2002
DOI: 10.1103/physrevb.66.155402
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Electron transport in telescoping carbon nanotubes

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Cited by 59 publications
(50 citation statements)
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“…After burning off the outer shells over the platinum nanowire ͑in addition, the MWNT may also be pulled out to open the Pt wire͒, we force the current to flow through the metallic wire that serves as a spin-sink and a rotor. It has recently been calculated that the conductance may rapidly oscillate due to quantum interference effects as we change the overlap between two nanotube shells, [27][28][29] but disorder strongly enhances the intershell conductance, consistent with experiments. 30 The situation with not too high polarization of the MWNT connection to a ferromagnet 31 ͑P ϳ 0.01͒ has a tendency to improve with recent experiments reporting TMR= 5% ͑P ϳ 0.2͒.…”
Section: Spin-transfer Nanomotorsupporting
confidence: 80%
“…After burning off the outer shells over the platinum nanowire ͑in addition, the MWNT may also be pulled out to open the Pt wire͒, we force the current to flow through the metallic wire that serves as a spin-sink and a rotor. It has recently been calculated that the conductance may rapidly oscillate due to quantum interference effects as we change the overlap between two nanotube shells, [27][28][29] but disorder strongly enhances the intershell conductance, consistent with experiments. 30 The situation with not too high polarization of the MWNT connection to a ferromagnet 31 ͑P ϳ 0.01͒ has a tendency to improve with recent experiments reporting TMR= 5% ͑P ϳ 0.2͒.…”
Section: Spin-transfer Nanomotorsupporting
confidence: 80%
“…[143][144][145][146] In double-wall CN's with an infinitely long outer tube and a finite inner tube and in telescoping tubes, in particular, antiresonance of conducting channels with quasi-localized states can cause large conductance oscillations. 146,147) In actual multi-wall nanotubes, however, the lattice structure of walls are incommensurate with each other and therefore the results for commensurate tubes mentioned above are inapplicable. There have been reported several numerical studies of electronic states 148,149) and transport properties.…”
Section: Multi-wall Nanotubesmentioning
confidence: 99%
“…It has been theoretically predicted that the transmission probability of the electrons for an interlayer of the double wall nanotube is varied from 0 to 1 at zero temperature depending on their chirality and the electron energy, even when their overlap is a few angstrom [22]. On the other hand, in our experiment, there are 5∼10 layers with a wide variety of chiralities between the outermost layer and the inner layer for the sliding.…”
Section: Electrical Conduction During Slidingmentioning
confidence: 62%