信息公告
应用数理学院学术报告 (7月11日)
发布时间:2016-07-10 
报告题目:Inviscid limit of the incompressible viscous MHD equations

报告时间:2016711(周一) 上午10:30-11:30

报告地点:数理楼3层数学研究所对面学术报告厅(2315-3)

报告人:栗付才教授 (南京大学数学系)

摘要:We investigate the inviscid limit of the incompressible viscous magneto -hydrodynamic equationswith Navier boundary conditions in a smooth bounded domain $\Omega$. We obtain the uniform regularity of solutions with respect to thekinematic viscosity coefficient and the magnetic diffusivity coefficient. These solutions are uniformly bounded in a conormal Sobolev space and $W^{1,\infty}(\Omega)$

which allow us to take the zero kinematic viscosity-magnetic diffusion limits. Moreover, we also get the rates of convergence.

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联系人:王术、黎勇