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首页> 外文期刊>Discrete and continuous dynamical systems >ASYMPTOTIC STABILITY OF STEADY STATE SOLUTIONS FOR THE RELATIVISTIC EULER-POISSON EQUATIONS
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ASYMPTOTIC STABILITY OF STEADY STATE SOLUTIONS FOR THE RELATIVISTIC EULER-POISSON EQUATIONS

机译:相对论Euler-Poisson方程稳态解的渐近稳定性

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摘要

Under the conditions of both the initial data being the small perturbation of given steady state solution and the boundary strength being small, the global existence of smooth solution to the initial boundary value problem of the relativistic Euler-Poisson equations is proved. The convergence of the global smooth solution to smooth steady state solution in time exponentially is also obtained when time goes to infinity.
机译:在初始数据的条件下,初始数据的给定稳态解决方案的小扰动和边界强度小,证明了相对论Euler-Poisson方程的初始边值问题的平稳解的全局存在。当时间进入无穷大时,还获得了全局平滑解决方案对平滑稳态解决方案的融合。

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