{dede:global.cfg_webname/}
  • English
  • 官方微信
  • 首页
  • 栏目名称
    • 测试
  • 第二个
  • 首页
  • 学院概况
    • 学院简介
    • 历史沿革
    • 机构设置
    • 现任领导
    • 历任领导
    • 联系我们
  • 师资队伍
    • 全职教工
    • 讲座 兼职教授
    • 重要人才计划
    • 退休人员名单
  • 人才培养
    • 本科生培养
    • 硕士生培养
    • 博士生培养
  • 科学研究
    • 学术交流
    • 重点学科
    • 科研机构
    • 科研团队
    • 科研成果
    • 讨论班
  • 党团建设
    • 党建动态
    • 工会活动
    • 团学工作
  • 理论学习
    • 主题教育
  • 合作交流
    • 国际合作
    • 校际合作
    • 校企合作
  • 招生就业
    • 招生信息
    • 就业信息
    • 招生宣传
  • 校友之家
    • 校友组织
    • 校友基金
    • 校友活动
    • 百年院庆
    • 校友动态
    • 知名校友
  • 院务信箱

学术交流

  • 学术交流
  • 重点学科
  • 科研机构
  • 科研团队
  • 科研成果
  • 讨论班

学术交流

Numerical PDEs for Fluid-Structure Interaction (FSI) Problems

日期:2024-06-07  作者:  点击:[]

报告题目:Numerical PDEs for Fluid-Structure Interaction (FSI) Problems

主  讲 人:孙澎涛 教授

单      位:美国内华达大学

时      间:2024年6月19日 9:00

地      点:学院南阶教室


摘      要:The interaction of a flexible structure with a flowing fluid in which it is submersed or by which it is surrounded gives rise to a rich variety of physical phenomena with applications in many fields of engineering, named as fluid-structure interactions (FSI). To understand these phenomena, we need to find an effective way to model and simulate both fluid and structure, simultaneously, by investigating the interaction between them. In general, FSI problems require the fluid and the structure fields at the common interface to share not only the same velocity but also the common traction force. There are currently several major approaches classified with respect to the numerical treatment how the interface conditions of FSI are dealt with on the moving interface. In my talk, I will introduce three numerical techniques studied in my research for solving FSI problems: (1) body-fitted mesh (arbitrary Lagrangian-Eulerian) method, (2) body-unfitted mesh (fictitious domain) method, and (3) meshfree (deep neural network) method. Our applications to FSI problems range from hydrodynamics (physics) to hemodynamics (biology, physiology), in which the involved structures are either incompressible or compressible and bear a deformable and/or rotational constitutive relation while the surrounding fluid flow is incompressible or nearly incompressible. Some animation results will be shown in this talk to illustrate that the proposed and well analyzed numerical methods can produce high fidelity numerical results for realistic FSI problems in an efficient and accurate fashion.


简      介:Dr. Pengtao Sun is a Tenured Full Professor of Department of Mathematical Sciences in University of Nevada, Las Vegas (UNLV). Dr. Sun obtained his PhD degree from Institute of Mathematics, Chinese Academy of Sciences in 1997. Before joining University of Nevada, Las Vegas in 2007, he worked as Research Scientist, Postdoctoral Fellow, Research Associate and Assistant Professor in Chinese Academy of Sciences, The Hong Kong Polytechnic University, Pennsylvania State University and Simon Fraser University. Dr Sun’s primary research fields are Numerical PDEs and Scientific & Engineering Computing with applications to miscellaneous multiphysics problems in the fields of solid mechanics, fluid dynamics, fuel cell dynamics, fluid-structure interactions, hemodynamics, electrohydrodynamics, and etc. Dr. Sun has been continuously supported by National Science Foundation, Simons Foundation and Faculty Opportunity Awards (UNLV) since 2008. He has published more than 100 academic articles on top journals. Dr. Sun was the recipient of Distinguished Researcher Award at College of Sciences, UNLV in 2016.


上一条:接触问题中的半变分不等式的数值方法(II) 下一条:An Equivalent Norm for Dirichlet Type Spaces

【关闭】

友情链接

  • 学校教务处
  • 学校党委办公室
  • 学校校长办公室
  • 清华大学数学系
  • 浙江大学数学科学院
  • 上海大学数学系
版权信息