blast.

TREATMENT OF SEDOV’S SOLUTION AS SERIES INTERMEDIATE ASYMPTOTICS IN FLOW FROM STRONG BLAST

It is offered to consider Sedov’s self­similar solution which earlier was used for exposition only an initial stage of flow from strong blast, in a role of an intermediate asymptotics of matching flow and for any medial, but not so major moment of time. Thus the index of self­similarity should be increased. The upper border of this range is certain from a condition of a constancy of an entropy behind a shock wave.