报告题目: Singular Limits of Evolutionary PDEs

报告摘要: Singular limits of a class of evolutionary systems of partial differential equations having two small parameters and hence three time scales are considered. Under appropriate conditions solutions are shown to exist and remain uniformly bounded for a fixed time as the two parameters tend to zero at different rates. Under further conditions the solutions of the original system tend to solutions of a limit equation as the parameters tend to zero. Finally, we apply the results to the problem that motivated this research, namely the simultaneous zero Alfven number and zero Mach number limit of the scaled compressible inviscid MHD equations. This is a joint research work with Bin Cheng from Surrey University and Steve Schochet from Tel-Aviv University.

报告人：琚强昌 研究员（北京应用物理与计算数学研究所）

报告时间:  2018.11.8 (周四) 下午 2:00-3:00

报告地点: 逸夫楼816