[1] 高维可压Euler方程组的弱解理论
[2] 非线性偏微分方程的理论分析
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[1] Analysis on the asymptotic behavior of transonic shocks for steady Euler flows with gravity in a flat nozzle as the gravity vanishes, APPLIED MATHEMATICS
2022/03/01
- [2] ON ADMISSIBLE POSITIONS OF TRANSONIC SHOCKS FOR STEADY ISOTHERMAL EULER FLOWS IN A HORIZONTAL FLAT NOZZLE UNDER VERTICAL GRAVITY\ast, SIAM JOURNAL ON MATH 2022/09/01
- [3] On admissible positions of transonic shocks for steady Euler flows in a 3-D axisymmetric cylindrical nozzle, Journal of Different 2021/07/01
- [4] UNIQUENESS OF STEADY 1-D SHOCK SOLUTIONS IN A FINITE NOZZLE VIA VANISHING VISCOSITY ARGUMENTS, COMMUNICATIONS ON PU 2021/07/01
- [2] ON ADMISSIBLE POSITIONS OF TRANSONIC SHOCKS FOR STEADY ISOTHERMAL EULER FLOWS IN A HORIZONTAL FLAT NOZZLE UNDER VERTICAL GRAVITY\ast, SIAM JOURNAL ON MATH 2022/09/01
- [1] 上海交通大学“烛光奖励计划” 2015