Low-dimensional carriers under in-plane magnetic field
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Low-dimensional carriers under in-plane magnetic field novel phenomena by Constantinos Simserides

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Published by Nova Science Publishers in Hauppauge, N.Y .
Written in English


  • Low-dimensional semiconductors,
  • Quantum wells,
  • Magnetic fields

Book details:

Edition Notes

Includes index.

StatementConstantinos Simserides, Anna Zora, and Georgios P. Triberis.
ContributionsZora, Anna., Triberis, Georgios P.
LC ClassificationsQC611.8.L68 S56 2009
The Physical Object
Paginationp. cm.
ID Numbers
Open LibraryOL24049580M
ISBN 109781616681418
LC Control Number2010001753

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Low-Dimensional-Carriers-Under-In-Plane-Magnetic-Field-Novel-Ew Adobe Acrobat Reader DCDownload Adobe Acrobat Reader DC Ebook PDF:Work on documents anywhere using the Acrobat Reader mobile app Its packed with all . The reduced symmetry of low dimensional structures enhances decisively the role of the magnetic field orientation, bringing to light novel and unexpected phenomena. In the present book the effect of the application of an in-plane magnetic field upon low dimensional carriers, giving rise to impressive novel phenomena, is presented and discussed. In the present book the effect of the application of an in-plane magnetic field upon low dimensional carriers, giving rise to impressive novel phenomena, is presented and discussed. Physical Properties of the Low-Dimensional A3B6 & A3B3C62 Compounds. Alexander M. Panich Hardback. US$ Add to basket. Low-Dimensional Carriers Under In-Plane Magnetic Field. Constantinos Simserides. 25 Feb Hardback. US$ Add to basket. Supercritical Fluids. Marcel R. Belinsky. 01 Apr Hardback. US$ Add to.

H. Aoki, in Comprehensive Semiconductor Science and Technology, Integer quantum Hall effect, which is the Hall effect quantized into integer times e 2 /h (e: elementary charge, h: Planck’s constant) observed in two-dimensional electron gases in strong magnetic fields, is reviewed from both experimental and theoretical physics underlying the . W.R. Clarke, G.K. Sujan, in Reference Module in Materials Science and Materials Engineering, Zeeman splitting and the g-factor anisotropy. For hole quantum wires, the Zeeman splitting of the 1D subbands is highly dependent on the orientation of the magnetic quantum wires fabricated on ()A heterostructures, the interplay of the confinement . dimensional. Application of a magnetic field leads to confinement of the 2D motion. Fig. shows trajectories of electrons in a real space. By applying a stronger magnetic field, the width of the trajectories becomes increasingly smaller. Eventually, the field confines the width of the trajectory to within one unit cell in the b-direction. Modulation‐doped semiconductor nanostructures exhibit extraordinary electrical and optical properties that are quantum mechanical in nature. The heart of such structures lies in the heterojunction of two epitaxially grown semiconductors with different band gaps. Quantum confinement in this heterojunction is a phenomenon that leads to the quantization of the Author: Shovon Pal, Sascha R. Valentin, Arne Ludwig, Andreas D. Wieck.

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