EFFECT OF AMORPHOUS LEVELS ON NANOWIRE CONDUCTIVITY AND PREDICTION USING MACHINE LEARNING
Nanowires are cylindrical structures with a cross section of nanometers and lengths in the micrometer range. Because of their small size, nanowires could be used as a component in nanoscale devices. Electrical conductivity, or the ability of a material to conduct electric current, is an important...
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Format: | Final Project |
Language: | Indonesia |
Online Access: | https://digilib.itb.ac.id/gdl/view/74604 |
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Institution: | Institut Teknologi Bandung |
Language: | Indonesia |
Summary: | Nanowires are cylindrical structures with a cross section of nanometers and lengths
in the micrometer range. Because of their small size, nanowires could be used as a
component in nanoscale devices. Electrical conductivity, or the ability of a material
to conduct electric current, is an important property of nanowires. Many researchers
have investigated the theoretical and experimental conductivity properties of
nanowires, including size effects, doping effects, surface effects, and so on.
However, no research has been conducted on the effect of amorphous levels on the
conductivity of nanowires. The amorphous degree here is a measure of the random
shift in the position of the atoms relative to an ideal lattice point. We investigate the
effect of randomized atomic positions on electrical conductivity in this final project.
This study is based on the assumption that as the size of the material decreases (on
the nanometer or angstrom scale), the position of the atoms deviates from the ideal
lattice point, resulting in an amorphous structure. The research was carried out by
simulating with Quantum ESPRESSO software that already had BoltzTraP
installed. BURAI and other software are used to create a model of the nanowire
structure to be simulated. The parameter to be investigated in this study is
conductivity, which can be calculated if the Fermi energy is known. The Fermi
energy can be calculated using Quantum ESPRESSO. The conductivity will then
be calculated by BoltzTraP using the Boltzmann Transport Equation. Machine
learning will be used to make predictions based on the conductivity data obtained. |
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