mbi{k}{\cdot}\mbi{p}$ Zincblende Hamiltonian and Optical Matrix with Bulk Inversion Asymmetry

A conventional $8 \times 8$ $\mbi{k}{\cdot}\mbi{p}$ zincblende Hamiltonian is corrected to include the bulk (or intracell) inversion asymmetry. Meanwhile, a conventional $8 \times 8$ $\mbi{k}{\cdot}\mbi{p}$ zincblende optical matrix is also corrected to include this intracell asymmetry.

Saved in:
Bibliographic Details
Published inJpn J Appl Phys Vol. 50; no. 8; pp. 081202 - 081202-3
Main Authors Chen, Chun-Nan, Su, Wei-Long, Lee, Meng-En, Jen, Jen-Yi, Li, Yiming
Format Journal Article
LanguageEnglish
Published The Japan Society of Applied Physics 25.08.2011
Online AccessGet full text

Cover

More Information
Summary:A conventional $8 \times 8$ $\mbi{k}{\cdot}\mbi{p}$ zincblende Hamiltonian is corrected to include the bulk (or intracell) inversion asymmetry. Meanwhile, a conventional $8 \times 8$ $\mbi{k}{\cdot}\mbi{p}$ zincblende optical matrix is also corrected to include this intracell asymmetry.
Bibliography:Squared optical matrix elements of C1--HH1 and C1--LH1 transitions for 50 $Å$ well-width GaSb/AlSb quantum wells for (a) $B_{0}=0$ and (b) $B_{0}\neq 0$, respectively.
ISSN:0021-4922
1347-4065
DOI:10.1143/JJAP.50.081202