金年会

数学学院学术报告会预告

用时:2017-11-09 浏览:
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汇报题目的: 3d不能压优质的配置流体力学式子恣意边值间题的产品局部适判定 Local well-posedness of the free-surface incompressible elastodynamics   通知单人:张映辉,博土,湖南省理工学海瑞朗数学3海瑞朗副讲解 时刻:2014年17月14日上午2:30;地點:5511学术界计划书厅 情况汇报绪论: We are concerned with the free boundary problem of three-dimenional incompressible neo-Hookean elastodynamics in physical vacuum, which describes the motion of neo-Hookean elastic waves in an incompressible material. Up to now, only local-in-time a priori estimates for the solutions of the problem has been established by [Hao-Wang, JDE, 2016] through a geometrical viewpoint. In this paper, we prove the local well-posedness of the problem in spirit of the arguments developed recently by [Gu-Wang, 2016, Preprint]. Our method is based on the use of Alinhac good unknowns, the suitable approximations both nonlinear and linear, and delicate energy estimates.
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