statements)
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“…We consider the structure and energetics of nanoscrolls made from flat rectangular single-layer and bilayer nanoribbons with the length L and width w. According to the analyt- ical model of single-layer nanoscrolls 44,45 used here, the distance R between the layer and the nanoscroll axis is described in polar coordinates (R, ϕ) by the equation of the Archimedean spiral R = hϕ/2π, where h is the approximate distance between adjacent spiral turns (equal to the interlayer spacing of the nanoscroll). The length L is measured along the spiral line and the width w corresponds to the edge of the nanoribbon parallel to the nanoscroll axis.…”
Section: Structure and Energetics Of Nanoscrollsmentioning
confidence: 99%
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“…We consider the structure and energetics of nanoscrolls made from flat rectangular single-layer and bilayer nanoribbons with the length L and width w. According to the analyt- ical model of single-layer nanoscrolls 44,45 used here, the distance R between the layer and the nanoscroll axis is described in polar coordinates (R, ϕ) by the equation of the Archimedean spiral R = hϕ/2π, where h is the approximate distance between adjacent spiral turns (equal to the interlayer spacing of the nanoscroll). The length L is measured along the spiral line and the width w corresponds to the edge of the nanoribbon parallel to the nanoscroll axis.…”
Section: Structure and Energetics Of Nanoscrollsmentioning
confidence: 99%
“…Analogously to Ref. 44, we use here an approximate expression for the layer curvature K = 1/R. Thus the total elastic energy is given by the following expression:…”
Section: Structure and Energetics Of Nanoscrollsmentioning
confidence: 99%
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