1. One-Dimensional Poole-Frenkel Conduction in the Single Defect Limit
- Author
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O. Tolga Gul, Deng Pan, Philip G. Collins, and Elliot J. Fuller
- Subjects
Kelvin probe force microscope ,Materials science ,Condensed matter physics ,Scattering ,Mechanical Engineering ,Conductance ,Bioengineering ,Nanotechnology ,General Chemistry ,Carbon nanotube ,Condensed Matter Physics ,Thermal conduction ,law.invention ,law ,Microscopy ,Limit (music) ,General Materials Science ,Electrical conductor - Abstract
A single point defect surrounded on either side by quasi-ballistic, semimetallic carbon nanotube is a nearly ideal system for investigating disorder in one-dimensional (1D) conductors and comparing experiment to theory. Here, individual single-walled nanotubes (SWNTs) are investigated before and after the incorporation of single point defects. Transport and local Kelvin Probe force microscopy independently demonstrate high-resistance depletion regions over 1.0 μm wide surrounding one point defect in semimetallic SWNTs. Transport measurements show that conductance through such wide depletion regions occurs via a modified, 1D version of Poole-Frenkel field-assisted emission. Given the breadth of theory dedicated to the possible effects of disorder in 1D systems, it is surprising that a Poole-Frenkel mechanism appears to describe defect scattering and resistance in this semimetallic system.
- Published
- 2015
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