In order to answer this question, we investigate the band gaps and
electronic structures of nanotubes as a function of elliptical deformation
using the state-of-the-art first-principles calculations. Based on
the idea of band gap engineering in nanotubes by elliptical deformation,
we propose
variable and reversible quantum structures on a single SWNT.
FIGURE 1.
(a) Top and side view of (7,0) SWNT under different degrees of elliptical
deformation. (b) Variation of the energy band gap Eg
and (c) density of the states at the Fermi energy as a function of
elliptical deformation from first-principles calculations.
For deformations a/b~1.2 the band gap is
almost zero, indicating insulating-metal transition. Increasing
the deformation further increases the density of states at
the Fermi level. (d) and (e) show the band gap and the valence
and conduction bands obtained from tight-binding calculations.
Our first-principles calculations summarized in Fig.1 indicate that the
electronic properties of SWNTs can be indeed modified by elliptical deformation.
The energy gap of an insulating SWNT can decrease and eventually vanish at
the insulator-metal transition with increasing applied radial strain.
More interestingly, the elliptical deformation necessary to induce metalicity was
found to be in the elastic range. This could allow the ``fine-tuning''
of the properties of SWNTs via reversible deformation and ultimately lead to
variable and reversible quantum devices, such as metal-insulator junctions
as shown below.
``If we apply elliptical deformation locally on a nanotube,
we can realize a reversible metal insulator junctions! Using this idea,
we propose to construct various quantum devices on a single nanotube with
a reversible and variable electronic properties as discussed below.''
FIGURE 2.
A schematic description of A8 B8
heterostructure generated from (7,0) nanotube by elliptical
deformation.