On the model of $z$-pinch instability
Matematičeskoe modelirovanie, Tome 10 (1998) no. 12, pp. 87-95
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The mathematical model of $z$-pinch's faist high-frequency instability evolution is considered as a system of small additions into self-similar one-dimension solution. Additions behavior about initial moment is analyzed. Qualitative comparison with the results of numerical researches of one-fluid one-temperature MHD model is carried out.