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The mechanics of thin sheets (or plates) is set by the interplay between bending and stretching Witten (2007); Cerda and Mahadevan (2003); Taffetani and Vella (2017).
As the sheet is deformed from its relaxation state, it bends out of its plane, however it should additionally stretch in its personal aircraft, to be able to accommodate its new shape. While this has been studied by different groups, notably including ZJD09b ; ZD (08); NDJD (14); KS (20); AWHS (17); ZAGS (17), we build further on the symmetry-adapted method to develop a method to check defects such as vacancies, Stone-Wales defects, and geometric defects comparable to localized bending or kinking.
In Frefsec:TBM, we describe the tight-binding method and parameters; the analog of Bloch waves in nanotubes; and the consequent methodology of completely matched layers to check defects. Further, utilizing the OS framework, it may be demonstrated that the tight-binding Schrodinger equation satisfies an analog of the Bloch theorem in crystals, even when there's uniform twist and/or stretch.
Specifically, we research the affect of stretch and twist on conducting and semiconducting chiral and armchair nanotubes within the defect-free and defected settings; we examine the impact of localized bending or kinking on the defect modes; and we look at the digital construction of 5-8-5585displaystyle 5-8-fifty five - eight - 5 Stone-Wales defects.