SPHERICAL SHOCK DUE TO POINT EXPLOSION WITH VARYING ENERGY

J B Singh, S K Srivastava

Abstract


Similarity solutions of the equations governing the motion of a perfect gas behind a spherical wave  of   point explosion with a shock surface as wave front propagating outwards in non-uniform atmosphere at rest with varying energy of the flow are investigated. These solutions are applicable both  in weak and strong shocks. In brief, the isothermal case has been also posed in the last but one section.

 


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