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The Brio System with Initial Conditions Involving Dirac Masses: A Result Afforded by a Distributional Product

The Brio System with Initial Conditions Involving Dirac Masses: A Result Afforded by a Distributional Product
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摘要 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.
作者 C.O.R.SARRICO
机构地区 CMAF
出处 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2014年第6期941-954,共14页 数学年刊(B辑英文版)
基金 supported by FCT,PEst-OE/MAT/UI0209/2013
关键词 Products of distributions Brio's system δ-Shock waves δ-Shock waves Riemann problem 分布式 狄拉克 系统 产品 完全非线性 等离子体 守恒律 溶液
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