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Global large solutions of magnetohydrodynamics with temperature-dependent heat conductivity

主  讲  人:琚强昌 教授(北京应用物理与计算数学研究所)
时      间: 2015年6月9日(周二)14:00-15:00
地      点: 必赢76net线路官网北一区文科楼 708 教室
主 办 单 位: 必赢76net线路官网数学科学学院
内 容 介 绍:We consider an initial boundary value problem for the magnetohydrodynamic compressible flows. By assuming that the heat conductivity depends on temperature with κ(θ) = θq, q > 0, we prove the existence and uniqueness of global strong solutions with large initial data and show that neither shock waves nor vacuum and concentration of mass in the solutions are developed in a finite time.
 

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