Pokhotelov, O A, Onishchenko, O G, Sagdeev, R Z, Stenflo, L, Shukla, P K and Beloff, Natasha (2006) Generation of convective cells by ion-drift waves in dusty plasmas. Journal of Plasma Physics, 72 (5). pp. 771-778. ISSN 0022-3778Full text not available from this repository.
The parametric excitation of large-scale convective cells in non-uniform dusty plasmas with non-zero ion temperature is considered. A set of two coupled nonlinear equations (for the variation of the electrostatic potential and the ion pressure) governing the nonlinear dynamics of ion-drift waves in dusty plasmas (IDWDPs) is obtained. The equations are then simplified by using a standard multiscale expansion technique. A nonlinear dispersion relation, which describes the nonlinear electrostatic and thermal convective cells, is obtained. The analysis of our dispersion relation shows that only the electrostatic mode yields a non-zero growth rate. The thermal convective cell is found to be stable. A simple expression for the maximum instability growth rate and the optimal dimension of the convective mode is deduced. The fastest growing wave appears to be a zero-frequency mode, elongated perpendicularly to the plasma inhomogeneity. The electrostatic convective cell growth rate is compared with that for the traditional parametric IDWDP decay.
|Additional Information:||Published by Cambridge University Press|
|Schools and Departments:||School of Engineering and Informatics > Informatics|
|Subjects:||Q Science > QC Physics|
|Depositing User:||Natalia Beloff|
|Date Deposited:||05 Oct 2006|
|Last Modified:||30 Nov 2012 16:49|
|Google Scholar:||3 Citations|