Velocity autocorrelation functions and diffusion сoefficient of dusty component in complex plasmas
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Keywords:
dusty plasma, autocorrelation function, method lanzhevenovoy dynamicsAbstract
In this article the velocity autocorrelation functions of dusty particles were calculated by the Langevin dynamics. It was indicated that their oscillations decay more rapidly with increase in the friction parameters. The dependencies of the dusty particles diffusion coefficient on the friction coefficient at the different values of various parameters were obtained by the Green-Kubo relation and mean square displacements. The validity of the Einstein formula at small values of coupling parameter was shown.
References
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2 V.N. Tsytovich and J. Winter, UFN, 168, 899-912 (1998).
3 L. Boufendi and A. Bouchoule, Plasma Sources Sci. Technol. 3, 262-273 (1994).
4 O.S. Vaulina, X.G. Adamovich, O.F. Petrov, V.E. Fortov, Phys.Rev.E 77, 066403(6) (2008).
5 T.S. Ramazanov and K.N. Dzhumagulova, Contr.Plasma Phys. 48, 357-362 (2008).
6 F.B. Baimbetov, T.S. Ramazanov, K.N. Dzhumagulova, E.R. Kadyrsizov, O.F. Petrov, and A.V. Gavrikov, J.Phys.A: Math. And Gen. 39, 4521-4525 (2006).
7 J.-P. Hansen, and I.R. McDonald, Theory of simple liquids (NewYork: Academic Press, 1976), 326 p.
8 Z. Donk´o and B. Nyíri, Phys.Plasmas, 7, 45(10) (2000).
9 Z. Donk´o and P. Hartmann, Phys.Rev.E69, 016405(12) (2004).
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How to Cite
Dzhumagulova, K., & Masheeva, R. (2012). Velocity autocorrelation functions and diffusion сoefficient of dusty component in complex plasmas. Recent Contributions to Physics (Rec.Contr.Phys.), 40(1), 20–23. Retrieved from https://bph.kaznu.kz/index.php/zhuzhu/article/view/674
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Plasma Physics
