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What is Brillouin Zone

Handbook of Research on Nanoscience, Nanotechnology, and Advanced Materials
The Brillouin zone is defined as the set of points in k-space that can be reached from the origin without crossing any Bragg plane. Equivalently it can be defined as the Wigner-Seitz Cell of the reciprocal lattice. In case of single walled carbon nanotubes the first Brillouin zone is given by irreducible set of equidistant lines whose length and spacing are dependent on the values of two integers n and m.
Published in Chapter:
Principles of Raman Scattering in Carbon Nanotubes
K. A. Shah (Govt. Degree College for Women, Anantnag, India) and M. A. Shah (Department of Physics, National Institute of Technology, Srinagar, India)
DOI: 10.4018/978-1-4666-5824-0.ch006
Abstract
Carbon nanotubes have attracted the scientific community throughout the world, and in the past decade, a lot of work has been reported related with synthesis, characterization, and applications of carbon nanotubes. This chapter is written for readers who are not familiar with the basic principles of Raman spectroscopy in carbon nanotubes. The structure of carbon nanotubes, types of the carbon nanotubes, Brillouin zone of carbon nanotubes, and band structure of carbon nanotubes are discussed at length, which will serve as foundation for the study of Raman scattering in carbon nanotubes. The Density of States (DOS) of single walled carbon nanotubes are illustrated by an example which will encourage readers to calculate the DOS of any type of carbon nanotube. The Raman modes of vibration are discussed, and Raman spectroscopic analysis is presented by considering the typical spectra of single-walled carbon nanotubes.
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