题目: Local well-posedness of the near-equilibrium contact line problem in 2D Stokes flow

报告人：郑云瑞（曲阜师范大学）

时间：8月19日（周六）下午4:00-5:00

地点：管理科研楼1518

摘要: We consider the evolution of contact lines for viscous fluids in a two-dimensional open-top vessel. The domain is bounded above by a free moving boundary and otherwise by the solid wall of a vessel. The dynamics of the fluid are governed by the incompressible Stokes equations under the influence of gravity, and the interface between fluid and air is under the effect of capillary forces.  Here we develop a local well-posedness theory of the problem in the framework of nonlinear energy methods.

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