报告题目：Sharp Interface Limits of Some Diffusive Interface Models
报 告 人：刘豫宁副教授上海纽约大学
时间：2021年6月30日（周三）10:00 --11:00
地点：新波谱楼（M楼）12楼1217报告厅
Abstract：
The diffusive interface models are widely adopted in the description of the evolution of interfaces in continuum mechanics. These models either originate from continuum models or can be constructed to purposely reproduce a given sharp interface model when the thickness of their diffused interface trends to zero. In this talk we shall review a few classical methods in the proof of the convergence of the dynamical Ginzburg-Landau equation, a typical diffusive interface model. Then we discuss the possible applications of these methods to more sophisticated models.
讲座预告
2021年6月30日精密测量院数学及应用研究部2021年学术报告（十二）
报告题目：Sharp Interface Limits of Some Diffusive Interface Models
报 告 人：刘豫宁 副教授 上海纽约大学
时 间：2021年6月30日（周三）10:00 --11:00
地 点：新波谱楼（M楼）12楼1217报告厅
Abstract：
The diffusive interface models are widely adopted in the description of the evolution of interfaces in continuum mechanics. These models either originate from continuum models or can be constructed to purposely reproduce a given sharp interface model when the thickness of their diffused interface trends to zero. In this talk we shall review a few classical methods in the proof of the convergence of the dynamical Ginzburg-Landau equation, a typical diffusive interface model. Then we discuss the possible applications of these methods to more sophisticated models.
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