報告人：樊心宇(北京應用物理與計算數學研究所)

時間：2023年09月11日 10:00-

地址：理科樓LA106

摘要：In this talk, we focus on a model introduced by Vaigent-Kazhikov which describes the motion of compressible fluid. Compared with the classical Navier Stokes equations, the shear viscosity coefficient $\mu$ is a constant, while the bulk one is given by $\lambda=\rho^\beta$. We first establish the global existence and uniqueness of the smooth solution on unit disc under Navier-slip boundary conditions. Then, we utilize the conformal mapping together with the pull back Green function to extend the well posedness result to general bounded smooth simply connected domains.

簡介：樊心宇，北京應用物理與計算數學研究所博士后，博士畢業于中國科學院數學與系統科學研究院。主要研究方向為非線性偏微分方程。

邀請人：王華僑

歡迎廣大師生積極參與！