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Low Mach number limit of Navier-Stokes equations with large temperature variations in bounded domains

发布时间:2022-06-30 浏览量:60

时   间:  2022-06-30 10:00 — 11:30

地   点:  腾讯会议 APP3()
报告人:  Ju Qiangchang
单   位:  Institute of Applied Physics and Computational Mathematics
邀请人:  杨雄锋
备   注:  会议时间: 2022年06月30日 10:00 会议时长: 1小时30分钟 会议号: 646 110 214 会议密码: 220630
报告摘要:  

The low Mach number limit of full compressible Navier-Stokes equations with large temperature variations is verifified rigorously in a three-dimensional bounded domain. Weighted uniform estimates of the solutions are derived in a time interval which is independent of the Mach number, in particular, for the high-order derivatives, when the initial data are well-prepared only in the sense of L^2-norm. It can be viewed as the fifirst result on the low Mach number limit of full Navier-Stokes equations with large temperature variations in bounded domains. 

The methods in the paper also apply to other flfluid models with large temperature variations.