报告题目：a priori estimates for the water waves problem with surface tension in a corner domain
报告人：明梅 ，中山大学
时间：6月15日 上午10:00
地点：管理科研楼1518教室
摘要： We study the two dimensional water waves problem with surface tension in the case when there is a non-zero contact angle between the free surface and the bottom. In the presence of surface tension, dissipations take place at the contact point. Moreover, when the contact angle is less than $/pi/6$ , no singularity appears in our settings. Using elliptic estimates in corner domains and a geometric approach, we prove an a priori estimate for the water waves problem.This is an adjoint work with Chao WANG.
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