Education Experiences:
2016-2019: City University of Hong Kong, PhD
2012-2016: Nanjing University, Master Degree
2008-2012: Nanjing University, Bachelor Degree
Working Experiences:
2024-now: Renmin University of China, Assistant Professor
2020-2023: Peking University, Jinguang Instructor
2019-2020: City University of Hong Kong, Visiting Fellow
Research Areas:
Partial differential equations in fluid mechanics:
1. Cauchy problems: regularity and asymptotic behaviors of solutions in complex fluids;
2. Boundary layers: stability and transition to turbulence, separation and backflows;
3. Free boundary problems: evolution of free surfaces in one-phase and multi-phase fluids.
Courses:
2024 Fall: BBSMMSC001 Advanced Mathematics I
2024 Fall: BPTMMS0006 Stochastic Differential Equations
2022 Fall: 00131960 Advanced Mathematics (B)
2020 Fall: 00131960 Advanced Mathematics (D basic)
2020 Spring: MA1201 Calculus and Basic Linear Algebra II
2019 Fall: MA1200 Calculus and Basic Linear Algebra I
Papers:
[1] Wei Wang, Zhifei Zhang and Wenbin Zhao. Nonlinear stability of entropy waves for theEuler equations. Math. Ann., 2024. https://doi.org/10.1007/s00208-024-02880-2.
[2] Wenbin Zhao. Local well-posedness of the plasma-vacuum interface problem for the idealincompressible MHD. J. Differential Equations, 381:151-184, 2024.
[3] Dongyi Wei, Zhifei Zhang and Wenbin Zhao. Global existence of the two dimensionalaxisymmetric Euler equations for the Chaplygin gases with large angular velocities. Adv.Nonlinear Stud., 22(1):635-658, 2022.
[4] Wei Wang, Zhifei Zhang and Wenbin Zhao. Well-posedness of the free boundary problemfor the compressible Euler equations and the incompressible limit. Commun. Math. Anal.Appl., 1(3):410–456, 2022.
[5] Xianpeng Hu and Wenbin Zhao, Global existence of compressible dissipative elastodynamics systems with zero shear viscosity in two dimensions. Arch. Rational Mech. Anal.,235(2):1177–1243, 2020.
[6] Xianpeng Hu and Wenbin Zhao. Global existence for the compressible viscoelastic systemwith zero shear viscosity in three dimensions. J. Differential Equations, 268(4):1658–1685,2020.
[7] Huicheng Yin and Wenbin Zhao. The global existence and large time behavior of smoothcompressible fluid in an infinitely expanding ball, III: The 3-D Boltzmann equation. J.Differential Equations, 264(1):30–81, 2018.
