Excitation of nonlinear waves in a quantum dusty plasma with various effects is analyzed when the geometry is cylindrical.This introduces the effect of finite boundary conditions on the solitary waves so generated. it is observed that the nonlinear equation deduced is cylindrical KP-Burger type lead
Effects of streaming and attachment coefficients of ions and electrons on the formation of soliton in a dusty plasma
β Scribed by S.N Paul; K.K Mondal; A Roychowdhury
- Publisher
- Elsevier Science
- Year
- 1999
- Tongue
- English
- Weight
- 117 KB
- Volume
- 257
- Category
- Article
- ISSN
- 0375-9601
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β¦ Synopsis
An inhomogeneous Korteweg-deVries equation has been derived for a non-relativistic and unmagnetised plasma containing warm ions, warm electrons and cold dust grains all of which have streaming velocities by the reductive perturbation method. An exact solution of the equation has also been obtained by using Galilean invariance of the equation. The solution turns out to be distinctly different from the usual soliton solution. It is observed that a negative soliton exists in a dusty plasma under some critical values of the parameter involving the attachment coefficients and streaming of ions and electrons. It is also seen that the electrostatic potential increases with time indicating the non-existence of solitons in a dusty plasma having variable dust charges.
π SIMILAR VOLUMES
In this article, we first investigate the conditions of the presence of the solitonic solutions in three-component plasma of the positive ion-electron-positron. Then, we offer the results of the effect of the positron increase on the characteristics of solitonic wave. After investigating the stabili