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摘要
We present numerical solution of a fully nonlinear electron kinetic equation in self-similar variables, which on the one hand has all features of a 'standard' hydrodynamics (ratios of the electron mean free path to the scale length gamma = lambda(C)/L << 1), and on the other hand has no restriction on the smallness of the parameter gamma. The self-similar variable approach reduces dimensionality of the space-dependent kinetic equation, thereby providing numerical analysis of the electron heat transport in the velocity space. The electron distribution structure and its super thermal power-law tail are examined.
- 出版日期2011-12
