Impact of the Zonal Flows on the Relative Short-Scale ULF Electromagnetic Waves in theShear Flow Driven Ionosphere

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Khatuna Chargazia

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Influence of the large-scale zonal flows and magnetic fields on the relative short-scale ULF electromagnetic waves in the dissipative ionosphere in the presence of a smooth inhomogeneous zonal wind (shear flow) is studied. A broad spectrum of Alfvenic-like electromagnetic fluctuations appears from electromagnetic drift turbulence and evidence of the existence of magnetic fluctuations in the shear flow region is shown in the experiments. In present work one possible theoretical explanation of the generation of electromagnetic fluctuations in DW-ZF systems is given. For shear flows, the operators of the linear problem are non-selfconjugate and therefore the eigenfunctions of the problem are non-normal. The non-normality results in linear transient growth with bursts of the perturbations and the mode coupling, which causes the generation of electromagnetic waves from the drift wave–shear flow system. We show that the transient growth substantially exceeds the growth of the classical dissipative trapped-particle instability of the system. Excitation of electromagnetic fluctuations in DW-ZF systems leads to the Attenuation-suppression of the short-scale turbulence
საკვანძო სიტყვები:
ULF electromagnetic waves, short-scale turbulence
გამოქვეყნებული: Aug 15, 2018

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როგორ უნდა ციტირება
Chargazia, K. (2018). Impact of the Zonal Flows on the Relative Short-Scale ULF Electromagnetic Waves in theShear Flow Driven Ionosphere. საქართველოს გეოფიზიკური საზოგადოების ჟურნალი, 20. Retrieved from https://ggs.openjournals.ge/index.php/GGS/article/view/2357
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Aburjania G.D., Khantadze A.G., Kharshiladze O.A. 2006. Mechanism of the planetary Rossby wave energy amplification and transformation in the ionosphere with an inhomogeneous zonal smooth shear wind. JGR, 111, Issue 109, DOI: 10.1029/2005JA011567.

Aburjania G.D. 2006. Self organization of nonlinear vortex structures and the vortex turbulence in the dispersed media. Moscow: Komkniga, URSS. 325 p.

Chagelishvili G. D., Rogava A. D. and Tsiklauri D. G. 1996. Phys. Rev. E 53, 6028.

Diamond, P.H., Itoh, S-I. and Hahm, T.S. 2005. Zonal flows in plasma – a review. Plasma Phys. Control. Fusion. V.47. P. R35-R161.

Gekelman W. 1999. Review of Laboratory experiments on Alfven waves and their relationship to space observations. J. Geophys. Res. V. 104. №7. P. 14,417-14,435.

Gogoberidze G. T., Chagelishvili G. D., Sagdeev R. Z., and Lominadze J. G. 2004. Phys. Plasmas 11, 4672.

Grzesiak M. 2000. Ionospheric Alfven resonator as seen by Frejia satellite. Geophys. Res. Lett. V.27. P. 923.

Guzdar P.N., Kleva R.G. and Chen L. 2001. Shear flow generation by drift waves revisited. Phys. Plasmas. V.8. №2. P. 459-462.

Horton W., Perez J. C., Carter T. and Bengston R., Phys. 2005. Plasmas 12,022303.

Horton W., Correa C., Chagelishvili G. D., Avsarkisov V. S., Lominadze J. G., Perez J. C., Kim J.-H. and Carter T. A. 2009. Physics of Plasmas, 16, 092102.

Kamide Y. and Chian A.C.-L. (Eds). 2007. Handbook of the Solar-Terrestrial Environment. Springer- Verlag, Berlin, Heidelberg, New York. 539 p.

Pokhotelov O.A., Onishchenko O.G., Sagdeev R.Z. and Treumann R.A. 2003. Nonlinear dynamics of inertial Alfven waves in the upper ionosphere. Parametric generation of electrostatic convective cells. J. Geophys. Res. V.108. N A7. P. 1291. doi:10.1029/2003JA009888.