讲座时间：2024年4月1日 15:30-17:10
讲座地点：雁栖湖校区西区 教1-209
讲座题目：Predicting the compressible multiphase flows with high-order discontinuity-resolving TENO schemes
讲座嘉宾：
Prof. Lin Fu is an Assistant professor in the Department of Mathematics and the Department of Mechanical and Aerospace Engineering at The Hong Kong University of Science and Technology (HKUST). Before he joined HKUST, he was a postdoctoral fellow working with Prof. Parviz Moin at Center for Turbulence Research (CTR), Stanford University, for more than 3 years. And he also did postdoctoral research with Prof. Nikolaus Adams at Technical University of Munich, where he obtained his Ph.D. degree with a grade of Summa Cum Laude (passed with the highest distinction). His research is funded by the Research Grants Council (RGC) of Hong Kong with the recognition of Early Career Award. He has published more than 70 journal papers on PNAS, JFM, PRF, JCP, CMAME, etc.
讲座内容：
In this talk, we develop a family of high-order algorithms to simulate compressible multiphase flows by solving the quasi-conservative five-equation model. The general numerical framework utilizes targeted essentially non-oscillatory schemes with adaptive dissipation (TENOA) to boost the resolution of high-frequency waves, whereas the Tangent of Hyperbola for INterface Capturing (THINC) scheme is activated near the shock and contact discontinuities as well as material interfaces to maintain their sharpness, based on a novel indicator. Also, the newly derived THINC reconstruction scheme is both simpler and better at preserving the flow symmetry. Numerical results of the challenging one- and two-dimensional benchmark cases demonstrate the superiority of the proposed methods regarding oscillation-free, interface-sharpening, low-dissipation and robustness properties.
