CFP last date
20 May 2024
Reseach Article

Drifting Effect of Electron in Multi-ion Plasmas with Non Extensive Distribution of Electrons

Published on August 2015 by Sheenu Juneja, Parveen Bala
International Conference on Advancements in Engineering and Technology
Foundation of Computer Science USA
ICAET2015 - Number 3
August 2015
Authors: Sheenu Juneja, Parveen Bala
0b00a295-d269-46f2-abc3-1353baeec0cb

Sheenu Juneja, Parveen Bala . Drifting Effect of Electron in Multi-ion Plasmas with Non Extensive Distribution of Electrons. International Conference on Advancements in Engineering and Technology. ICAET2015, 3 (August 2015), 7-10.

@article{
author = { Sheenu Juneja, Parveen Bala },
title = { Drifting Effect of Electron in Multi-ion Plasmas with Non Extensive Distribution of Electrons },
journal = { International Conference on Advancements in Engineering and Technology },
issue_date = { August 2015 },
volume = { ICAET2015 },
number = { 3 },
month = { August },
year = { 2015 },
issn = 0975-8887,
pages = { 7-10 },
numpages = 4,
url = { /proceedings/icaet2015/number3/22219-4028/ },
publisher = {Foundation of Computer Science (FCS), NY, USA},
address = {New York, USA}
}
%0 Proceeding Article
%1 International Conference on Advancements in Engineering and Technology
%A Sheenu Juneja
%A Parveen Bala
%T Drifting Effect of Electron in Multi-ion Plasmas with Non Extensive Distribution of Electrons
%J International Conference on Advancements in Engineering and Technology
%@ 0975-8887
%V ICAET2015
%N 3
%P 7-10
%D 2015
%I International Journal of Computer Applications
Abstract

In the present research work, effect of drifting velocity of electrons have been studied in plasma systems consisting of cold positive and negative ions and electron beam. The electrons are assumed to obey non-extensive velocity distribution. Standard reductive perturbation method is used to derive dispersion relation, which comes out to be a polynomial of four degree in phase velocity that corresponds to four ion-acoustic modes. The expression for critical velocity is found to be the function of various parameters including nonextensive parameter q. The nonextensivity and electron beam parameters play crucial role in the characterization of solitons. We have taken (Ar+F-), (H+ H-), (H+O2-) plasma systems for our study.

References
  1. Dodd, R. K. ,Eilbeck, J. C. , Gibbon, J. D. and Morris, H. C. 1984Solitons and Nolinear wave equation Academic Press, New York.
  2. Das, G. C. 1979 Ion-a cousticsolitons and shock waves in multicomponent plasmas. Phys Plasmas21, 257-265.
  3. Nejoh, Y. 1996 Large amplitude ion-acoustic waves in a plasma with a relativistic electron beam. Plasma Phys. 56, 67-76.
  4. Yadav, L. L. , Tiwari R. S. and Sharma S. R. 1994 Ion-acoustic compressive and rarefactivesolitons in a electron beam plasma system. Phys Plasmas1,559-566.
  5. Bala P. , Gill, T. S. and Kaur H. 2010 Localized nonlinear electrostatic structures in a multispecies plasmas. J. Phys. ConferenceSeries208, 012076.
  6. Moslem, W. M. 1998 Propagation of ion acoustic waves in a warm multicomponent plasma with an electron beam. J. Plasma Phys. , 61, 177-189.
  7. Bethomier, M. , Pottelette, R. , Malingre, M. and Khotyaintsev, Y. 2000 Electron-acoustic soliton in electron beam plasma system. Phys. Plasmas 7, 2987-2994.
  8. El-Taibany, W. F. and Moslem, W. M. 2005Higher order nonlinearity of electron-acoustic solitary waves with vortex like electron distribution and electron beam. Phys. Plasmas 12, 032307.
  9. Esfandyari, A. R. , Kourakis, I. and Shukla, P. K. 2008 Ion acoustic waves in a plasma consisting of adiabatic warm ions, nonisothermal electrons and a weakly relativistic electron beam:Linear and higher order nonlinear effects. Phys. Plasmas 15, 022303.
  10. Singh,S. V. , Lakhiana, G. S. , Bharuthramand, R. and Pillay,S. R. 2011 Electrostatic solitary structures in presence of non-thermal electrons and a warm electron beam on the auroral field lines. Phys. Plasmas18,122306.
  11. Swider, W. 1988 Ionospheric Modeling edited by J. N. Korenkov, Birkhauser, Basel 403.
  12. Tsallis, C. 1988 Possible generalization of Boltzmann-Gibbs entropy. J. Stat. Phys. 52, 479.
  13. Zhipeng, L. , Liyan, L. , and Jiulin, D. 2009 A nonextensive approach for the instability of current-drive ion-acoustic waves in space plasma. Phys. Plasmas 16, 072111.
  14. Rossignoli, R. and Canosa, N. 1999 Non additive entropies and quantum statistics. Phys. Lett. A281,148-153.
  15. Abe, S. , Martinrez, S. and Pennini, F. and Plastino, A. 2001 Nonextensive thermodynamic relations. Phys. Lett. A281, 126-130.
  16. Wada,T. ,2002On the thermodynamic stability of Tsallis entropy. Phys. Lett. A. 297, 334-337.
  17. Reynolds,A. M. and Veneziani, M. 2004 Rotational dynamics of turbulence and Tsallis statistics. Phys. Lett. A. 327, 9-14.
  18. Sattin, F. 2005 Non-Extensive Entropy from Incomplete Knowledge of Shannon Entropy. Phys. Scripta71, 443-446.
  19. Wu, J. and Che, H. 2007 Fluctuation in nonextensive reaction–diffusion systems. Phys. Scripta75,722-725.
  20. Tribeche, M. and Djebarni, L. and Amour, R. 2010 Ion acoustic solitary waves in a plasma with a q-nonextensive electron velocity distribution. Phys. Plasmas 17, 04211
  21. Bains, A. S. , Tribeche, M. and Gill, T. S. 2011 Modulational instability of ion acostic waves in a plasma with q-nonextensive electron velocity distribution. Phys. Plasmas. 18, 022108.
  22. Akhtar, N. and Al-Taibany, W. F. and Mahmmod, S. 2013 Electrostatic double layers in a warm negative ion plasma with nonextensive electrons. Phys. Lett. A, 377, 1282-1289.
  23. Zank, G. P. and Mckenzie, J. F. 1988 Solitons in an ion-beam plasma. J. Plasma Phys 39,183-191.
Index Terms

Computer Science
Information Sciences

Keywords

Multi-ion Plasma Nonextensive Distribution Reductive Perturbation Method.