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Transonic shock solutions for a system of Euler-Poisson equations

机译:欧拉-泊松方程组的跨音速激波解

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A boundary value problem for a system of Euler-Poisson equations modeling semiconductor devices or plasma is considered. The boundary conditions are supersonic inflow and subsonic outflow. The purpose of this paper is to elucidate the role played by the electric field in the structure of solutions with transonic shocks. The existence, non-existence, uniqueness, and non-uniqueness of solutions with transonic shocks are obtained according to the different cases of boundary data and physical interval length. Detailed structures of solutions are given. Shock locations are determined by the boundary data. Different phenomena are shown for the different situations when the density of fixed, positively charged background ions is in supersonic and subsonic regimes.
机译:考虑了对半导体器件或等离子体建模的Euler-Poisson方程系统的边值问题。边界条件是超音速流入和亚音速流出。本文的目的是阐明电场在具有跨音速冲击的溶液结构中的作用。根据边界数据和物理间隔长度的不同情况,获得具有跨音速冲击的解的存在,不存在,唯一性和非唯一性。给出了解决方案的详细结构。冲击位置由边界数据确定。当固定的,带正电的背景离子的密度处于超音速和亚音速状态时,针对不同情况显示出不同的现象。

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