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Workshop Series on Advances on Scientific and Engineering Computing (III) -- Computational Fluid Dynamics, Interface Problems and Beyond
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Workshop Series on Advances on Scientific and Engineering Computing (III) -- Computational Fluid Dynamics, Interface Problems and Beyond
About
Speakers
Schedule
Program
Contact Us
INS
Speakers
Weizhu Bao
National University of Singapore
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Energy-stable Parametric Finite Element Methods (PFEM) for Geometric PDEs and Applications
Li Cai
Northwestern Polytechnical University
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IB Method & Application in Cardiac FSI Problems
Yongyong Cai
Beijing Normal University
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Super-resolution Property of Splitting Methods for Dirac Equation in The Nonrelativistic Limit Regime
Jinru Chen
Nanjing Normal University
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An extended mixed Nite element method for elliptic interface problems
Juan Cheng
Institute of Applied Physics and Computational Mathematics
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High Order Multi-resolution WENO Schemes for Hamilton-Jacobi Equations on Moving Meshe
Haixia Dong
Hunan Normal University
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Kernel-free Boundary Integral Method for Linear Elasticity Equations on Staggered Grid
Xiufang Feng
Ningxia University
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An FE-FD Method for Anisotropic Elliptic Interface Problems
Qiaolin He
Sichuan University
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Deep learning-based method for solve incompressible Navier-Stokes equation
Wei Jiang
Wuhan University
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Sharp-Interface Approaches for Simulating Solid-State Dewetting Problems
Shuwang Li
Illinois Institute of Technology
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Modeling and Computation of A Shrinking Interface
Ruo Li
Peking University
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欧拉网格上带锐利界面多介质流体的一种数值方法
Guoxi Ni
Institute of Applied Physics and Computational Mathematics
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柱坐标下含碰撞的Vlasov-BGK方程的动理学格式
Jianxian Qiu
Xiamen University
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The New Hermite WENO Scheme for Hyperbolic Conservation Laws
Weiqing Ren
National University of Singapore
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Interface Profile Near The Contact Line in Electro-wetting on Dielectric
Huazhong Tang
Peking University
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High Resolution Adaptive Moving Mesh Methods and Its Applications
Hanquan Wang
Yunnan University of Finance and Economics
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A Spectral Element Method and Its Application to Optical Waveguides
Yinhua Xia
University of Science and Technology of China
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Structure Preserving Arbitrary Lagrangian-Eulerian Discontinuous Galerkin Methods
Xianmin Xu
Chinese Academy of Sciences
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Model Reduction Based on The Onsager Variational Principle
Liang Xu
China Academy of Aerospace Aerodynamics
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考虑比热变化的可压缩多介质流界面演变方法
Wenjing Yan
Xi'an Jiao Tong University
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Shape Optimal Design in The Incompressible Viscous Fluids Based on The Continuous Adjoint Method
Lei Yang
Macau University of Science and Technology
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A Framework of The Finite Element Solutions of The Landau-Lifshitz-Gilbert Equation on The Tetrahedron Meshes
Zhiwen Zhang
The University of Hong Kong
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Robust Lagrangian Numerical Schemes in Computing Effective Diffusivities for Chaotic and Random Flows
Qinghai Zhang
Zhejiang University
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Simulating Fluids with Irregular and Moving Boundaries
Zhen Zhang
Southern University of Science and Technology
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A Second Order Accuracy Preserving Method for Moving Contact Line Problems
Zhiyue Zhang
Nanjing Normal University
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退化界面问题的混合增广紧有限体积方法
Xiaofei Zhao
Wuhan University
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Numerical integrators for disordered nonlinear Schr¨odinger equation
Jianping Zhao
Xinjiang University
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How to Obtain An Accurate Gradient for Interface Problems?
Quan Zhao
National University of Singapore
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An Energy-stable Finite Element Method for The Simulation of Moving Contact Lines in Two-phase Flows
Chunxiong Zheng
Tsinghua University
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Discrete Integral Equation Method
Jun Zhu
Nanjing University Of Aeronautics And Astronautics
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A New Type of Multi-resolution WENO Schemes with Increasingly Higher Order of Accuracy for Hyperbolic Conservation Laws