Physics
Scientific paper
Oct 1983
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1983dsj....33..289k&link_type=abstract
Defence Science Journal (ISSN 0011-748X), vol. 33, Oct. 1983, p. 289-297.
Physics
2
Cylindrical Waves, Gas Flow, Shock Wave Propagation, Gas Density, Novae, Propagation Velocity
Scientific paper
The propagation of a diverging cylindrical shock in a self-gravitating gas has been studied for the two cases: (1) when the shock is strong and (2) when it is weak. Analytical relations for shock velocity and shock strength have been obtained. It is shown that for a strong shock, the shock velocity must decrease continuously with shock propagation; for a weak shock, it initially decreases and attains a minimum value over a certain propagation distance, after which it starts increasing. Finally, expressions for the pressure, the density, and the particle velocity immediately behind the shock have been obtained for both the cases.
Kumar Sanjeev
Saxena Ajay K.
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