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Dynamics of Three-Dimensional Axisymmetric Converging Shock Waves Arising in the Electric Explosion of Metal Wires in Air at Atmospheric Pressure


U. Yusupaliev

The dynamics of convergence three-dimensional axisymmetric shock waves: a toroidal (ring) of the shock wave (SW) and regular polygonal SW with numbers of sides n = 3, 4, 5, 6, 8, 10, 12 and 16 was experimentally studied. It is shown that a substantial increase of toroidal SW is observed near the axis of symmetry of the torus. Found that for n ≥ 12 laws descent of the front polygonal SW near the center of the polygon are the same as for the toroidal SW near the axis of symmetry. The maximum amplification of toroidal SW was determined

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