姓名:丁敏

性别:女

出生年月:1984年10月

职称/职务:副教授

学位/学历:博士/研究生

硕/博生导师:硕导

联系方式:minding@whut.edu.cn

研究方向:偏微分方程

教育背景与工作经历:

教育背景:

2010/01-2012/02 国家公派联合培养博士留学于英国牛津大学

2006/09-2013/06 上海交通大学，硕博连读，理学博士

工作经历:

2015/09-至今  武汉理工大学，必发365，副教授  

2013/09-2015/09 复旦大学数学博士后流动站

2012/03-2012/05 牛津大学偏微分方程中心，访问学者

主要教学科研成果:

[1] Min Ding, Shengguo Zhu, Vanishing viscosity limit of the Navier-Stokes equations to the Euler equations for compressible fluid flow with far field vacuum, Journal de Math. Pures et Appliques, 107(2017), 288-314.

[2] Min Ding,  Existence and stability of rarefaction wave to 1-D piston problem for the relativistic full Euler equations,  Journal of Differential Equations, 262(2017), 6068-6108.

[3] Min Ding, Stability of contact discontinuities to 1-D piston problem for the

compressible Euler equations, Journal of Differential Equations, 264(2018), 3836-3863.

[4] Min Ding, Stability of rarefaction wave to the 1-D piston problem for

exothermically reacting Euler equations, Calculus of Variations and Partial Differential Equations, 56(2017), No. 3, Art. 78, 49.

[5] Min Ding, Yachun, Li,  Stability and non-relativistic limits of rarefaction wave to the 1-D piston

problem for the relativistic Euler equations, Zeitschift fur angewandte Mathematik and Physik, 68(2017), Art. 43, 32.

[6] Min Ding, Shengbo Gong, Global existence of weak solution to the compressible

Prandtl equations,  Journal of Mathematical Fluid Mechanics, 19(2017), 239-254.

[7] Min Ding, Yachun, Li, Non-relativistic limits of rarefaction wave to the 1-D piston problem for the isentropic relativistic Euler equations,  Journal of Mathematical Physics 58(2017), 081510.

[8] Min Ding, Jie Kuang and Yongqian Zhang,  Global stability of rarefaction wave to 1-D piston problem

for the compressible full Euler equations, Journal of Mathematical Analysis and Applications, 448(2017), 1228-1264.

[9] Min Ding, Shengbo Gong, Nonlinear analysis on the vibration of elastic plates, Acta Math. Sci. 37B(2)(2017), 511-526.

[10] Min Ding, Yachun Li,  Local existence and non-relativistic limits of shock solutions to a

multidimensional piston problem for the relativistic Euler equations, Zeitschift fur angewandte Mathematik and Physik 64(2013), 101-121.

[11] Min Ding, Yachun Li,  Global existence and non-relativistic global limits of entropy solutions to the 1-D piston problem for the isentropic relativistic Euler equations, Journal of Mathematical Physics 54(2013), 031506.

[12] Min Ding, Global existence of shock front solution to 1-D piston problem for compressible Euler equations, Journal of Mathematical Fluid Mechanics, 20(2018), 2053-2071.

[13] Min Ding, Hairong, Yuan, Stability of transonic jets with strong rarefaction waves

for two-dimensional steady compressible Euler system, Discrete and Continuous 

Dynamical Systems, 38(2018), 2911-2943.

[14] Min Ding, Stability of rarefaction wave to the 1-D piston problem for the pressure-gradient equations, Chinese Annals of Mathematics, Series B,40(2019), 161-186.

[15] Min Ding, Non-relativistic limits of contact discontinuities to 1-D piston problem for the Relativistic full Euler system, Journal of Differential Equations, 274(2021), 510- 542.

主要科研项目:

1.国家自然科学基金青年科学基金项目，可压缩Euler方程活塞问题间断解的稳定性研究, 2018/1/1-2020/12/31,主持。

2.国家自然科学基金数学天元基金,反应流体力学中活塞问题研究, 2017/01/01-2017/12/31, 主持。

学术兼职:

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