2011
DOI: 10.1007/s10894-011-9492-2
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Effect of Dust Grains on Dust-Ion-Acoustic KdV Solitons in Magnetized Complex Plasma with Superthermal Electrons

Abstract: In this paper, the propagation of dust-ionacoustic (DIA) waves in a magnetized collisionless complex (dusty) plasma consisting of superthermal electrons are investigated. In the discharge plasma, the electron temperature is usually much greater than ion temperature. Thus, the electron distribution function DF), is generally nonmaxwellian, has to be modeled. For this purpose, the generalized Lorentzian (j)-DF is used to simulate the electron DF. Two types of modes (fast and slow DIA modes) exist in this plasma.… Show more

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Cited by 6 publications
(3 citation statements)
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“…In figure 2, the top figure depicts the behavior of the nonlinear coefficient while the bottom represents the behavior of the dispersion coefficient. It has been observed that the plasma can support both compressive and rarefactive soliton depending upon the spectral indices and the concentration of the superthermal species as already proved in few previous studies [11,28,29]. For superthermal electrons (κ c =7.0, κ h =10.0), there is a range of densities (μ c =0.01-0.35) within which the solitons will be rarefactive and beyond will be compressive.…”
Section: Resultsmentioning
confidence: 60%
See 1 more Smart Citation
“…In figure 2, the top figure depicts the behavior of the nonlinear coefficient while the bottom represents the behavior of the dispersion coefficient. It has been observed that the plasma can support both compressive and rarefactive soliton depending upon the spectral indices and the concentration of the superthermal species as already proved in few previous studies [11,28,29]. For superthermal electrons (κ c =7.0, κ h =10.0), there is a range of densities (μ c =0.01-0.35) within which the solitons will be rarefactive and beyond will be compressive.…”
Section: Resultsmentioning
confidence: 60%
“…This is opposite to the situation in [24], where the introduction of the lower temperature ions cause the dust grain charge fluctuation. Kadijani and Zaremoghaddam [28] proved numerically that the nonlinearity coefficient increases with the increase of the spectral index κ and becomes negative for small value of κ. Apart from that, in the presence of two component of electrons, whatever they are (i.e.…”
Section: = +mentioning
confidence: 98%
“…Supporting and extending experimental possibilities concerning solitons in dusty plasma, theoretical studies focused on the effects of charge-varying dusty plasma with nonthermal electrons [32], of an external magnetic field [33], of the external periodic perturbations and damping [34], as well as of the presence of dust particles with opposite polarities [35]. The effects of dust-ion collision [36], and the possibility of cylindrical solitary waves [37] were also addressed.…”
Section: Introductionmentioning
confidence: 99%