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报告题目：Subsonic / supersonic / transonic steady-states of Euler-Poisson equations for semiconductors with sonic boundary
报 告 人：梅茗(Champlain College and McGill University, 加拿大)
报告摘要：In this talk, I will present a series of studies on the structure of steady-states to Euler-Poisson equations for semiconductors subjected to the sonic boundary, a critical case of boundary setting. Based on the subsonic/supersonic/transonic properties of the doping profile, we give the criteria on the structure of steady-states: in which cases there exist subsonic solutions, supersonic solutions, shock transonic solutions, smooth transonic solutions, and the number of these solutions, and in which cases there are no physical solutions.
报告人简介：梅茗，加拿大McGill大学Adjunct Professor及Champlain学院的终身教授。东北师范大学“东师学者讲座教授”及“吉林省长白山学者讲座教授”。梅茗教授是偏微分方程领域知名学者，主要从事流体力学中半导体偏微分方程和生物数学中带时滞反应扩散方程研究，在Archive Rational Math. Mech., SIAM J. Math. Anal., J. Differential Equations, Commun. PDEs 等学术刊物上公开发表论文90余篇，是多家SCI国际数学杂志的编委。
邀请人：非线性泛函分析与微分方程科研团队
报告时间：2021年10月19日（周二）9:10-10:10
报告地点：腾讯会议ID：917120164
主办单位：数学与统计学院
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