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首页> 外文期刊>SIAM Journal on Mathematical Analysis >ON 2 x 2 CONSERVATION LAWS AT A JUNCTION
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ON 2 x 2 CONSERVATION LAWS AT A JUNCTION

机译:某一时刻的2 x 2守恒律

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摘要

This paper deals with 2 x 2 conservation laws at a junction. For the Cauchy problem, existence, uniqueness, and Lipschitz continuous dependence of the solution from the initial data as well as from the conditions at the junction are proved. The present construction comprehends the case of the p-system used to describe gas flow in networks and hereby unifies different approaches present in the literature. Furthermore, different models for water networks are considered.
机译:本文涉及交点处的2 x 2守恒律。对于柯西问题,从初始数据以及交界处的条件证明了解的存在性,唯一性和Lipschitz连续依赖性。本构造理解了用于描述网络中气体流动的p系统的情况,从而统一了文献中存在的不同方法。此外,考虑了不同的供水网络模型。

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