MBE growth of compound semiconductors: Part I. stochastic modeling
Document Type
Presentation
Publication Date
1992
Abstract
A stochastic model for the MBE growth kinetic study of compound semiconductors is developed based on the master equation approach, the solid-on-solid restriction, and the quasi-chemical approximation. The developed model is suitable for the zinc blende crystals with 001 as the growth direction. In the modeling, the diamond cubic structure and the two sublattice nature of the zinc blende crystal are taken into account. The stochastic model is extended to compound semiconductor alloys such as GaAlAsSb to make it suitable for the MBE kinetic studies of alloys. Up to four elements with two in each sublattice can be accommodated. The presence of two elements in the same sublattice was taken into account. A procedure for the evaluation of the model parameters based on the available thermodynamic and experimental data is discussed. Advantages and limitations of the stochastic model over the available theoretical models are discussed.
Keywords
MBE; Molecular beam epitaxy; Semiconductors; Zinc blende crystals
Disciplines
Electronic Devices and Semiconductor Manufacturing | Semiconductor and Optical Materials
Permissions
Use Find in Your Library, contact the author, or use interlibrary loan to garner a copy of the article. Publisher copyright policy allows author to archive post-print (author’s final manuscript). When post-print is available or publisher policy changes, the article will be deposited
Repository Citation
Venkat, R.
(1992, January).
MBE growth of compound semiconductors: Part I. stochastic modeling.
Available at: https://digitalscholarship.unlv.edu/ece_presentations/15
Comments
Presented at the Air Force Wright Laboratory, WL/MLPO, Dayton, Ohio, 1992.