This booklet provides the main correct and up to date leads to the examine of “Nanoelectromagnetics”, a lately born interesting examine self-discipline, whose reputation is speedy bobbing up with the extensive penetration of nanotechnology on this planet of electronics applications.
Studying nanoelectromagnetics capacity describing the interplay among electromagnetic radiation and quantum mechanical low-dimensional structures: this calls for an entire interdisciplinary process, explanation why this publication hosts contributions from the fields of primary and utilized electromagnetics, of chemistry and know-how of nanostructures and nanocomposites, of physics of nano-structures platforms, etc.
The e-book is aimed toward supplying the reader with the cutting-edge in Nanoelectromagnetics, from theoretical modelling to experimental characterization, from layout to synthesis, from DC to microwave and terahertz functions, from the research of primary fabric homes to the research of advanced structures and units, from advertisement thin-film coatings to metamaterials to circuit parts and nanodevices.
The ebook is meant as a reference in complicated classes for graduate scholars and as a advisor for researchers and business execs enthusiastic about nanoelectronics and nanophotonics functions.
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Additional info for Fundamental and Applied Nano-Electromagnetics (NATO Science for Peace and Security Series B: Physics and Biophysics)
Adv Phys 63:1 77. Downing CA (2013) On a solution of the Schrödinger equation with a hyperbolic double-well potential. J Math Phys 54:072101 78. Downing CA (2013) A class of exactly solvable models for the Schrödinger equation. Open Phys 11:977 79. Loudon R (1959) One-dimensional hydrogen atom. Am J Phys 27:649 80. Giuliani G, Vignale G (2005) Quantum theory of the electron liquid. Cambridge University Press, Cambridge 81. Exner P, Fraas M (2007) Curvature-induced bound states in quantum waveguides in two and three dimensions.
18) which is equivalent to calculations via Eq. 8). These expressions describe the free electron velocity and are plotted in Fig. 4a. 19b) which approaches vz D ˙„=2M μ as u ! 0. To account for scattering by for example phonons, one may employ the Tsu-Esaki formula  for drift velocity Z vd D 1 0 exp. 20) where is the scattering time. 21) We plot in Fig. E D Ek /, beyond which the decreasing drift velocity implies a NDC as current is proportional to drift velocity via I D envd , where n is electron density.
21) We plot in Fig. E D Ek /, beyond which the decreasing drift velocity implies a NDC as current is proportional to drift velocity via I D envd , where n is electron density. The threshold for observing this effect is an electric field strength of Ek D 1:3 103 V=cm and scattering time of D 0:5 ps for a helix of pitch d D 10 nm. 2 Electromagnetic Properties of Nanohelices 35 a b Fig. 4 (a) Free electron velocity in the first Brillouin zone, with u D 0:3 (solid red line), u D 0:2 (dashed green line) and u D 0:1 (dotted blue line) respectively.