Length-dependent resistance model for a single-wall Carbon nanotube

Abstract

The non-linear length-dependent resistance, $\mathcal{R}(l)$ observed in single-wall Carbon nanotubes (SNTs) is explained through the recently proposed ionization energy ($E_I$) based Fermi-Dirac statistics ($i$FDS). The length here corresponds to the Carbon atoms number ($\mathcal{N}$) along the SNT. It is also shown that ${\mathcal{R}}_y(l_y)$ $<$ ${\mathcal{R}}_x(l_x)$ is associated with $E_I^y$ $<$ $E_I^x$, which can be attributed to different semiconducting properties in their respective $y$ and $x$ directions.

Published

References in corpus (8)

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• Renormalized ionic polarizability functional applied to evaluate the molecule-oxide interactions for gas-sensing applications