“…In the case of the explosion of single wires in water, an energy density up to 500 eV/atom, pressure of $10 10 Pa, and temperature of a few eV were achieved inside the wires. 10 In the case of converging SW, the largest values of the pressure ( 6 Â 10 12 Pa), density ( 9 g/cm 3 ), and temperature ( 16 eV) of the water in the vicinity of the implosion were obtained for a spherical wire array explosion. 9 In these experiments, assuming spherical uniformity of the converging SW and self-similarity of the SW propagation in water, the value of pressure P SW versus the distance from the origin, i.e., radius R SW , increases as P SW / R À1:33 SW , due to fast decrease in the SW surface as S / R 2 SW : Mdivnishvili et al 11 suggested that using boundaries with a geometry providing faster decrease in the SW surface S / R 3 SW , the parameters (pressure, density, and temperature) of matter in the vicinity of the SW's convergence can be increased as compared with the case of a spherical SW implosion.…”