DocumentCode :
144691
Title :
Radiation damaging of semiconductor materials
Author :
Zmievskaya, G.I. ; Bondareva, A.L. ; Savchenko, Vl V.
Author_Institution :
M.V. Keldysh Inst. of Appl. Math., Moscow, Russia
Volume :
2
fYear :
2014
fDate :
26-28 April 2014
Firstpage :
1015
Lastpage :
1019
Abstract :
The formation of porosity in 3C-SiC thin layer of a metal substrate is studied in the paper. The mathematical model of radiation damaging of semiconductors can be utilized in development of perspective materials such as a porous silicon carbide. Implanting inert gases into solids initiates a phase transition of the first kind and produces pores (or blisters of neutral gases) in a thin crystal lattice layer of a 3C-SiC semiconductor. A radiation flux of high energy Xe++ ions stimulates the nucleation of lattice defects. The initial stage of phase transitions in case of not equilibrium defects clustering is described by stochastic models. Kinetic Kolmogorov equations formulated for probability density of Markov random processes and stochastic Ito-Stratonovich differential equations /SDEs/ are used to obtain non-equilibrium distribution functions /DF/ of pores with respect to sizes and lattice´s positions. We show that damaging silicon carbide on boundary SiC/Mo layers can be predicted (with account of indirect elastic forces) by computer simulation. The same process as the method of porosity creation in semiconductors can be considered as alternative to etching.
Keywords :
Markov processes; differential equations; ion beam effects; molybdenum; nucleation; phase transformations; porosity; porous semiconductors; random processes; silicon compounds; wide band gap semiconductors; 3C-SiC thin layer; Markov random processes; SiC-Mo; boundary SiC-Mo layers; computer simulation; defect clustering; high energy xenon ions; inert gases; initial phase transition stage; kinetic Kolmogorov equations; lattice defect nucleation; lattice positions; mathematical model; metal substrate; nonequilibrium pore distribution functions; porosity creation method; porous silicon carbide; probability density; radiation damaging; radiation flux; semiconductor materials; stochastic Ito-Stratonovich differential equations; stochastic models; thin crystal lattice layer; Equations; Lattices; Mathematical model; Silicon carbide; Stochastic processes; Stress; Temperature measurement; computer simulation; inert gases fluxes; ions implantation; porosity; porous semiconductors; silicon carbide; stochastic differential equations Ito-Stratonovich;
fLanguage :
English
Publisher :
ieee
Conference_Titel :
Information Science, Electronics and Electrical Engineering (ISEEE), 2014 International Conference on
Conference_Location :
Sapporo
Print_ISBN :
978-1-4799-3196-5
Type :
conf
DOI :
10.1109/InfoSEEE.2014.6947822
Filename :
6947822
Link To Document :
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