Convergence of shock waves generated by underwater electrical explosion of cylindrical wire arrays between different boundary geometries

Abstract

The results of experiments and numerical simulations of a shock wave propagating between either conical or parabolic bounding walls are presented. The shock wave was generated by a microsecond timescale underwater electrical explosion of a cylindrical wire array supplied by a current pulse having an amplitude of $230 kA and a rise time of $1 ls. It is shown that with the same energy density deposition into the exploding wire array, the shock wave converges faster between parabolic walls, and as a result, the pressure in the vicinity of convergence is $2.3 times higher than in the case of conical walls. The results obtained are compared to those of earlier experiments [Antonov et al., Appl. Phys. Lett. 102, 124104 (2013)] with explosions of spherical wire arrays. It is shown that at a distance of $400 lm from the implosion origin the pressure obtained in the current experiments is higher than for the case of spherical wire arrays.