To the expansion of the flat harmonic waves of small amplitudes in ultrarelativistic media
Abstract
The problem of the flat harmonic wave expansion in ultra-relativistic media is considered. Numerical solutions of dispersion equations for the waves of small amplitudes were obtained within the framework of different local relativistic models and non-local Alexeev hydrodynamics. It is shown that only non-local theory leads to meaningful results.
About the Authors
A. I. Balashov
ЗАО «Крафтвэй корпорэйшн ПЛС»
Russian Federation
Russian Federation
I. V. Ovchinnikova
M.V. Lomonosov Moscow State University of Fine Chemical Technologies, 86, Vernadskogo pr., Moscow 119571
Russian Federation
Russian Federation
References
1. Cercignani С., Kremer G.M. The relativistic Boltzmann equation: Theory and applications. - Basel, Boston, Berlin: Birkhäuser Verlag, 2002. 384 p.
2. Алексеев Б.В., Овчинникова И.В. Квантовая релятивистская гидродинамика. Часть 1. - М.: ИПЦ МИТХТ, 2010. 64 с.
3. Алексеев Б.В., Овчинникова И.В. Квантовая релятивистская гидродинамика. Часть 2. - М.: ИПЦ МИТХТ, 2011. 55 с.
4. Alexeev B.V., Ovchinnikova I.V. The generalized relativistic kinetic and hydrodynamic theory. - Part I // J. Nanoelectronics & Optoelectronics. 2010. V. 5. № 3. P. 1-14.
5. Alexeev B.V., Ovchinnikova I.V. The generalized relativistic kinetic and hydrodynamic theory. - Part II // J. Nanoelectronics & Optoelectronics. 2010. V. 5. № 3. P. 15-31.
6. Alexeev B.V. Generalized Boltzmann physical kinetics. - Amsterdam: Elsevier, 2004. 368 p.
For citation:
Balashov A.I., Ovchinnikova I.V. To the expansion of the flat harmonic waves of small amplitudes in ultrarelativistic media. Fine Chemical Technologies. 2011;6(3):91-99. (In Russ.)
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