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- W1629175514 abstract "Propagation of a blast wave due to strong explosion in the center of a power-law-density ($rho propto r^{-alpha}$) spherically symmetric atmosphere is studied. For adiabatic index of 5/3, the solution was known to be self-similar, (of type I) for $alpha 3.26$, and unknown in between. We find a self-similar solution for $3<alpha <3.26$, and give a (tentative) numerical proof that this solution is indeed an asymptotic of the strong explosion. This self-similar solution is neither of type I (dimensional analysis does not work), nor of type II (the index of the solution is known without solving an eigenvalue problem)." @default.
- W1629175514 created "2016-06-24" @default.
- W1629175514 creator A5073682941 @default.
- W1629175514 date "2003-03-11" @default.
- W1629175514 modified "2023-09-25" @default.
- W1629175514 title "Self-similarity of the Third Type in the Strong Explosion Problem" @default.
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