姓名：李泠泉
办公室：延长校区225
通信地址：上海市延长路149号，邮编：200072
电子邮件：llqayo2@gmail.com
【工作经历】
2025/06 至今，上海大学，力学与工程科学学院，教授
2023/02-2024/11，美国华盛顿大学，博士后
2020/01-2023/02，美国乔治梅森大学，计算流体力学中心，博士后
【教育经历】
2016/08-2019/12 北卡罗来纳州立大学 航空工程 博士
2013/08-2016/07 复旦大学 飞行器设计与工程 博士
2007/08-2011/07 西安交通大学 飞行器设计与工程 学士
【研究方向】
计算流体力学；间断伽辽金方法；双曲Navier-Stokes方法；可压缩多相流；水下爆炸；飞行器雨水冲蚀与结冰。
【发表论文】
[1] R. Löhner; L Li; O. A. Soto; J. D. Baum. An arbitrary Lagrangian-Eulerian method for fluid-structure interactions due to underwater explosion. INTERNATIONAL JOURNAL OF NUMERICAL METHODS FOR HEAT & FLUID FLOW. 33(6):2038-2349,2023
[2] L Li; F. N. Airaudo; R. Löhner. Study of underwater explosion near rigid cylinder column with numerical method. OCEAN ENGINEERING. 270, 2023
[3] L Li; X. D. Liu; H. Luo. A reconstructed discontinuous Galerkin method based on variational formulation for compressible flows. JOURNAL OF COMPUTATIONAL PHYSICS. 466, 2022
[4] L Li; R. Löhner; A. K. Pandare; H. Luo. A vertex-centered finite volume method with interface sharpening technique for compressible two-phase flows. JOURNAL OF COMPUTATIONAL PHYSICS. 460, 2022
[5] L Li; J. L. Lou; H. Nishikawa; H. Luo. Reconstructed discontinuous Galerkin methods for compressible flows based on a new hyperbolic Navier-Stokes system. JOURNAL OF COMPUTATIONAL PHYSICS. 427, 2021
[6] J. L. Lou; L. Li; H. Luo; H. Nishikawa. Reconstructed discontinuous Galerkin methods for linear advection-diffusion equations based on first-order hyperbolic system. JOURNAL OF COMPUTATIONAL PHYSICS. 369:103-124, 2018
