2016
DOI: 10.1016/j.nimb.2016.08.012
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Channeling potential in single-walled carbon nanotubes: The effect of radial deformation

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Cited by 4 publications
(6 citation statements)
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“…The maximum of the number of bound states n max calculated by using WKB approximation method as calculated from Eq. (5) at different values of electron energy (10,15,20,25,50,100,200,and500MeV) The calculations show that the estimation of the maximum number of bound states of the channeled electron for both armchair chiral, and zigzag nanotube at low incident energy are found to be n max approximately equal. While at high incident energy are found to be n max for armchair type n max (10,10) > n max (8,8) > n max (5,5),also n max for Chiral n max (15,6) > n max (16,4) > n max (11,9) n max (11,5) > n max (8,2) ,and n max for zigzag n max (18,0) > n max (10,0) > n max (8,0) n max (6,0) these results shows that the maximum number of bound states of the channeled electron for both armchair chiral, and zigzag nanotube at high incident energy are increase with increasing of single wall carbon nanotubes radii and ,the relation between the maximum number of bound states, n max of the channeled electrons as a function of the nanotube radius at different incident energies (50, 100, and 500) MeV are shown in Figs.…”
Section: Calculation the Maximum Number Of Bound States (N Max )mentioning
confidence: 91%
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“…The maximum of the number of bound states n max calculated by using WKB approximation method as calculated from Eq. (5) at different values of electron energy (10,15,20,25,50,100,200,and500MeV) The calculations show that the estimation of the maximum number of bound states of the channeled electron for both armchair chiral, and zigzag nanotube at low incident energy are found to be n max approximately equal. While at high incident energy are found to be n max for armchair type n max (10,10) > n max (8,8) > n max (5,5),also n max for Chiral n max (15,6) > n max (16,4) > n max (11,9) n max (11,5) > n max (8,2) ,and n max for zigzag n max (18,0) > n max (10,0) > n max (8,0) n max (6,0) these results shows that the maximum number of bound states of the channeled electron for both armchair chiral, and zigzag nanotube at high incident energy are increase with increasing of single wall carbon nanotubes radii and ,the relation between the maximum number of bound states, n max of the channeled electrons as a function of the nanotube radius at different incident energies (50, 100, and 500) MeV are shown in Figs.…”
Section: Calculation the Maximum Number Of Bound States (N Max )mentioning
confidence: 91%
“…In this work [9], the calculations of potential are executed by using the atomic interaction potential as is given by Moliere potential as [10]: is the Bohr radius, z 1 and z 2 are the charge numbers of projectile and target atoms, respectively, e is the elementary charge and r is the separation between them.…”
Section: Channeling Potential In Carbon Nanotubesmentioning
confidence: 99%
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“…Radial deformation of carbon nanotubes can influence on the mechanical and electronic properties [32][33][34][35], and presence of defects and deformations might have large influence of nanotube's channeling properties. The channeling potential in deformed SWNTs has been investigated by Abu-Assy and Saliman [36].…”
Section: Introductionmentioning
confidence: 99%