12-27【王 超】管楼1418 微分方程系列报告

时间:2019-12-25


Title:Zero-viscosity limit of the Navier-Stokes equations

Speaker:王  超    (北京大学)

Time:2019年12月27号         上午   10:00-11:00

Room:东区管理科研楼   澳门新葡新京1418室


Abstract:In this talk, I talk about the zero-viscosity limit of the Navier-Stokes equations in a half space and thin domain with non-slip boundary condition. For the half space case, based on the vorticity formulation and the use of conormal derivative, we develop the energy method to justify the zero-viscosity limit for the analytic data. For thin domain case, we justify the limit when the initial data is convex and belongs to the Gevrey class when the index equals 8/9.


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