The Bresse system with respect to the beam curvature

主题:The Bresse system with respect to the beam curvature

主讲人:Ma Tofu

时间:2023-03-18 19:00:00

地点:腾讯会议

组织单位:亿万先生mr01官网非线性科学研究所、理学院数学系

活动时间:2023-03-18 19:00

活动地点:腾讯会议 

1) The Bresse-Timoshenko system

2) Upper semicontinuity of attractors w.r.t. curvature 

活动时间:2023-03-22 19:00

活动地点:腾讯会议 

3) Uniform dynamics w.r.t. curvature for partially damped system 

4) Uniform dynamics w.r.t. curvature for locally damped system 

主讲人:Ma Tofu

主讲人简介:

Professor Ma Tofu is from University of Brasilia, works on wave equations.

内容摘要:

This series of lectures is dived into two parts. In Part I we deal with the Bresse system modeling arched beam. The main feature of this system is a parameter standing for the beam curvature. From this we present recent results on the dynamics of semilinear Bresse systems w.r.t. the curvature parameter. In Part II we discuss the theory of Determining Functionals for dissipative evolution equations. This is an important theory that allows us estimate the degree of freedom for the dynamics of such systems. Some open problems are also presented. 

Part I: The Bresse system with respect to the beam curvature

主持人:秦玉明

撰写:李学元