2009
DOI: 10.1063/1.3075944
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Changes of the electronic structure of a (8, 0) zigzag nanotube due to doping with potassium

Abstract: Density functional methods are used to calculate the band structure of an ideal and potassium-filled (8, 0) zigzag carbon nanotube. The calculations are performed taking account of the optimization of the parameters of the tube. It is shown that doping changes the characteristic bond lengths, and as a result of these changes the absorption spectra of the doped tubes are substantially different from those of the undoped tubes. The change of the character of the conductivity of a doped tube from semiconductor to… Show more

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Cited by 8 publications
(4 citation statements)
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“…11,40 The superatom states of fullerenes can be stabilized by endohedral metal atoms through the hybridization of the atomic and s-SAMO states. 13,14 Doping of CNTs with alkali atoms and only electrons compensated by uniform positive background has also been studied theoretically, 11,13,14,16,[41][42][43] and experimentally. 44 Here we calculate the effect of Na encapsulation for small-radius (8,0) CNT and BNNT, for which the most stable location of Na atoms is in the center of the tube.…”
mentioning
confidence: 99%
“…11,40 The superatom states of fullerenes can be stabilized by endohedral metal atoms through the hybridization of the atomic and s-SAMO states. 13,14 Doping of CNTs with alkali atoms and only electrons compensated by uniform positive background has also been studied theoretically, 11,13,14,16,[41][42][43] and experimentally. 44 Here we calculate the effect of Na encapsulation for small-radius (8,0) CNT and BNNT, for which the most stable location of Na atoms is in the center of the tube.…”
mentioning
confidence: 99%
“…This transfer of electrons leads to an increase in the Fermi energy level and a shift towards the CBM. The increase in electrical conductivity due to a Fermi level shift towards the conduction band is observed in many types of materials, including semiconductors, metals, and insulators [62][63][64][65][66] . We have also estimated the formation energy ( E fe ) for each of the aforementioned defect types.…”
Section: Resultsmentioning
confidence: 99%
“…Optimization of the structure significantly increases the transverse size of all the NTs and not only of those of small radius. 26,27 It is interesting to note that the radius of the "zigzag" (12,0) NTs, which is close to the radius of the (8,4) NT, remains virtually unchanged during the optimization-it only changes from 4.697 to 4.700 Å . 28 Thus, it turns out that not only the radius of the NT, but also its chirality is important for the optimization of the structure.…”
Section: Structural and Electronic Propertiesmentioning
confidence: 94%