Authors | O.V. Yushchenko , A.Yu. Badalyan |
Affiliations | Sumy State University, 2, Rimsky-Korsakov Str., 40007 Sumy, Ukraine |
Е-mail | yushchenko@phe.sumdu.edu.ua |
Issue | Volume 4, Year 2012, Number 3 |
Dates | Received 02 July 2012; published online 29 October 2012 |
Citation | O.V. Yushchenko, A.Yu. Badalyan, J. Nano- Electron. Phys. 4 No 3, 03009 (2012) |
DOI | |
PACS Number(s) | 05.40.Jc, 02.50. – r |
Keywords | Self-organization (5) , The Fokker-Planck equation, Langevin equation, The phase-plane method. |
Annotation |
On the basis of a stochastic system of equations, describing the behavior of the average velocity of nanoparticles, the external field and the internal energy, a synergetic model, which allows in a self-consistent manner to present the modes of the suspended nanoparticles motion, was constructed. Considering the correlation between the times of change of the degrees of freedom the Fokker-Planck equation was obtained, and the corresponding Langevin equation was found. Phase diagram of the system was built and the dependence of steady-state average velocity on the external conditions was found. Within the framework of the phase-plane method the kinetics of the transition between the modes of the nanoparticles motion was investigated. |
List of References |