
Accession Number : ADA130012
Title : A Nonsimilar Solution for Blast Waves Driven by an Asymptotic Piston Expansion.
Descriptive Note : Final rept.,
Corporate Author : ARMY BALLISTIC RESEARCH LAB ABERDEEN PROVING GROUND MD
Personal Author(s) : Bundy,Mark L
PDF Url : ADA130012
Report Date : Jun 1983
Pagination or Media Count : 26
Abstract : An analytical technique is outlined for predicting the blast wave from a rapid but asymptotic expansion of an inner pistonlike surface. The method more accurately describes real blasts compared to conventional point source models and agrees favorably with the exact method of characteristic solution for wave Mach numbers exceeding approximately 1.1. The method makes two a priori assumptions: (1) that the blast wave density can be described by a power law, and (2) that an equation exists for the motion of the driving piston. The present treatment extends the work of Bach and Lee, who assume a zero radius piston (i.e., a point source).
Descriptors : *Blast waves, *Differential equations, *Mathematical models, *Asymptotic Series, *Solutions(General), Gases, Combustion, Pistons
Subject Categories : Numerical Mathematics
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Distribution Statement : APPROVED FOR PUBLIC RELEASE