报告人:
王宇辰
报告人单位:
华中师范大学
时间:
2022年1月6号(周四)9:00-10:00
地点:
腾讯ID112-944-943
开始时间:
报告人简介:
年:
日月:
112-944-943
In this talk, we shall consider steady water waves in 2-D body of water under gravity and capillary in finite/infinite depth. With a perturbation argument, we prove that there are a family of steady/travelling water waves with small amplitudes, in which the vorticity is piecewisely constant or Lipschitz profilesis and highly concentrated near some given points . Moreover, the asymptotic properties of these solutions are given.