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The Brio System with Initial Conditions Involving Dirac Masses: A Result Afforded by a Distributional Product
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作者 c.o.r.sarrico 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2014年第6期941-954,共14页
The Brio system is a 2 × 2 fully nonlinear system of conservation laws which arises as a simplified model in the study of plasmas. The present paper offers explicit solutions to this system subjected to initial c... The Brio system is a 2 × 2 fully nonlinear system of conservation laws which arises as a simplified model in the study of plasmas. The present paper offers explicit solutions to this system subjected to initial conditions containing Dirac masses. The concept of a solution emerges within the framework of a distributional product and represents a consistent extension of the concept of a classical solution. Among other features, the result shows that the space of measures is not sufficient to contain all solutions of this problem. 展开更多
关键词 Products of distributions Brio's system δ-Shock waves δ-Shock waves Riemann problem
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