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| 1 | Nonextensive dust acoustic shock structures in complex plasmas显示文摘 | Mehran Shahmansouri Mouloud Tribeche | 2013 | Astrophysics and Space Science2013，，1： | 1 |
| 2 | Nonextensive dust acoustic solitary and shock waves in nonplanar geometry显示文摘 | Biswajit Sahu Mouloud Tribeche | 2012 | Astrophysics and Space Science2012，，2： | 1 |
| 3 | Electron-acoustic solitons in plasma with nonthermal electrons显示文摘 | Hamid Reza Pakzad Mouloud Tribeche | 2010 | Astrophysics and Space Science2010，，1： | 1 |
| 4 | A systematic investigation of a neural network for function approximation显示文摘 | Gougam L A Tribeche M Chafa F M | 2008 | Neural Networks2008，6，15： | 1 |
| 5 | Propagation properties of ion acoustic waves in a magnetized superthermal bi-ion plasma显示文摘 | Mehran Shahmansouri Mouloud Tribeche | 2014 | Astrophysics and Space Science2014，，2： | 1 |
| 6 | Ion acoustic solitary waves in bi-ion plasma with superthermal electrons显示文摘 | Mehran Shahmansouri Mouloud Tribeche | 2014 | Astrophysics and Space Science2014，，2： | 1 |
| 7 | Dust acoustic localized structures in an electron depleted dusty plasma with two-suprathermal ion-temperature显示文摘 | Mehran Shahmansouri Mouloud Tribeche | 2012 | Astrophysics and Space Science2012，，1： | 1 |
| 8 | Effect of electron nonthermality on nonlinear electrostatic solitary waves in a charge varying dusty plasma显示文摘 | Tribeche M Boumezoued G | 2008 | Phys Plasmas2008，15，05： | 1 |
| 9 | multi-solitons interaction multicomponent plasma extended Poincare–Lighthill–Kuo method head-on collision显示文摘 | Kaushik Roy Malay Kumar Ghorui Prasanta Chatterjee Mouloud Tribeche | 2016 | Communications in Theoretical Physics2016，65，2： | 0 |
| 10 | Implication of the Electron Exchange-Correlation on Fully Nonlinear Quantum Dust Ion-Acoustic Solitons显示文摘We examine the effect of the electron exchange-correlation on weak and arbitrary amplitude quantum dust ion-acoustic(QDIA) solitons.The reduced quantum hydrodynamic(QHD) model is used.Carrying out a fully nonlinear analysis,it is found that the effect of the exchange-correlation on the main quantities for solitary-wave propagation can be quite important.In particular,it may be noted that the arbitrary amplitude QDIA soliton experiences a spreading as the phenomenon of exchange-correlation becomes effective.Furthermore,our results show that the exchange-correlation effects inhibit the formation of the flat-bottomed solitons and do not favor their emergence.It turns out that exchangecorrelation and quantum diffraction may act concurrently to set up the conditions for the existence of the QDIA solitary waves.Our results complement and provide new insight into our previously published work on this problem. | khireddine mebrouk leila ait gougam mouloud tribeche | 2016 | Communications in Theoretical Physics2016，65，1： | 0 |
| 11 | Large Amplitude Dust Ion Acoustic Solitons and Double Layers in Dusty Plasmas with Ion Streaming and High-Energy Tail Electron Distribution显示文摘Large amplitude dust ion acoustic(DIA) solitons as well as double layers(DLs) are studied in a dusty plasma having a high-energy-tail electron distribution. The influence of electron deviation from the Maxwellian distribution and ion streaming on the existence domain of solitons is discussed in the(M, f) space using the pseudo-potential approach. It is found that in the presence of streaming ions and for a fixed f, solitons may appear for larger values of M. This means that in the presence of ion streaming, high values of the Mach number are needed to have soliton. The DIA solitary waves profile is highly sensitive to the ion streaming speed. Their amplitude is found to decrease with an increase of the ion streaming speed. In addition, we find that the ion streaming effect may lead to the appearance of double layers. The results of this article should be useful in understanding the basic nonlinear features of DIA waves propagating in space dusty plasmas, especially those including a relative motion between species, such as comet tails and solar wind streams,etc. | Mehran Shahmansouri Mouloud Tribeche | 2014 | Communications in Theoretical Physics2014，61，3： | 0 |
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